<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1915609464156782431</id><updated>2024-08-28T04:26:14.478-07:00</updated><title type='text'>Vincenzo Tedesco</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>22</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-8222554977601281260</id><published>2015-06-11T14:43:00.002-07:00</published><updated>2015-06-11T14:43:33.598-07:00</updated><title type='text'>Imu e Tasi</title><content type='html'>Ancora pochi giorni alla scadenza, prevista per il 16 giugno, della 1^ rata per ciò che riguarda Imu e Tasi. Ricordiamo in cosa consistono questa due &quot;tasse&quot;.&lt;br /&gt;
L&#39;Imu (imposta municipale unica), la quale da qualche anno ha sostituito la vecchia ICI (imposta comunale sugli immobili), e si tratta sull&#39;imposta municipale che paghiamo sugli immobili. La novità di quest&#39;anno è che si pagherà anche sui terreni, almeno che questi non siano posseduti da un coltivatore diretto o impresa agricola. L&#39;Imu sui terreni, novità del 2015 in alcuni paesi e del 2014 su altri, si paga in quei paesi parzialmente montani o non montani, mentre restano esentati i paesi montani. Per sapere se siete dovuti al pagamento dell&#39;Imu sui terreni basta vedere la lista dei comuni pubblicata sul sito ISTAT o rivolgersi a professionisti del settore.&lt;br /&gt;
La TASI (tassa sui servizi indivisibili), è una nuova tassa del 2014, pagata su tutti gli immobili, non sui terreni, che si hanno a disposizione. In teoria si tratta di una piccola quota, si va dello 0,5 per mille al 2 per mille, ma di questi tempi risultano essere esagerati, basti pensare a chi possiede una casa, costruita dai propri avi in un passato nemmeno tanto lontano, alla quale le viene data una rendita di circa 700 euro, si troverà a pagare da 60 euro fino ai 140 euro, in base al paese ed al proprio regolamento.&lt;br /&gt;
Come solito chi fosse interessato ad ulteriori informazioni può contattarmi sul blog, su facebook, o all&#39;indirizzo di posta elettronica vincenzotedesco82@gmail.com.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/8222554977601281260/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/06/imu-e-tasi.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8222554977601281260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8222554977601281260'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/06/imu-e-tasi.html' title='Imu e Tasi'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-2783140697120896742</id><published>2015-04-20T07:50:00.002-07:00</published><updated>2015-04-20T07:50:41.834-07:00</updated><title type='text'>730 2015/redditi 2014</title><content type='html'>Voglio ricordare che anche quest&#39;anno si parte con la campagna dei 730. Dall&#39;anno d&#39;imposta in corso, 2015, cambia il mondo dei 730, infatti il governo Renzi ha decretato l&#39;invio dei 730 precompilati, che chiunque di noi può scaricare, previa registrazione all&#39;Agenzia delle Entrate, e poi inviare direttamente da tale portale. Per coloro che, invece, non vogliono procedere in questo modo restano sempre a disposizione professionisti e CAF, i quali, dopo aver fatto sottoscrivere apposita delega, scaricano il modello precompilato e, se nel caso non fosse corretto, lo modificano e lo inviano. Per ulteriori informazioni potete contattarmi.&lt;br /&gt;
Vincenzo Tedesco - Tributarista qualificato Lapet (lg. 4/2013)</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/2783140697120896742/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/04/730-2015redditi-2014.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2783140697120896742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2783140697120896742'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/04/730-2015redditi-2014.html' title='730 2015/redditi 2014'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-5446454714667198103</id><published>2015-02-15T06:02:00.002-08:00</published><updated>2015-02-15T06:02:28.792-08:00</updated><title type='text'>Nuove disposizioni fiscali</title><content type='html'>Grandi cambiamenti dello Stato per questo 2015 riguardo le documentazioni fiscali dei cittadini. Il primo cambio è avvenuto sul modello ISE, ma ulteriori cambi si sono avuti con la certificazione unica annuale di lavoro dipendente, il vecchio CUD, e sulla dichiarazione dei redditi. Vediamo in sintesi cosa cambia:&lt;br /&gt;
- ISE, da quest&#39;anno vanno tassativamente dichiarati tutti i redditi disponibili, il che significa inserire sul nuovo modello eventuali conti correnti, libretti di risparmio, assicurazioni sulla vita ad accumulo, eventuali obbligazioni. Ma non finisce qui, infatti si è tenuti a dichiarare anche il possesso di autovetture, l&#39;eventuale invalidità civile, assegno sociale, oltre ad una rivalutazione maggiore degli immobili, che quindi peseranno maggiormente sul calcolo finale. Oltretutto una volta inviata la dichiarazione da parte del Caf, ecco che sarà l&#39;INPS, dopo aver svolto i controlli, ad inviare l&#39;attestazione con il calcolo dell&#39;ISEE, con tempi che si allungano fino a quindici-venti giorni. Quindi se un cittadino ha bisogno immediato dell&#39;attestato dovrà pazientare e sperare che non scadano i termini di un eventuale domanda da presentare.&lt;br /&gt;
- Certificazione di lavoro dipendente. In questo caso si ha il cambio del nome da CUD a CU, sulla quale verranno inseriti tutti i tipi di reddito percepiti, sempre come dipendenti, anche quei redditi che in precedenza non avevano bisogno dell&#39;emissione del CUD. Certificazione che l&#39;azienda deve inviare all&#39;Agenzia delle Entrate entro il 9 Marzo.&lt;br /&gt;
- Dichiarazione 2015. Qui un altro cambio radicale, perchè l&#39;Agenzia delle Entrate, una volta ricevuta la CU elabora ed emette il 730 precompilato che ogni cittadino potrà scaricare dal sito dell&#39;AdE, previa registrazione a Fisconline, mentre per chi non sa e non riesce a registrarsi, bisogna rivolgersi o ad un professionista abilitato o ad un Caf, e da questi, dopo aver firmato la delega per lo scarico, farsi scaricare il 730 precompilato, controllare che sia fatto bene e poi farselo spedire.&lt;br /&gt;
In sintesi le cosiddette &quot;semplificazioni&quot; fiscali promesse dalla Stato nient&#39;altro sono che un&#39;ulteriore allungamenti dei tempi e di lavoro per professionisti ed aziende, che si ritrovano sempre più a dover districarsi in una giungla fiscale estremamente intricata e complessa.&lt;br /&gt;
Tedesco Vincenzo (tributarista qualificato LAPET - Lg.4/2013)</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/5446454714667198103/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/02/nuove-disposizioni-fiscali.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5446454714667198103'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5446454714667198103'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2015/02/nuove-disposizioni-fiscali.html' title='Nuove disposizioni fiscali'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-5842642266093812911</id><published>2014-05-03T10:20:00.002-07:00</published><updated>2014-05-03T10:22:35.519-07:00</updated><title type='text'>Bonus 80 euro, i chiarimenti dell&#39;Agenzia delle Entrate</title><content type='html'>&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Come oramai da alcuni giorni tutti di
noi sapranno, il governo Renzi ha varato un bonus per i lavoratori
dipendenti pari ad euro 80 mensili. Tante le voci, contrario e meno,
sull&#39;argomento, ma vediamo in cosa effettivamente consiste, come da
chiarimenti dell&#39;Agenzia delle Entrate. &lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;L’Agenzia
delle Entrate, con la &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;circolare
n. 8 del 28.04.2014&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;,
ha fornito i primi chiarimenti in merito al cosiddetto “&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;bonus
80 euro”, volto alla riduzione del cuneo fiscale per lavoratori
dipendenti e assimilati. La misura, contenuta nel D.L. 66/2014
(cosiddetto “Decreto Renzi”), riconosce ai lavoratori dipendenti
e alcuni redditi assimilati un &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;credito
d’imposta massimo di 640 euro&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;.
L’intervento normativo, ch&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;e
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;prende
il nome di “&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Riduzione
del cuneo fiscale per lavoratori dipendenti e assimilati&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;”,
attualmente, &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;vale
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;esclusivamente
per il 2014&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;,
e parte dal prossimo mese di maggio&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;,
anche se il Governo ha fatto sapere di voler rendere la misura
“strutturale” mediante la&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Legge
di Stabilità 2015, al fine di ridurre nell’immediato la pressione
fiscale e contributiva sul lavoro e nella prospettiva di una
complessiva revisione del prelievo finalizzata alla riduzione e
riqualificazione strutturale e selettiva della spesa pubblica. Il
credito è concesso in maniera &lt;b&gt;automatica &lt;/b&gt;da parte dei
sostituti d’imposta (datori di lavoro), senza attendere alcuna
richiesta esplicita da parte dei beneficiari (lavoratori dipendenti).
Esso, inoltre, è attribuito dai sostituti d’imposta ripartendone
il relativo ammontare sulle retribuzioni erogate a partire dal primo
periodo di paga utile successivo alla data di entrata in vigore del
decreto. &lt;span style=&quot;color: black;&quot;&gt;Come precisato in precedenza, il
credito è riconosciuto unicamente a chi ha un &lt;/span&gt;&lt;b&gt;contratto di
lavoro dipendente &lt;/b&gt;(pubblici e privati) &lt;b&gt;e alcuni redditi
assimilati &lt;/b&gt;(art. 50, c. 1 TUIR), quali:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
compensi percepiti dai lavoratori soci delle cooperative (lett. a);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
indennità e compensi percepiti a carico di terzi dai lavoratori
dipendenti per incarichi svolti in relazione a tale qualità (lett.
b);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
somme da chiunque corrisposte a titolo di borsa di studio, premio o
sussidio per fini di studio o addestramento professionale (lett. c);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
redditi derivanti da rapporti di collaborazione coordinata e
continuativa (lett. c-bis);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
remunerazioni dei sacerdoti (lett. d);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
le prestazioni pensionistiche di cui al D.Lgs. n. 124 del 1993
comunque erogate (lett. h-bis);&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
compensi per lavori socialmente utili in conformità a specifiche
disposizioni normative (lett. l).&lt;br /&gt;Sono &lt;b&gt;esclusi &lt;/b&gt;dal credito:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
i contribuenti il cui reddito complessivo non è formato dai redditi
specificati dal comma 1-bis;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
i contribuenti che non hanno un’imposta lorda generata da redditi
specificati al comma 1-bis superiore alle detrazioni per lavoro
dipendente e assimilati, spettanti in base all’art. 13, comma 1,
del TUIR;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;-
i contribuenti che, pur avendo un’imposta lorda “capiente”,
sono titolari di un reddito complessivo superiore a euro
26.000.&lt;br /&gt;&lt;span style=&quot;color: black;&quot;&gt;Dalla lettura del testo si evince
che esso sarà ad &lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;b&gt;importo &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;“&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;b&gt;fisso&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;”
(80 euro), senza &lt;/span&gt;distinzioni, nella fascia tra gli 8.000 e i
24.000 euro di reddito annuo. Per chi percepisce invece, un reddito
superiore ai 24.000 euro ma fino a 26.000 euro, è previsto un
“&lt;b&gt;meccanismo di décalage&lt;/b&gt;” che si ottiene mediante
l’applicazione della seguente formula: &lt;span style=&quot;color: black;&quot;&gt;&lt;u&gt;&lt;b&gt;bonus
spettante &lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;u&gt;&lt;b&gt;= 640 x [(26.000
– reddito complessivo)/2.000]&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;.
Il credito d&#39;imposta, che partirà dal mese di maggio 2014 fino a
dicembre&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;2014,
vale &lt;b&gt;massimo 640 euro&lt;/b&gt;. Esso non concorre alla formazione del
reddito del dipendente.&lt;br /&gt;In conclusione un “bonus” che da molti
viene visto inefficace, in effetti con 80 euro mensili non si può
certo far molto, ma per altri è visto come positivo in quanto
permette una maggiore possibilità di spesa mensile, con in più
l&#39;&lt;i&gt;&lt;u&gt;&lt;b&gt;esclusione dei redditi più bassi quelli fino ad 8.000 euro&lt;/b&gt;&lt;/u&gt;&lt;/i&gt;, forse
coloro che ne avrebbero avuto più bisogno, così come i pensionati
ed i disoccupati. Tante le polemiche che si sono susseguite, ed
ancora stanno continuando, come del resto sempre capita, ma a mio
modesto parere è stato fatto un qualcosa che non risolve il problema
degli italiani, ma un semplice “palliativo”, vista la grande
crisi che attanaglia il nostro paese.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/5842642266093812911/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/05/bonus-80-euro-i-chiarimenti-dellagenzia.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5842642266093812911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5842642266093812911'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/05/bonus-80-euro-i-chiarimenti-dellagenzia.html' title='Bonus 80 euro, i chiarimenti dell&#39;Agenzia delle Entrate'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-8881679947995335142</id><published>2014-03-06T09:56:00.003-08:00</published><updated>2014-03-06T09:56:46.104-08:00</updated><title type='text'>Rubrica Fisco e Diritto: Sanatoria Equitalia slittata al 31 Marzo</title><content type='html'>Come di solito capita in questi casi, aldilà di ciò che viene definito e
 stabilito in principio, ecco arrivare la proroga della Sanatoria 
Equitalia. Il termine iniziale della sanatoria era previsto per il 28 
febbraio, ma in questi giorni &lt;strong&gt;è arrivata la proroga al 31 marzo&lt;/strong&gt;,
 consentendo a chi non ancora avuto accesso alla sanatoria di ulteriori 
31 giorni per potervi accedere. Per chi non fosse a conoscenza di tale 
sanatoria, ecco di seguito modalità e tipologia di persona per 
accedervi.&lt;br /&gt;
La sanatoria si riferisce alle cartelle e gli avvisi emessi per tributi 
affidati a Equitalia entro il 31 ottobre 2013. Ma questa non è l&#39;unica 
limitazione, un&#39;altra è che la scadenza per il pagamento è, 
tassativamente, il 28 febbraio 2014, dopo la qual data non è possibile 
più usufruire della sanatoria. Terza limitazione, non tutte le cartelle 
possono ricevere la sanatoria, ma solo quelle inviate da agenzie fiscali
 (ad es.: Agenzia delle entrate, Agenzia del Territorio, Demanio, ecc.),
 uffici statali (ad es.: Ministeri, Prefetture, Commissioni Tributarie, 
ecc.), enti locali (Regioni, Province, Comuni). Quindi ne fanno parte 
sia cartelle relative ad Iva e Irpef, e sia cartelle relative al bollo 
auto ed alle multe, a questi due ultimi viene concessa la sanatoria solo
 sugli interessi di mora. Non fanno parte della sanatoria le cartelle 
relative a sentenze di condanna della Corte dei Conti, a somme dovute 
agli enti previdenziali (Inps, Inail), per tributi locali non riscossi 
da Equitalia e per richieste di pagamento di enti diversi da quelli 
previsti (agenzie fiscali, uffici statali, enti locali). &lt;br /&gt;
In sintesi cosa si paga o cosa no. Iniziamo da ciò che non si è tenuto a
 pagare, cioè gli interessi di mora e gli interessi di ritardata 
iscrizione a ruolo. Gli interessi per ritardata iscrizione a ruolo sono 
quelli – calcolati secondo un tasso fissato per legge – che maturano 
prima della data di consegna della cartella all’agente della riscossione
 (cioè ad Equitalia), momento in cui tali somme sono iscritte a ruolo e 
sono avviate le procedure della riscossione: il ruolo è un elenco che 
contiene i nominativi dei debitori e le somme dovute. Gli interessi di 
mora sono quelli che maturano quando si ritarda il pagamento di una 
somma già iscritta a ruolo: se il pagamento avviene dopo i 60 giorni 
previsti dalla data di notifica della cartella, da quel momento e fino 
alla data del saldo del debito vengono applicati gli interessi di mora 
che, ad oggi, ammontano al 5,23 per cento e vengono stabiliti 
annualmente dal Ministero delle Finanze. Oltre a questi due tipi di 
interessi, a Equitalia è anche dovuto l’aggio (cioè il compenso per 
l’attività svolta pari all’8 per cento per i ruoli emessi dal primo 
gennaio 2013 e del 9 per quelli precedenti) e tutte le eventuali 
ulteriori spese derivanti dal mancato (o ritardato) pagamento della 
cartella. Quindi vediamo il riepilogo.&lt;br /&gt;
Cartella Esattoriale:&lt;br /&gt;
Debito – da pagare&lt;br /&gt;
Aggio – da pagare&lt;br /&gt;
Spese di riscossione – da pagare&lt;br /&gt;
Interessi di mora – sanatoria&lt;br /&gt;
Interessi per ritardata iscrizione a ruolo – sanatoria&lt;br /&gt;
Il pagamento, come detto da effettuare entro il 28 febbraio, va fatto in
 un&#39;unica soluzione, e ricordiamo anche che l&#39;Equitalia non invierà 
nessuna comunicazione per accedere alla sanatoria, quindi dovrà essere 
il cittadino a controllare la proprio situazione debitoria e decidere di
 pagare, rinunciando, però, alla rateizzazione. Per il pagamento, lo si 
può effettuare o direttamente allo sportello Equitalia o tramite 
bollettino postale F35.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/8881679947995335142/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/03/rubrica-fisco-e-diritto-sanatoria.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8881679947995335142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8881679947995335142'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/03/rubrica-fisco-e-diritto-sanatoria.html' title='Rubrica Fisco e Diritto: Sanatoria Equitalia slittata al 31 Marzo'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-4331411647792047387</id><published>2014-02-15T04:20:00.000-08:00</published><updated>2014-02-15T05:31:42.899-08:00</updated><title type='text'>Fisco: Social Card ed aiuti alimentari, cosa sono e chi può beneficiarne</title><content type='html'>&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Come ogni anno, anche nel 2014 arrivano
alcuni bonus dei quali le famiglie italiane possono usufruire. Di
questi bonus, però, poco si sa in giro e poco vengono pubblicizzati.
Oggi ne andiamo a presentare due molto interessanti per famiglie
indigenti: Social Card 2014 ed aiuti alimentari 2014. Vediamo di
seguito cosa sono e chi può usufruirne.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;u&gt;Social Card 2014&lt;/u&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;A
fianco alla classica Social Card che, ricordiamo, spetta ad anziani
over 65 ed a nuclei familiari con bambini sotto i 3 anni, secondo i
requisiti di legge, dal 2014 è attiva anche la nuova Social Card
2014. La Social Card 2014 viene concessa a chi è cittadino italiano
o comunitario oppure straniero in possesso del permesso di soggiorno,
residente nel Comune in cui presenta domanda da almeno 1 anno, ed
inoltre deve aver i seguenti requisiti:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;ISEE, in corso di
 validità, inferiore o uguale a 3.000 euro;&lt;/span&gt;&lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;il valore ai fini ICI della casa di residenza inferiore a
 30.000 euro (se si è proprietari di una abitazione); 
 &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;patrimonio mobiliare inferiore a 8.000 euro; 
 &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;valore dell&#39;indicatore della situazione patrimoniale
 inferiore a 8.000 euro; 
 &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;valore complessivo di altri aiuti economici, di natura
 previdenziale, indennitaria e/o assistenziale inferiore a 600 euro
 mensili; 
 &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;nessun componente il nucleo familiare deve possedere
 autoveicoli immatricolati nei 12 mesi antecedenti la richiesta, o
 essere in possesso di autoveicoli di cilindrata superiore a 1.300
 cc. nonché motoveicoli di cilindrata superiore a 250 cc.
 immatricolati nei tre anni antecedenti. in famiglia deve essere
 presente almeno un componente minore di 18 anni; 
 &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;nessun componente del nucleo familiare deve prestare attività
 lavorativa al momento della richiesta del contributo e almeno un
 componente deve aver cessato un rapporto di lavoro, oppure almeno un
 componente deve avere un rapporto di lavoro il cui reddito percepito
 nei 6 mesi antecedenti la richiesta, non sia superiore a 4.000 euro.
  &lt;/span&gt;

 &lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;verrà data precedenza, a parità di altre condizioni, a:
 famiglie con disagio abitativo; genitore solo con figli minorenni;
 genitore con figli disabili; famiglie con 3 o più figli. 
 &lt;/span&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;Le somme erogate in base al
numero dei componenti del nucleo familiare sono 231 euro al mese per
nuclei famigliari con 2 membri, 281 euro al mese per nuclei
famigliari con 3 membri, 331 euro al mese per nuclei famigliari con 4
membri, e 404 euro al mese per nuclei famigliari con 5 o più membri.
&lt;/span&gt;La richiesta della Social Card straordinaria per il 2014 deve
essere fatta al Comune di residenza. Per richiedere la Social Card
2014 è necessario scaricare il modulo predisposto dall’Inps e
compilarlo in ogni sua parte seguendo le istruzioni. La domanda dovrà
poi essere consegnata ad un ufficio postale che si occuperà di
trasmettere il modulo all’Inps.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;u&gt;Aiuti alimentari 2014&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;Per quel che riguarda, invece,
gli aiuti alimentari, anche quest&#39;anno il Piano Sociale di Zona S4 ha
pubblicato il bando, in data 11 febbraio, da inoltrare entro il 10
marzo alle ore 12.00. Potranno usufruire degli aiuti alimentari i
nuclei familiari con i seguenti requisiti. &lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;residenza&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;b&gt;
 &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;da
 almeno 24 mesi (alla data di pubblicazione del presente Avviso) in
 uno dei 16 Comuni dell’Ambito S10 aderenti al programma lotta alla
 povertà come sopra riportato; -&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;

 &lt;/li&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;reddito
 ISEE inferiore o pari ad € 5.000,00 (cinquemila/00) risultante
 dall’ultima Dichiarazione reddituale per la richiesta di
 prestazioni sociali agevolate (D. Lgs. 109/98 e sue modificazioni);
 -&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;

 &lt;/li&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;non
 percettori&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;b&gt;
 &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;di
 assistenza alimentare da parte di altri Organismi che forniscono
 aiuti alimentari nel territorio. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
 &lt;/span&gt;&lt;/span&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Per
presentare la domanda si può scaricare l&#39;allegato “A”
direttamente da sito del comune o del Piano Sociale di Zona S4, e
presentare, in busta chiusa, al proprio comune di residenza,oltre
l&#39;allegato, anche copia del documento d&#39;identità, attestazione ISEE,
dichiarazione sostitutiva di certificazione relativa alle fonti di
sostentamento del nucleo familiare in caso di attestazione ISEE pari
a 0,00. Sulla busta da consegnare al proprio comune dovrà essere
riportata la dicitura: “&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;b&gt;Richiesta
Avviso pubblico formazione elenco nuclei familiari bisognosi 2014”&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;,
e deve essere indirizzata: “&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;i&gt;&lt;b&gt;All’Ufficio
del Piano Sociale di Zona Ambito S10 per il tramite del Comune
di………………...…………… &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: small;&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;“&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-decoration: none;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Per chi, come molte persone anziane
del Vallo, non sa come muoversi, o come scaricare bandi ed allegati
da internet, ci si può rivolgere a qualche centro di assistenza
fiscale, CAF o Patronato, i quali aiuteranno i cittadini a compilare
i suddetti modelli, oltre che preparare i modelli ISEE. Si ricorda,
inoltre, che queste tipologie di prestazioni da parte di Patronati o
CAF sono del tutti gratuiti e che ogni richiesta di denaro è da
ritenersi inappropriata oltre che frode nei confronti del cittadino
stesso.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/4331411647792047387/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/02/fisco-social-card-ed-aiuti-alimentari.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/4331411647792047387'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/4331411647792047387'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/02/fisco-social-card-ed-aiuti-alimentari.html' title='Fisco: Social Card ed aiuti alimentari, cosa sono e chi può beneficiarne'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-132126084255910159</id><published>2014-01-27T11:51:00.002-08:00</published><updated>2014-01-27T11:51:57.034-08:00</updated><title type='text'>Fisco: Si avvicina il termine ultimo per lo spesometro 2013</title><content type='html'>

In scadenza il &lt;b&gt;31 gennaio 2014&lt;/b&gt;, prorogata rispetto
all&#39;originale scadenza del 30 novembre 2013, il termine per l’invio
dello &lt;b&gt;spesometro 2013&lt;/b&gt;, la comunicazione delle operazioni
rilevanti ai fini dell’imposta sul valore aggiunto, l’Iva, con
importo pari o superiore a 3600 euro, per quel che riguarda le
fatture del 2012, mentre è prevista per aprile 2014 la comunicazione
delle fatture 2013 tramite spesometro. Ricordiamo che i soggetti
tenuti alla comunicazione sono i soggetti passivi IVA che effettuano
la liquidazione mensile ai fini Iva, quindi imprenditori artigiani e
commercianti, agenti e rappresentanti di commercio, ecc, lavoratori
autonomi, professionisti titolari di partita Iva iscritti o non
iscritti in albi professionali, società di persone, società
semplici, Snc, Sas, Studi Associati, società di capitali ed enti
commerciali, SpA, Srl, Soc. Cooperative, Sapa, Enti pubblici e
privati diversi dalle società e istituti di credito, Sim, altri
intermediari finanziari, società fiduciarie. Mentre sono esonerati
dall’obbligo di comunicazione: i contribuenti che si avvalgono del
regime di cui all’art. 27, co. 1 e 2, DL 98/2011 (regime fiscale di
vantaggio per l’imprenditoria giovanile e lavoratori in mobilità),
lo Stato, le &lt;strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;regioni, le
province, i comuni,&lt;/span&gt;&lt;/strong&gt; gli altri organismi di &lt;strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;diritto
pubblico&lt;/span&gt;&lt;/strong&gt;, nell’ambito delle attività istituzionali
diverse da quelle previste dall’art. 4 del DPR n. 633/72. Lo
spesometro deve essere inviato esclusivamente in via telematica,
direttamente o tramite intermediari abilitati, utilizzando il modello
disponibile sul sito dell’Agenzia delle entrate. In merito allo
spesometro 2014, l’Agenzia ha fornito delle importanti precisazioni
di recente. In particolare si sancisce da una parte l’obbligo di
trasmettere, con la comunicazione in scadenza il prossimo 31 gennaio,
gli importi relativi agli acquisti di beni e servizi direttamente
riferibili all’attività commerciale eventualmente svolta, anche se
le relative fatture non sono state oggetto di registrazione.
Dall’altra si chiarisce che, con specifico riferimento alle fatture
promiscue (relative sia all’attività commerciale che
istituzionale), è necessario trasmettere solo gli importi
riguardanti gli acquisti per l’attività commerciale. &lt;b&gt;Per quel
che riguarda le sanzioni, nel caso di omessa o infedele
comunicazione, andranno da € 258,00 ad € 2065,00&lt;/b&gt;. La suddetta
sanzione trova quindi applicazione sia in caso di omessa trasmissione
telematica delle operazioni rilevanti ai fini IVA sia nel caso di
incompletezza degli elenchi; in questo secondo caso, la &lt;strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;sanzione
&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;sarà &lt;/span&gt;&lt;strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;unica&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;b&gt;
&lt;/b&gt;&lt;/strong&gt;a prescindere al numero delle irregolarità o delle
omissioni, sebbene l’Ufficio terrà conto delle infrazioni per
graduare la sanzione tra il minimo ed il massimo previste dalla
norma, secondo i criteri fissati dall’art. 7 del D.Lgs. n.
472/1997. &lt;i&gt;Infine bisogna tenere presente che in caso di ricorso al
&lt;/i&gt;&lt;strong&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;ravvedimento&lt;/span&gt;&lt;/i&gt;&lt;/strong&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;,&lt;/span&gt;&lt;/i&gt;&lt;i&gt;
nei tempi e modi previsti dall’art. 13, D.Lgs. n. 472/1997, la
violazione si regolarizza versando la &lt;/i&gt;&lt;strong&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;sanzione
ridotta a 1/8 del minimo&lt;/span&gt;&lt;/i&gt;&lt;/strong&gt;&lt;strong&gt;&lt;i&gt; &lt;/i&gt;&lt;/strong&gt;&lt;i&gt;(pari
a 32 euro), mentre in caso di &lt;/i&gt;&lt;strong&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;definizione
agevolata&lt;/span&gt;&lt;/i&gt;&lt;/strong&gt;&lt;strong&gt;&lt;i&gt; &lt;/i&gt;&lt;/strong&gt;&lt;i&gt;(art. 16,
comma 3 o 17, comma 2, D.Lgs. n. 472/1997), la sanzione è ridotta a
1/3 di quella irrogata; pertanto, nel caso in cui sia irrogata la
sanzione in misura minima, la violazione potrà essere definita con
il pagamento di 86 euro mentre nell’ipotesi in cui sia irrogata la
sanzione in misura massima, con il pagamento di 688 euro.&lt;/i&gt;&lt;br /&gt;

</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/132126084255910159/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/01/fisco-si-avvicina-il-termine-ultimo-per.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/132126084255910159'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/132126084255910159'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/01/fisco-si-avvicina-il-termine-ultimo-per.html' title='Fisco: Si avvicina il termine ultimo per lo spesometro 2013'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-8501316899832771815</id><published>2014-01-24T14:50:00.002-08:00</published><updated>2014-01-24T14:50:46.394-08:00</updated><title type='text'>Economia: arriva la sanatoria Equitalia</title><content type='html'>

&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
Alcune buone notizie arrivano dalla
nuova Legge di stabilità 2014 (legge 27 dicembre 2013 n.147) ,
approvata dal Governo a Dicembre, e si tratta di una sanatoria sulle
cartelle Equitalia, la quale consiste nello sconto degli interessi
sulle cartelle inviate dall&#39;organo governativo. Ma come sempre una
buona notizia ne nasconde sempre una meno buona. Infatti la sanatoria
si riferisce cartelle e gli avvisi emessi per tributi affidati a
&lt;b&gt;Equitalia&lt;/b&gt; entro il 31 ottobre 2013. Ma questa non è l&#39;unica
limitazione, un&#39;altra è che la scadenza per il pagamento è,
tassativamente, il 28 febbraio 2014, dopo la qual data non è
possibile più usufruire della sanatoria. Terza limitazione, non
tutte le cartelle possono ricevere la sanatoria, ma solo quelle
inviate da &lt;b&gt;agenzie fiscali&lt;/b&gt; (ad es.: Agenzia delle entrate,
Agenzia del Territorio, Demanio, ecc.), &lt;b&gt;uffici statali &lt;/b&gt;(ad
es.: Ministeri, Prefetture, Commissioni Tributarie, ecc.), &lt;b&gt;enti
locali &lt;/b&gt;(Regioni, Province, Comuni). Quindi ne fanno parte sia
cartelle relative ad Iva e Irpef, e sia cartelle relative al bollo
auto ed alle multe, a questi due ultimi viene concessa la sanatoria
solo sugli interessi di mora. Non fanno parte della sanatoria le
cartelle relative a sentenze di condanna della &lt;u&gt;Corte dei Conti&lt;/u&gt;,
a somme dovute agli &lt;u&gt;enti previdenziali&lt;/u&gt; (Inps, Inail), per
&lt;u&gt;tributi locali non riscossi da Equitalia &lt;/u&gt;e per &lt;u&gt;richieste di
pagamento di enti diversi da quelli previsti&lt;/u&gt; (agenzie fiscali,
uffici statali, enti locali). 
&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
In sintesi cosa si paga o cosa no.
Iniziamo da ciò che non si è tenuto a pagare, cioè gli interessi
di mora e gli interessi di ritardata iscrizione a ruolo. Gli
interessi per ritardata iscrizione a ruolo sono quelli – calcolati
secondo un tasso fissato per legge – che maturano prima della data
di consegna della cartella all’agente della riscossione (cioè ad
Equitalia), momento in cui tali somme sono iscritte a ruolo e sono
avviate le procedure della riscossione: il ruolo è un elenco che
contiene i nominativi dei debitori e le somme dovute. Gli interessi
di mora sono quelli che maturano quando si ritarda il pagamento di
una somma già iscritta a ruolo: se il pagamento avviene dopo i 60
giorni previsti dalla data di notifica della cartella, da quel
momento e fino alla data del saldo del debito vengono applicati gli
interessi di mora che, ad oggi, ammontano al 5,23 per cento e vengono
stabiliti annualmente dal Ministero delle Finanze. Oltre a questi due
tipi di interessi, a Equitalia è anche dovuto l’aggio (cioè il
compenso per l’attività svolta pari all’8 per cento per i ruoli
emessi dal primo gennaio 2013 e del 9 per quelli precedenti) e tutte
le eventuali ulteriori spese derivanti dal mancato (o ritardato)
pagamento della cartella. Quindi vediamo il riepilogo.&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Cartella Esattoriale:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Debito – da pagare&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Aggio – da pagare&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Spese di riscossione – da pagare&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Interessi di mora – sanatoria&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;i&gt;Interessi per ritardata iscrizione a
ruolo – sanatoria&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
Il pagamento, come detto da effettuare
entro il 28 febbraio, va fatto in un&#39;unica soluzione, e ricordiamo
anche che l&#39;Equitalia non invierà nessuna comunicazione per accedere
alla sanatoria, quindi dovrà essere il cittadino a controllare la
proprio situazione debitoria e decidere di pagare, rinunciando, però,
alla rateizzazione. Per il pagamento, lo si può effettuare o
direttamente allo sportello Equitalia o tramite bollettino postale
F35.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/8501316899832771815/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/01/economia-arriva-la-sanatoria-equitalia.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8501316899832771815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8501316899832771815'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2014/01/economia-arriva-la-sanatoria-equitalia.html' title='Economia: arriva la sanatoria Equitalia'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-899345389643797864</id><published>2013-10-23T08:10:00.002-07:00</published><updated>2013-10-23T08:10:23.323-07:00</updated><title type='text'>Cosa cambia con la TRISE</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Dal prossimo anno in Italia si pagherà una nuova tassa, la
TRISE, appunto. Con la TRISE si pagheranno tutti i servizi relativi all’immobile,
e verrà divisa in Tari, imposta sui rifiuti, e Tasi, imposta sui servizi
indivisibili, oltre all’Imu ed al ritorno dell’Irpef, almeno sugli immobili a
disposizione. Ma facciamo un po’ di chiarezza e vediamo di seguito le nuove
imposte.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Tari&lt;/u&gt;&lt;/b&gt;:
tassa che servirà a coprire i costi relativi alla gestione dei rifiuti urbani e
dei rifiuti assimilati avviati allo smaltimento. È dovuta da chiunque possieda,
occupi o detenga a qualsiasi titolo, locali o aree scoperte adibiti a qualsiasi
uso e suscettibili di produrre rifiuti urbani. Il calcolo è il seguente: la
tassa sui rifiuti è incentrata sul principio &quot;chi più inquina più
paga&quot;. I Comuni potranno scegliere se commisurare l&#39;entità della tariffa
ai rigidi criteri previsti dalla legge Ronchi con coefficienti che tengono
conto della superficie, del numero degli occupanti e dell&#39;attività che è svolta
all&#39;interno degli immobili non residenziali o sulla base di statistiche
municipali sulla produzione dei rifiuti e potranno ridurre il costo per single,
residenti all&#39;estero e per le abitazioni occupate saltuariamente.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Tasi&lt;/u&gt;&lt;/b&gt;: è
dovuta da chiunque possieda, occupi o detenga a qualsiasi titolo unità
immobiliari, fabbricati e aree scoperte ed edificabili. Servirà a finanziare i
servizi come l&#39;illuminazione e la manutenzione delle strade. Il calcolo è il
seguente: l’aliquota potrà essere al massimo dell&#39;1 per mille (o a scelta del
Comune di 1 euro per metro quadrato) e per gli immobili non esenti da Imu si
aggiungerà al vecchio tributo. In caso di immobile locato la Tasi dovrà essere
pagata dall&#39;inquilino per una quota tra il 10 e il 30% (la scelta la farà il
Comune). &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;IMU&lt;/u&gt;&lt;/b&gt;: tutti
la conoscono, è la tassa sugli immobili. Il calcolo è il seguente: per le
abitazioni principali di categoria A/1, A/8 e A/9, l&#39;aliquota massima
applicabile (Imu più Tasi) è del 7 per mille, con deduzione di 200 euro per
immobile più altri 50 per ogni figlio di età inferiore ai 26 anni convivente,
mentre viene abolita sulle prime casa non appartenenti alle suddette categorie
catastali, e continueranno a pagarla su seconde/terze/ecc. case e su capannoni industriali
ed opifici. Una buona notizia infine per chi dà la casa in uso a un figlio o a
un genitore: se l&#39;immobile ha rendita catastale inferiore a 500 euro o se
l&#39;occupante ha un reddito Isee inferiore a 15mila euro, l&#39;immobile può essere
assimilato alla abitazione principale.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Infine torna, come abbiamo accennato, l&#39;Irpef fondiaria al
50% per gli immobili diversi dall&#39;abitazione principale: l&#39;imposta si paga
dividendo in due la rendita catastale originaria e aggiungendo il 5% al
risultato, se la casa è disposizione di un congiunto; al risultato così
ottenuto ai aggiunge un altro 33,3% se la casa invece è a disposizione.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Insomma un nuovo modo per togliere dalle tasche degli
italiani, con una nuova tassa che mediamente, in base alle prime previsione,
sarà più alta rispetto a quanto pagato nel 2013 per Imu e Tares, ma sarà meno
cara rispetto a quanto pagato nel 2012 per le stesse imposte.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/899345389643797864/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2013/10/cosa-cambia-con-la-trise.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/899345389643797864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/899345389643797864'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2013/10/cosa-cambia-con-la-trise.html' title='Cosa cambia con la TRISE'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-2667903277554093771</id><published>2012-10-17T03:00:00.002-07:00</published><updated>2012-10-17T03:08:20.493-07:00</updated><title type='text'>Governo toglie sempre più dalla tasche degli italiani!</title><content type='html'>Secondo la nuova legge di stabilità, che dovrebbe essere approvata il prossimo anno, per tutte le detrazioni in sede di dichiarazioni dei redditi, vengono poste nuove limitazioni. La più importante è il tetto massimo dei 3.000 euro sulle detrazioni, che comporterebbe delle perdite enormi per i poveri cittadini, tra l&#39;altro applicate con una franchigia di 250 euro. il tutto, però, non va a sommarsi alle spese sanitarie. Per far capire meglio, chi prima poteva detrarre assicurazioni sulla vita, spese per studenti universitari, interessi sui mutui per la prima casa, ecc..., se nessuna soglia, ora il totale di queste voci non deve sforare i 3.000 euro, con un minimo di 250 euro. Esempio pratico:&lt;br /&gt;
&lt;b&gt;vecchie detrazioni&lt;/b&gt;:&lt;br /&gt;
Interessi su mutui: 2.000 / detrazione 19%= 380&lt;br /&gt;
Spese per istruzione: 1000 / detrazione 19%=190&lt;br /&gt;
Assicurazione sulla vita: 700 / detrazione 19%=133&lt;br /&gt;
Affitto studenti universitari: 1500 / detrazione 19%=285&lt;br /&gt;
Spese per sport minori: 100 / detrazione 19%=19&lt;br /&gt;
Totale spese: 5.300 / detrazione 19%=1007.&lt;br /&gt;
&lt;b&gt;nuove detrazioni&lt;/b&gt;:&lt;br /&gt;
Interessi su mutui: 2.000 (-250 franchigia) / detrazione 19%= 332,5&lt;br /&gt;
Spese per istruzione: 1000 / detrazione 19%=190&lt;br /&gt;
Assicurazione sulla vita: 700 / detrazione 19%=0&lt;br /&gt;
Affitto studenti universitari: 1500 / detrazione 19%=0&lt;br /&gt;
Spese per sport minori: 100 / detrazione 19%=0&lt;br /&gt;
Totale spese: 5.300 in detrazione 3.000 (franchigia di 250)/ detrazione 19% su 2750=522,5.&lt;br /&gt;
&lt;i&gt;In questo esempio ci sarebbe una perdita di detrazioni pari ad Euro: &lt;/i&gt;&lt;u&gt;&lt;i&gt;&lt;b&gt;484,5 &lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;br /&gt;
Insomma un nuovo salasso dalle tasche degli italiani, con il Governo italiano che si comporta sempre più da Robin Hood al contrario, cioè togliere ai poveri per dare ai ricchi.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/2667903277554093771/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/10/governo-toglie-sempre-piu-dalla-tasche.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2667903277554093771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2667903277554093771'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/10/governo-toglie-sempre-piu-dalla-tasche.html' title='Governo toglie sempre più dalla tasche degli italiani!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-8114375209478028004</id><published>2012-09-11T07:19:00.000-07:00</published><updated>2012-09-11T07:19:32.553-07:00</updated><title type='text'>Scadenza Modello Unico 2012-redditi 2011</title><content type='html'>Con l&#39;approsimarsi della fine di Settembre, in molti dovranno presetare la dichiarazione dei redditi. Ricordiamo che il modello Unico, o 740, è riservato a coloro che non possono, o non hanno presentato, il modello 730. La scadenza è fissato per il giorno 30 Settembre 2012, salvo proroghe dell&#39;ultim&#39;ora. Per quel che riguarda la mia attività, per chi fosse interessato, la scadenza che mi è stata comunicata dal mio CAF è il 25 Settembre 2012, ed entro quella data dovrò aver compilato e stampato le dichiarazioni, fatto salvo eventuali proroghe. </content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/8114375209478028004/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/09/scadenza-modello-unico-2012-redditi-2011.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8114375209478028004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/8114375209478028004'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/09/scadenza-modello-unico-2012-redditi-2011.html' title='Scadenza Modello Unico 2012-redditi 2011'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-7327150617941914648</id><published>2012-05-15T02:56:00.002-07:00</published><updated>2012-05-15T02:56:39.160-07:00</updated><title type='text'>Dichiarazioni dei redditi.</title><content type='html'>Con l&#39;avvicinarsi delle scadenze annuali, i cittadini italiani sono tenuti a comunicare i propri redditi allo Stato, inoltre vi è, da quest&#39;anno, la famosa IMU, dichiarazione e versamenti. Per chiunque dovesse presentare queste, o altre, tipologie di dichiarazioni e modelli, può rivolgersi al sottoscritto:&lt;br /&gt;
Tedesco Vincenzo - Via Prov.le Teggiano-Polla, Salerno, telef. 0975-890173, fax 0975-890176, e-mail vincenzotedesco82@gmail.com, telef. cell. 3358145971.Svolgo compiti di CAF, associato CAf Fenalca, cioè dichiarazioni 730, 740 (persone fisiche), RED, DETRA, Imu, ISE. C.E.D., centro elaborazione dati, per la tenuta delle scritture contabili, oltre ad assicurazioni su auto, persone e cose, in più finanzimenti e qualsiasi operazione per imprese e cittadini.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/7327150617941914648/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/05/dichiarazioni-dei-redditi.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/7327150617941914648'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/7327150617941914648'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/05/dichiarazioni-dei-redditi.html' title='Dichiarazioni dei redditi.'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-9033070001594396315</id><published>2012-03-09T07:42:00.000-08:00</published><updated>2012-03-09T07:42:36.490-08:00</updated><title type='text'>Apertura ufficio!</title><content type='html'>Dopo due mesi di lavori, è giunto finalmente al termine il mio ufficio, del quale farò una piccola cerimonia d&#39;inaugurazione Domenia 11 Marzo 2012, a partire dall 9.30. Ciunque decida di partecipare sarà un garaidto ospite dell&#39;evento. Un grazie in anticipo a tutti coloro che parteciperanno!</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/9033070001594396315/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/03/apertura-ufficio.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9033070001594396315'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9033070001594396315'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/03/apertura-ufficio.html' title='Apertura ufficio!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-9139592834186099954</id><published>2012-03-05T09:44:00.000-08:00</published><updated>2012-03-05T09:44:28.958-08:00</updated><title type='text'>Ufficio terminato, mancano dettagli!!!</title><content type='html'>Finalmente l&#39;ufficio è terminato, oramai mancano piccolissimi dettagli estetici, ed un grosso dettaglio strutturale, la linea telefonica, che fortunatamente mi verrà attivata domani mattina...Per il resto tutto ok, inaugurazione il giorno 11/03/2012, Domenica, a partire dalle 9.30 della mattina!!Grazie in anticipo per chi ci sarà!!</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/9139592834186099954/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/03/ufficio-terminato-mancano-dettagli.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9139592834186099954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9139592834186099954'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/03/ufficio-terminato-mancano-dettagli.html' title='Ufficio terminato, mancano dettagli!!!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-1698422119419038468</id><published>2012-01-23T10:52:00.001-08:00</published><updated>2012-01-23T10:52:52.460-08:00</updated><title type='text'>Apertura ufficio!</title><content type='html'>Tra non molto avverrà l&#39;apertura di un mio ufficio dove sbrigare tutte le pratiche. Al momento mancano pochi dettagli, nel senso di slcuni lavori da terminare, dopo di che finalmente aprirò quest&#39;ufficio. Aggiornamenti nei prossimi giorni.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/1698422119419038468/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/01/apertura-ufficio.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/1698422119419038468'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/1698422119419038468'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2012/01/apertura-ufficio.html' title='Apertura ufficio!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-1754189805305672567</id><published>2011-12-03T01:36:00.001-08:00</published><updated>2011-12-03T01:37:12.719-08:00</updated><title type='text'>Manovre fiscali!</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ci sono state modifiche sostanziali nella manovra del ministro Monti, che hanno colpito, in bene o in male poi si vedrà, lavoratori ed impresa. Aliquote Irpef più care di due-tre punti per i redditi oltre 55
mila euro. Niente patrimoniale sui capitali finanziari, sostituita con altre
imposte sui beni di lusso che dimostrano capacità di spesa come i posti barca.
Superamento delle «finestre mobili» e aumento di due anni del requisito dei 40
anni per le pensioni di anzianità. Una partita, quella sulle pensioni, valutata
in circa 6 miliardi di euro. Ritorno dell&#39;Ici sulla prima casa con imposta progressiva
sul numero di appartamenti collegata al reddito. Nel capitolo sacrifici ci sarà
anche una stretta sulla sanità di 2,5 miliardi nel 2012 e di altri 5 nel 2013,
con probabile riedizione del ticket sui ricoveri che esiste già in alcune
Regioni. Sull&#39;aumento dell&#39;Iva ci sarebbero invece dei ripensamenti. Per quanto
riguarda il fronte della crescita in arrivo un credito di imposta del 12% fino
a un milione di euro per chi investe in ricerca, incentivi alla
ricapitalizzazione delle imprese favorendo quelle più grandi, sgravi Irap per
il costo del lavoro, bonus triennale del 55% per gli interventi di efficienza
energetica. C&#39;è anche un invito all&#39;Authority per l&#39;energia a rivedere gli
incentivi per le rinnovabili, oggi troppo pesanti sulla bolletta. E poi, nel
file liberalizzazioni, abolizione delle tariffe minime per i professionisti,
orari dei negozi più elastici, più libertà per il mercato dei parafarmaci e la
rete dei carburanti.&lt;br /&gt;
Vediamo ora nei dettagli:&lt;br /&gt;
&lt;b&gt;Irpef &lt;/b&gt;&lt;br /&gt;
È la sorpresa più forte che, se verrà confermata, dovrebbe però finire nella
delega fiscale per il riordino delle agevolazioni. Riguarda l&#39;aliquota del 41%
e quella del 43% che passerebbero a 43 e 45%. L&#39;origine di questa svolta, che
dovrebbe però comportare la rinuncia a rincarare l&#39;Iva per evitare un marcato
effetto recessivo, risiede in una verifica legale sul famoso contributo
triennale di solidarietà introdotto in estate dall&#39;ex ministro Giulio Tremonti
soltanto sui redditi del pubblico impiego oltre i 90 mila euro lordi annui. Una
norma che, se impugnata, sarebbe risultata sicuramente incostituzionale e
quindi ecco la decisione di rispolverare la vecchia e comoda idea di colpire i
soliti noti. L&#39;aggravio fiscale sarebbe di 100 euro annui per i redditi da 60
mila euro, fino a circa 2.000 euro per chi guadagna 150 mila euro.&lt;br /&gt;
&lt;b&gt;Pensioni&lt;/b&gt;&lt;br /&gt;
Secondo le ultime stime dovrebbe valere complessivamente 6 miliardi di euro. In
parte generati da un blocco dell&#39;adeguamento dell&#39;inflazione (ma soltanto per
gli assegni oltre i 50-60 mila euro lordi l&#39;anno) in parte dall&#39;allungamento
dell&#39;età di uscita, sia per gli uomini sia per le donne, e dall&#39;introduzione
del contributivo pro rata per tutti. C&#39;è anche un modesto rincaro per i
contributi a carico dei lavoratori autonomi che passerebbero dal 20 al 22%.&lt;br /&gt;
&lt;b&gt;ICI&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Si dovrebbe anticipare l&#39;introduzione dell&#39;Imu prevista dal
federalismo fiscale e modularla in modo progressivo a seconda del numero degli
appartamenti posseduti, e dalla qualità (pregio o meno). In pratica dovrebbe
contenere anche la patrimoniale. È scontata l&#39;esenzione dell&#39;imposta sulla
prima casa per i redditi bassi e un sistema di detrazioni per i nuclei
familiari numerosi. Quasi sicura anche una rivalutazione automatica delle
rendite catastali del 15%. La revisione delle rendite, ferme al 1996, verrà
avviata ma occorre qualche anno per metterla a regime.&lt;br /&gt;
&lt;b&gt;Liberalizzazioni&lt;/b&gt;&lt;br /&gt;
Verrà eliminato qualsiasi ostacolo all&#39;apertura di nuovi esercizi commerciali e
a ogni limite di orario e di giorni di apertura. Finora una possibilità del
genere è stata riservata alle zone turistiche, adesso verrà estesa a tutti. Le
Regioni dovranno adeguarsi entro 90 giorni. Per le farmacie si prospetta la
possibilità che anche i farmaci da ricetta medica possano essere venduti fuori
dai canali tradizionali e che l&#39;apertura di nuovi esercizi sia collegata ad un
quorum ridotto da 5.000 a 4.000 abitanti.&lt;br /&gt;
&lt;b&gt;Vantaggi alle imprese&lt;/b&gt;&lt;br /&gt;
Oltre al bonus del 12% per la ricerca e al rafforzamento del fondo di garanzia
per le piccole e medie imprese (fino a un massimo di 2,5 milioni di euro a
impresa) ieri è spuntata anche una detrazione del 19% per chi dichiara oltre
100 mila euro e investe in fondi di venture capital che non siano però holding,
immobiliari e con soci parenti. L&#39;investimento agevolato ha però un tetto
fissato a un milione di euro a patto che sia mantenuto per almeno tre anni. Per
stimolare la crescita dimensionale delle imprese allo studio ci sono quattro
ipotesi da affiancare all&#39;Ires. Quelle più gettonate riguardano una
reintroduzione della Dit (Dual income tax) di nuova generazione per favorire la
capitalizzazione delle imprese e il ricorso all&#39;Ace (Allowance for corporate
equity) che abbatte le imposte sulla remunerazione del capitale proprio.
Finalmente trova pace l&#39;odissea dell&#39;Ice (Istituto per il commercio con
l&#39;estero) che finirà al ministero dello Sviluppo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Carceri ai privati&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;
Per risolvere l&#39;emergenza del sovraffollamento delle carceri si prevede il
ricorso al capitale privato e a un ruolo delle fondazioni bancarie (con almeno
il 20% del costo dell&#39;investimento). La concessione non dovrà essere superiore
a 20 anni, però ci sarà una tariffa di compenso comprensiva dei costi di
gestione.&lt;br /&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Carburanti&lt;br /&gt;
&lt;/b&gt;Arriva più concorrenza nella vendita dei carburanti che dovrebbe produrre
effetti positivi sui prezzi praticati agli automobilisti. Nella bozza della
manovra si legge che «i gestori dei singoli punti vendita di carburanti al
dettaglio dal primo gennaio possono liberamente rifornirsi da qualunque
produttore o rivenditore».&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/1754189805305672567/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/12/manovre-fiscali.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/1754189805305672567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/1754189805305672567'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/12/manovre-fiscali.html' title='Manovre fiscali!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-807455802966117136</id><published>2011-12-01T07:01:00.001-08:00</published><updated>2011-12-01T07:02:20.418-08:00</updated><title type='text'>Assicurazioni!</title><content type='html'>Sabato scorso ho brillantemente superato l&#39;esame di assicuratore per poter iscrivermi all&#39;ISVAP, iscrizione che mi verrà inviato nei prossim giorni, quindi tra un pò di tempo sarò a tutti gli effetti un assicuratore. Nel frattempo ciunque fosse interessato a qualsiasi tipo di assicurazione, sulla vita, auto, fondi pensioni, tutele legali, potrà contattarmi anche sul blog.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/807455802966117136/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/12/assicurazioni.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/807455802966117136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/807455802966117136'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/12/assicurazioni.html' title='Assicurazioni!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-5260703127399625028</id><published>2011-11-18T08:50:00.001-08:00</published><updated>2011-11-18T08:52:16.514-08:00</updated><title type='text'>Nuovi servizi</title><content type='html'>Dal giorno 15/11/2011 è diventata ufficiale l&#39;associazione alla Fe.N.A.I.L.P., dacchè avrò la possibilità di inviare modelli 740 per persone fisiche, spedire telematicamente le successioni, i contratti di locazione, i contratti per colf e bedanti, in più avrò la possibilità di fare direttamente visure catastali ed anche camerali.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/5260703127399625028/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/nuovi-servizi.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5260703127399625028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/5260703127399625028'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/nuovi-servizi.html' title='Nuovi servizi'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-2354024135533754378</id><published>2011-11-16T01:50:00.001-08:00</published><updated>2011-11-16T02:22:46.449-08:00</updated><title type='text'>Pomponio Leto e la festa per l&#39;infanzia!</title><content type='html'>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pomponio Leto:&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ci siamo anche&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; noi!&lt;br /&gt;&lt;br /&gt;
L’Istituto Superiore “Pomponio Leto” parteciperà ai due giorni della V edizione della Festa&lt;br /&gt;dell’Infanzia,che si terrà il 19 e il 20 novembre 2011 a Teggiano, ideata dal medico pediatra Luigi&lt;br /&gt;B. D’Alvano e promossa dall’Associazione Amidia, presieduta da Tania Tamburro.&lt;br /&gt;Lo scopo di questa festa è quello di affermare l’infanzia intesa come un diritto di tutti i bambini,&lt;br /&gt;come un periodo della nostra vita degno di essere ricordato e festeggiato.&lt;br /&gt;Il programma prevede:&lt;br /&gt;una marcia a colori in favore dei diritti di tutti i bambini, di qualsiasi religione e di qualsiasi etnia;&lt;br /&gt;la festa dell’albero, nel quale le piante riceveranno i nomi degli ultimi nati;&lt;br /&gt;spettacoli e tante altre fantastiche attività.&lt;br /&gt;In diverse di queste attività vedremo impegnati gli studenti dell’istituto P.Leto in particolare i&lt;br /&gt;ragazzi del liceo Artistico che dimostreranno tutta la loro creatività tramite striscioni, slogan e una&lt;br /&gt;mostra tematica da loro realizzata.&lt;br /&gt;Inoltre gli studenti delle seconde del liceo delle Scienze Umane distribuiranno delle brochure ideate&lt;br /&gt;dalle ragazze della redazione artistica nell’ambito del progetto scolastico in corso sull’uso&lt;br /&gt;consapevole dei media.&lt;br /&gt;L’obiettivo è la valorizzazione dell’istituto ma soprattutto di mostrare la propria sensibilità sul tema&lt;br /&gt;dell’infanzia inoltre le ragazze del progetto parteciperanno alla marcia a colori che si svolgerà il 19&lt;br /&gt;novembre 2011 che partirà alle 9:00 da Piedimonte per arrivare al centro storico di Teggiano.&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA20AAADWCAIAAADNdf22AAAgAElEQVR4nOydZ3hU17X3cxMX3OPYxsa4YIOxjammg0BIgEQzduLYKXaS6xTH6Y5TXWOMwaYIIYQK1YBNRyAkUAHVmdPPVM1o1OvMnLNPmV5On/1+GEnGJNzr3Mc3yc3L8/w/SHo0Gs3M2mv/1tprrf0lgtOv6t9YJCeTnExyyUskk5yMcgrKKSjQcFbHWR0HGg4UHCgEp46IBJ+KYpW/KRKoNFBpINNApkHSAuJp0VyM5uLppyM4leB0jDMwzvinvyFX9XcJFeS/LV5FeRXjVYzTCU4ngU4CgwRG2lpGHk4ClQayBSQJYBCsTjGaxa9YWdnCyhSrEKyCshGUjaFMYkhsDGVjKBux+WM2f8zCxGg2RrNRCxu2sUEbK1IgSoEYwSoEqxOsTrAKARIEFyVYDQcKykkIpyCchrAqzsgkEyeZOMkkKVaxsCrFKiSTJNkoxobRgIILCs3qtF/H/YaJSTWzqQZWq4lAswjtft3hTxIg1izGmgKxZjFBg6TVF7X6ojiXaAjKF0N6E2fggwbhTxCsRnEpmtUpX4IeDNNMxMLHURZSXMrK61ZexYHSzChNPrXZp5q5FMUZtD9uATGUDzdw4UYu0eBP1nnjTaLUFJKauQTqk0lgNAn6OT6J+SUayI6AYeVlzBvDWJkKQEwwEB5inEEC3cKqFlYlgYpxOsL/r68vCwNpoBJ8EhXiqCDjQKOYlMWXQjmIAh1jVZzRSBaSwCBYBWMSZFDCAnFEDNqDMac/bOtk3F7e6QNkSL44CLfW+Ne+X/HsjvqcjRXPF9VUiLA5BSsDyvra1m9uKFvz9pGfFlXtbHA3MFGM0zFOxzgD5Q2UN1AOIjxEePhPXyCXyc7Idr9q9xsWX4piUgQDEdYwswbtg4RPx/wqycg0m7AwCYqJ42y8iYmZ+DglJp1AJoBUx0uNXMLqi/d29ym0DRbtDq19dmDCE/6HprATZvU/OL174viWx+62zLrJ+dRtvb+4l39vfLRgYrJ0olr0uLrzMalwfKxwbKj4zuC+W4NHbwmdvlnBR2n0DdBxI3TfDD03au4bZdcNSef1mvNLmuvLWss1uut6peUGyX5T0nZzzHpjxHNDtP22aPdd0f4H4oMTo96pEd/MCDNHEZap4nItkKMHc43QCj2YqwdztUCOHFwsBxfLwUwlkKkEslRxqS4s1YXlWmipEVqWCi9PRZbqoSUSPz/Gzgz7pscHxkf7xoW7x4baR4c9X424b064b5LcN6QcN0DHdSnHf6RsXzLsXzJsXzbs16ccNyU8N0iuWxTL7cm6r0ZO3hbYe0uw+PbwzruEovvCJePlXVOMoifldyf5XxztXnAN9eiXeh+cIEyaxk6Y3HL3uPY5WeqWHSmrc6Cn18VG8UCyDsRIRu4KQJqRmvpDdjGFAw0dFg40itEsfs3m02kWEgCOmBnKGwQwSPB3r6+RDZTgVIzTUV5HBL2Z15s4zQQ0M1DNrIGyEGUhCnSUUxA+hvJRnA8TIEYAiWIVmlFoRsIZjWB1itFpINNcjAJhgotiIF7PRS2cr9vf0jNAtQ26HQAQfMwEEpQYJLk4CXQS6CQnW/iEhZOsQEG4kZepWPwKzUg4l0D4GCImUUEmOJ0EBslCjIMID03C5329X/qnL7yr+l+WSnAyMUSTQ6KBigMFBxoONJzVUaAPraU0XHJKmilHRLBXFAmGlwo3hJI0SNJcfBgiL+PIfzm/f1X/tbD/TgQw0royR6o0kDHOwFmdYjSaUSysnEYfglVwNo6zSZxN4oyMM/LQ12ycZiSKlShWIoBEgAQFYhSI0myUADECJAh22HqBggMJ5xLDHKkgnIZwOgp0HGgEkBB/EvMrOKNifhXzK6g/bvZHzP6QiZVQRsL8EuZXEFYzA83MGihI1XmjyEDM2h+xDYQpfxhlQmZ/0OwPWr1B22DAOiCS/jDOxTA+STKyZVAx9QXMg3HMr1CsQvvjlD+M+8OoP4x7ZdKXoAZC2IBI+mNWXqX5FOZXUE6hgUz5IhQbwvkwJsTIoETxkl1UESbc5A8QIGbnVCujkryCRzUSqLgvjvuiuC+KeSMEkEgRIpz2z+JImjVIoBJ8nODjBCcTrEYxOu3XMc5AgZbmSIJJkSzEgYaxyWZvyBbTG/xiYz/nCRuugI6zSTyklffFfre3ZutZW3lr6IAN/HBX45qt5S+XkXnkwG+Omla+tWfN2/v+ctpywhNqYA06DC+xRmOIJjmI/uv5EwtIps3bwuo0a6S9K8LpNb2RZqBgQRUVkigbwdkoxkTM/og1pNV7g/UDITuvOXgF6QPOrp5A70DHocPk7/5ozsi2PPR4x7iJPY882vHo+NbHH7TOuKc1a6zvexPjr8808uZrhU/Gdzwazn8gVHB/uPC+YNHdgT13ho/cET83WjONgZYHDHoUtI2CLTdC9w3QMyrVer3uuUFtvVFz36S6bpacNyect8TdX02236N0P6D3PaT7H9WYxw0wJcXPhOI8GFiYCmSmApmpQO6IdGG5IiyTuOwkyFKCy9JSg8vUQI42LCOUoweXp4JLjcASI7AEBpfA4BIYyoSB+VCck+JnaswT6uBEuXuc1D5W8oyJ229JOm5SWkYZrmuh6xroug66RkHnjUrbdYr7Bt1xm0HeZTTcLVWMiRwZI+4fHd87Llh0f7hgvLpzGiyYDd+dEf3pBPD82NapY+3j72qb8ODApKn2R6bWzszAf/sGOF8X6OfbB4XWsNYiak3dfL03jIVTJk6lPt3LtLQxU4xO+1MkMAgwZGkIPxS9/I/yICN5mSEDRnndzGsISA35KFanGJ1g0xApoZyEcgmcSxBAIliFYjSa0WhGwRmVYDWK0dLulAAxnEtgIG4CMTvX28OivYP1bT6HnQMEnzSxEiVECT459D/wSTK9HQMV4RSUUyhWSXMkxaY5MjHMkWoaPTFORwTVJMqf82Ve5ch/c2GcPmzHMsnJQ/s6qxNsehvWUJD2dBrCaWZeQ1j1UmHDSi+zv6HhJxqhyUsyoEPPSHBp2oAE+Jfz+1f13yj9qf0NGZdr6CHqcNgw9BeGHZOBszrBahSr0MMxOg6UtLsc8eMj8Uk6WY4CLW2ZwxGOdFmEM/JraStFgGwGqhloCGtgrIqxMs4bFA9pAVoESPMpkldIIYGLcRqoFk6xcAopSJgo4YJi4TQ7SFGMlnbraeFAQ4BsBrJNMChuyNpJLkVyKZxNof5U2rBJDlpAygoMGqgYqzYxGjoYtXKSnUtafGHSG7Zykk0wCFbDBQ0HEsbEECaMcFFcTJBcnGLidl6zcBItJB1BxcomiZ4g0S/auKgtaKQTulYuQYMkycm4oJmBinJDHEkDNf1+/mM4khg64ojTXJwGsoXVLYxhYXWMM/D0p8BoOJtCWYhwOsJpJJM0+cJ0WLEE1bqeIMLDiyG4Een5fmn97z9uNnvDQQi9EO5o7svZcm7OlvLMN448tf74z3dVlyAd5iC0JKEZaM2+tMGM2KSRDkr/FeNSfugQZuQfTodbDXwCi6hEWDWBmNkfwbkEwSdRNkbxEiHKJBO390cHfbFA96Cv8oxj/dv1mUsuTppCjnukb9K0wemT7ZPHotNutSy8jXllaugPs9SNC2Fhhl40J7FjUqjgwVDhPVzp7aFDo6Xye436+yF+X8p6j+q8S2m5HTpvhC2joPNaveUa1fkVueVa2TVKbr1Rco6W3Peo7Q/ovRNSvicgNwMG5sDQXCgsTivFLYbc4hRYZLAZBpuhi5m6mKkFl+ihLC2UpYez9XC2FsmWw8vTUkPL1fDSEaWiK1LhXD24XBezdH5JilsM+UzIZ6aEnJS4LBXIhIGFUJgHufmQnQeZBWr/40rPw1LH3ZLnFtk1SnFdp7uu1103JFu+JDm/rDmuh45boX0MpMcZ5vFKwwTl6P3BPXeD/LtD+Q+qhZNh4Sy4ZZa+fpb4s5mOpfeYH7nZOeH+zklTrI/Papy7FHnme537j8Rbu/w+kexiLXwCDWnV/ngdO3zOxmgjCx9nUyhIjTixoSQibyC88fnzcyPCLvuWVzFeRXkVZ1MUo9n8Mac/bGeCNBvFuQTCS5ckbtJcOyScTaZ/mA7X0yE0ApIkG3Wzrj5wtpc52cbgNsDhQDEzCskl0xlQjFcxIY4JMZRL4EBLcyQBJJqR0rH6kBcVkhgvjxxCEpyMCnEkEPucL/MqR/6bC7sEJdMmQrN6miPTKJneqs28Zua1ZuFyjhzRcPrncl0BI9RhTzoCkVc58v+kyE8TjZdpCBAJTk9/4mkXiQ0fdo+kjojhyJ7g9CGbGTaSS+ooLn/eoePpv1I6d57OQeJAQjkFBToCIOaXsKHDcQllFNSvooyEMgmzL4H6koRfIvwJwh/DmAgKghgXsvskmz9hATFCiGBChBTiDlZy+xWnV6L8ssmvNPiUZp+K+nUCGLiYavZr9Yx6kVEa/TrGQJKFGIBmDqK8bgZaM6M0+2SUURBWbQTqRWCgAsQDkAxCQoAkb1A8RDnYBGCDCC9ysCkAG0VoCkEiBlEBIiB10WuYeIgGoUkwEE638rqdiVv6uTRq23jZIcoWEMeYGMbKKK+jvIENlw3QQP6HcSTGpyPSuAUkraxsYfW0P8GBhrEyxsqoX0VYAwEQ4aFJ1C2cYvbFGr0RlJMIIVXRnXjrvCtnc9mTv//kg/q+Dgi9KWkAwt24L3tT5cyC6heKm96v6anoVSwxaI2lGgaDdT1BEhj0UGJ7mCaHjOpfzp+gQhLjkxgvY7yK8wbJG+mogwxoJK/gjIz6kjhQKEEnOBVlJLM/hA8G2gYCfCcbaLT0bC3Cn/nGhcce6330ib6JE/ofGdc58Z6WqXe5su4ZfOmxxBtzYcESuDND3zkzXvC4sP1+UDha2HdX+PCdWu19sGksJO+Fjruh+3a99Wal9XrZfZ3m/IrWco3iuk52jZJcNyU9tyfbRytdY43eyXBwGmRmQ2E+DGRAcZEuLFL5DJnNUkC2Bpbq3DJdWG6IOUNH2OEVSnilGlmlRFfJ8dVyco0iPaVITyXDzyQjTyeiTyeiTyWiqxPR1YnYykRsZTS4LBZaLoVzlcgKPZyjBZZpwhKVz4SBp1PiKkPM0cUsQ8iEQjYUcqGwGorLIbdI907T+sYrPfdInV9Ltt0Sc9+oeEapnlGq+1rDPSrlugk6b4eOe6DtPv3i3XLlPZEjY8RdY/jt9wTy7k/kT1J3PhnbPDf+lwXe705umTXW89hDA1Omt0+aRU2YXrnyKcvb74lmOsRG3b5I00DYzOloEKJAx9nPxI0o0BBOwXg5fY6X9myIoJsEo1n8u+0N4wyM03GgXeYnaX/K5o+5mME2xtXKOh2gi2RDCKtRQwSZ/n+G4mqKVTAQT4fcJDAIAHE2lc73OxmhjTX3cnv6+P1tnNkCBJzVEVYjwVC4hQoyEoihYgThJYTVUE7C0yc8bIJipfTBDgr0dJESMRT2qwSfxIQYKkY+58u8ypH/5vprjiTBZzjyMpS80t+5EkemWWFYlxx3XsoHI/DB/sv5/av6r3VpjezlGvKzMsbLGJ8c0uUH38aldbEo0LDhoDxtIek6y2HpwzJGSiw+I6ChQMeBgnOJ9MkODoY4kmTiJBsl2SjJxMnhI3IMRK0B1S6qDlG1C5KVS1AgioKgmRPtvoTNH6NAFBMiqBgh+LgNSG6/0uYLtDARmosTfJLkZCuv2gTFIkrWKMQjEAlBTIQWEVpFSAkpTDDMIb0xoNeLer2oNwWNxpBRF0jVBOAZAI/0woNtyrEO9XSXfKo98Ulr4qNWpaRN22YNF1j4LebezU2deU19755vW1fb/efq/jeru98+376hvnevK3KBg3QYOnilyS+ZvHFkIIQOBAhfmGTiGCun31jiEo4crr76X+dIlFcxXia5odNbmk3HEioOlCGOZBQzo5s5aBIgEkxZQxoVgpYYRAT9pMO76Qz2i9013yusXvhG2QvFDVWC4UzBk60DL5dUr9p2/gcV7lM+7WIAIgFoZiXEH0f9UZyNW3nVwsoWVv4UJS8PX/9VNGLJafvH+VSaIy0gRXpVymdYeEgEYDMj1w9EmvpD7WJiYIBjCVvfro+J7/20YfJ8+v5Hex5+PPT4RPbRe7sevdkzc5T3G2OlP82B25bDwmX69qnJ/ImhbWNAwVeZXbeIx7+WrL8nRY6F1jHQNho6bofOG/SWa9SWL+nuLxutX4m5rkl4bpA6v6r03KP0j9d9k1PsbMhnQGER5Ben+EUGWKRxmTqfbYjLUoFcGH8KxtakIqu10GopuDoWXBUOrg6GVvuZNT7/6j7fyq7BHE/fMndPtqs7y921pKM7t6M7t71neXvP8vaepW292W292W29S9q887t8C/vZTEbMFoPLI+GcWCQ3Hs5Nxb+ZSnzDiD9lRFdpwVyFX66wuZI/1wBPGdwKKGTDwAIYnAmFyZJ3XKhnTKLjzkT7VyXPTUrr9brrWr3lmpTzupT9esNxO7TfC/FxStWDwY9Hc8WjhR33BXc8Etr5hFGaYXyQFXhpevfCB9wT7mp/+AH/lGnY5Kn1czLsv35dqGriO/3tg0GKlZoEvZlPmblU+pR5uLIrgfIxjJdHUBLj1XRK0iT8Dzly+NtPew9or+bwgzbW0gUqOvlTHmCyMoOUT6PZGMVKw1uzhHOx9Bk3xiZxkEZAg2QhwaQIVsHZaAfb2c1U9IH8XmFPq4DSIIiwBgo+5UhElJFABBHCKCchrEYAiQASxSYoEKPYBMEqOKvjbCod8F+SI0ijZPxzvsyrHPn/idRLpJNAJ9iRw8F0TcbQVk1fARquVB/5WY400qcAKK9fmmS6pAnjX87vX9V/Iz75t8XJxAg78klUGNKw0xwythGaJIc9MjbcoEN8+hN5WJ/mMtNOMx06E8NfDx36ACldLkmBGAEkHGgoSJFckgCxtHNM1zzhQEL5mMkbNftiGJMggERwMiYq5oBiCko4b+C8gQmGKZBqFGGjCJs5iLIQ5w1MhOYgbAjAWg5WDCqnumPH2kMHO4P7WsVSh1Bk4QspUID58019Wxs73yqj/1xm/11Zy2unWl49av3Fx9jL+5t/uKvxux8Rz+3FvlmKPldY99ym019ff2TtxuNP5VXm5JsWvndqxabjK9/b99S7+9a+f2TxX44v21qXkVe3aMP57PfPrc6v+9Z+4jeV7aX2YD0DsRAkAtDsizX38aQ/4ghoFlFL4zgxzJHpEuR/GEeiwlCeZriGTMd4FWNljE1ibBJlJDOjmlkDFVJoyDDxcSQKG6Nwh6n9tT1n9jQ4UZAyMfCVg5Ylbx9/6SDy86N1z+cdemFb2Ya6ruNsqlaIm0M6yqsoI1Gc5ghDq5DEBoPDdYfyvzhHjmTfL4moh6t6GEiykOIhyusIE7UMBtp8Ab6121dZ6/jT27UZ2fX3TfCMneAbP3Fw4oSWCTf3zPla4Pn74Z+mwK3z4Y75csGsyLbp4S13hwvuCO+5JXz05nj1bSp+Z8p1F2y/U7HeqNtuSDluSDlGaY5rVee1csu1svs6qW+MOjhOB48b3HRdmK+LmXpwuRFeJYtLlECWElymhVeokVVqZI0SWatE1iYjq2PBVSKX4/dmdfQstncsINvmo555ZtesZtfMOsf0WvvU89Yp5yyTqyyTq+ipF8iptdTUWmpqNT25yjK5yjL5nPWJc9Yn6jyz6j2zGtwzmlqnY20z6M7Zzt65rf0LBn1ZfrBUCOZGomuSsbXJyNNS4CmJX5MKPW8EnkkFVqSCS2F4USo8Tw/O1gKzkgMT410PxjyjE67bZNcNhuta2PKVlONLSc/1evtXoedeaHtQb74/WX5f6OAYruie8O7xoe0T4lumwQ8XpP64gPvGI+7pd9onfK334XF9k6bhT8xpfvo73gPHY+19nV6xmQkOH3To6TKMNEfiXCzdTfipa/qf1veP2AAJdIozRs5haJ/qZAbaQF23sLtHLOjij3oYS4tXoEGYYhMEq6FAQ/gEIkRRPoZyEsZoQ/EzJ5PAoBiNZhM0ExjgTH3MoX5mWy9/yC04cTZqZg2MH1omKNBQQUbFGCpGcC6BM1q6a4e+nCOH6pRIFtIspNlhlOSu1kde1adSR7ptRnZ3lFOG9mYukd6q02lzmk2MiLpEBLiS/jZHjnTyEsMVckN50H/+u3FVf4ewS2AR+ww4/o32bZQfCR6GWhTT5zgor9MgSXJJjB/6ZYyXCT5JckliiBRHlC6X1EaQkfgMSirpnhuajVrYKM0Ou0KgYaKCCxIpSCQnE5yOcYaZV5oFqYFTG3nNJEAkAJuDsDEEa8OwOgLPcPCkN/VJh1Jqi24yc2/W9v/urOe3ZS0/Om59+aj15U/olw5Rzx/A1+wx5e5syN1ev7ywell+9dKttZl59RnbGxbmX8zcWpO9sfK5zVXPbL6wYktT9gdNWe9fzF5XtXxd5Yr3KjI+OLN4S2325gurNp1/If/cyyXV3y0oz9lwbMkWJHdLzW/LyI3n8Q/Por8/bM7ZVLkovzlrZ8OKgoa1eU3LNjfM3lAzb3Ptdw9a3631nRtU0RCkQhBjYjQbS3MkxspDb/JwOfI/mCOHksccRAWICilU1NIQiYE4ykgmv2wGGipqZMSoDyjng/A35ZaMt0rePou1qNAPoQ/CbY39X99Uk7X+/PIPTvy5nKzoS9JhSIb02oGAiYmTvEJyMsokUH+UZhN2Lmllk2mUvPRo+19w/sPINkxw6iU5LdXEqjirE14ZH4g6fdF+XwC0dvmbCPf6TRfXPHvu4Sn0Q5O8EycPPji2ffyt7jm39317XPA3k+GWebB4TmL7Y9zmBwKFD0mHpgT33J44cYd+8S5I3QVdd8LW25SWUQn7l/WWG/WWGzX7zartFsl+q9R6p9xzr+J9wAAzoTAPBjNgKEsNZsuBpclATjKUGwstj0dzE/FVkfhTfGR1v7C8zZfp6Muwtc63uOYS9llmy8x6alY1NbOCmnWWnnXOMb3CMb3cMeO0Y8YZ55NnXXPOu+dVt86vcMyqcMw665h11jHrjHPWaefsspbZZS2zT7csKHPMO2mZeZKaVkZMOUNMrqSnnLNMbnBMbnZNI9rntvQu7vYu97KreH5NQFgdDz0lhdYowVwlkKWIi3VxcSq0GEaWpAKLDDBXG5yqdD0it90ru26XnaMkx3Wx1q8kPDdInlsU99d02+gUNlapHhs5fndw1z3B4nsTJePhnhmweL62bpb/+xMdmXe4H7ql+/47uCemuKbPrs7IdK/fFHN4+ryMjQnTbJQAiUta9DQcaCg/bOpC+kPUadaw+v8H52kqwakkr1GcQQ3X9iCsSvtkJzPgYS9084V94vpeobCbO9fJOCxskGITOKsjnGYWEmYxahZiCKcgDESBhnMxgo/TQKbZhI0J2xjgF4/3+4v6vPk94LRL6MGBYgIaJiZokCSBigIN4SVMiBFChAZJmlHsXs3uUyxMgmaH4/A0Rw512BhpA6ZZg/5sx+R/rasc+W+ukbLZS44gVYxXUU5COQkfag1LUGwiXXhL++MjophL9FmsvIQvjctC8E85cvjscgQir3Lk/zmNJBovEyKoaX3mMJofShGNdFyN5CAtIE5ySWIYQIc5Mj4ctKTn+6SNUKEZJe3NCXYEJYfqwdNd2xY2bGOiNiY6dAwEJHNAQwMKJioYp6McNHOpJkFvELUqHlb69VO90oGWQD7ifae27TfltpdPUs8eqHtuT/1zRc3P5JtWbm1esqlhwYe1cz6omr21OmNjZfZ75YvfOzP3w8pZ+RcXFpiyC8iF+ecWba5a/MGFBVuaZhWa5xShi7c3Ld/S8MyW46u3VmRvrV20rX5pQeOzu5GXj1pfK299urQ5t6Bh+Za6lw/SR9wJKgmPdSZ+dQTJ3tT8gwPUWa/aC2GfAcvaQt/Z3TQ/r27t7oZvlZi/VWBesal5wRbzggI8M9+07IOLm2paynviVBgSQEK9QdwfRv1xlJEufZP/kRyZTicjgmoSDJMAzSI0iylzYIgjcTaO+OOIX0ZYFRd1MqKVWDte2Fsx+U8lmZuP59n67SnYB1NeXX77OLLq3dM/PtyT75BrA9AShnY+YWdEioeIV0K8CYqXLEGVAAncG6EGYp/lyH/dOWJWP7QwBp2u+uCTQ43tfBzjVYeQcnqlli5xoI+PtvUOHDnV+MvfV8yYTUyeO/DEAvDYTO+DDw0+fAez9F7+Z49KWxeoRYukXXMjxVPEogmB0ocCe8Yyu29P1Y2D6H3QdpfmvElyXiO3XJtyXwfd12vuGw3XLbDlDui6N9U2Tu9/VBWma9GZun9RisuGgeVGKEcNLZdCy+RojhTPDYaX84Flg1xWm2+RpW9eU8fsGveMCtfUC9ScWmJuDT6nBp9XTc4/b1l0zpF53pV11rrstHXpCUv2UUvWUXrpCcuyU5bc05YVp225ZfbcMtvKk/aVJ+yrjznWHHWsOeJcc8K57GTL0lMtWWdalpS3LCp3Lqhwzqt0zDnnmlZpn3KWmlpJTKulppusM+mWOQ7PvM7umYx/YSK6HEqrYDwnFczSuEU6myGDhYaQCQPZEGTA/qlK5zjJc7fs+ZraeZPSeUui46ao6/qE8ybdfickHoCmh42TExIHx4ZK7+J33BnY8aBSOEP7ICP82tzenId6J90xeN8dAxMetk56onrBYvKt90IWh8fHtvgFCxvGgYRwOgIgykKcgWmfhogyIsqoIJNAtfoNh+9/wpEkr1FcWgbB6QirmhnVwkgOxtvK1nfxJX3ie4Pipn7+4wFQN8yRKYTTmwWpWYw2iwkzryF+iAId56IkH6G5uIWN2hnRwfiY4J4B/7begR1dbK2TZ1Cgm4CGBeIWECM5GQcayimYECf5mAXErYzaMqg7vYrNn7BczpHpplh9CCLZoQa+z/kyr3Lkv7lon2rxK5RfJvwSykgIkM1cspmNm5goziXsAdnCRr+ejWUAACAASURBVK3eYEcgaR3gPVzY5RNdPtHFiC5GdDKCxQfIfgbr8yHtfViP1+rj7SBkByE7n3Dwkg0kbIJmF1M4o2KsSgUgEYAmVhrBi5GOb5yR/y67vKrPKeySnvpLdcW+qCvUJ1CcQQKdYLXhETkqzmg4o5mBhgL90g0bBZoZyLgIUd5AWA1hNTOjon4VZ3WKhyijkOmfczodhJSQQn1JilVwfxhlEpYwpAMKyQStIESBKCXK9oBsFVMIa5ACRH2KlZMIb5DwirgvTnA6xquIL2QHgRY+SA4IFJvAhQFPXLexmoOXXBGFCOumGKwU5IscrOhVzvYaHzmjWwh2ndn/6tmOV465f7iPfH5v09P78RUl9il/Ope5oWrltvPz3zk8/q39y3aZckuoOe9VZW6qWZ5fN3dD5cK8xkXFLU9uqF277tTvDjT/YGdd9vranFJq9fYLPy6oyTvXteFM6+tnurI21S7ccO4Hu02HqADRL59sF35b3jXrjbJvFNSf7tHaIew04MUgfHrL0ax3P95u6uozoFdX+iHcTXZlvHH+10dIuwoZCAUILQL8UWnN0k1lO82t7Qas7eT+UuZcsO58xg46q9C6Is/2dN65D+t76lmDCqYwJoF4EwQwcFYfKWO6lCO/QK66rNx5SLyKiUqTP9HEJvEIJKLQzCuoL2nxK82DESoAmwbCVjHSCMSGGKzi4bYa2x93fbSu7MKrp7AZb+7/+n5iVw880aNur6Jfyju3rbbrglehgjotJmx8wsomyf7of9W3N3ycQvxV3e0/XldaXy0BSHjj+GDMyiZpfxT3hhB/sH6QR0IJhOUcg4NsXw/f0Oj88zv1C5aYxz/R8/DM3olTux4b3zZ1TEfmGPCfE+R1M2DhnHDB+NjOibGSx4IlE0DpWP7ju+K1d6fIMVrHPar7NtV5reH4D+j6suG6Vmm5IWG/MWobHXffL/c+rjEzdWF+KrAQBjNgaFFKyEn3yiiRZclYdjCSDYTsASa7rXeOzTPTbJ92gZ5y3jqlsmXaGdeMspZZ1bbZVda5VZaF5y2Lq+1Lq50rq1ufrW79ToXnxVOu7x+2v3TI/vODjtc+cvxhn/3Pe6x/3Gt7fa/t9d1p2f+w1/67fbbXPrK9+hH164+tPzvi+M+jzueO2lcct2WfdmaVu7Kq7JlV9kXn7QvO2xdU2RZU2+bU2mZcsE2tc8w0u2bbO+Z1Dy7hxNxYdIUSW2pEF8vCIkVcpIuLU5HsVCRbDyyQvJPiXQ/E2+9Ltt6puG6GLdfDluug8wbdcZNkvxVa7tUv3h07OjpYfI+w477gzgnRkqnJ0lmpjfP61t7leHRU1+P390+e4nh0qiljkeml74bxZt7bYxkYRPtEOw9JDpr9KcILSb+BMyrByYiYNAWSiKBijEb54F9XZw1nTC6zkCG7tXABmosQfBLj1eHhQTrGq7hXofxhJxhsB3SvcHggsG6Qe907uMHDO12MaPVDAkCE00ycauLjJp4z8XEEyASnk3yM5EMWBtoGVSfbyQ4UMtzvvf6POwc6rAyPcgrCKWY+QnBRitEIJoVyUrOYMPMKCVQ7E3f26U5fv8PLW31RnI2jIIUDhWC1dKkSeelQF6DS4Ir7yGXbzVWO/DeXlVEtrEoyMu6Lm30xlEmgnIQKSUyIU0Kc9Ic9ouRmwm3+4GBIEhKpsArDKgzpMKTDoAEFA3IqBArkdOjhAmR3P9rZg3T0mjr68F6GGhRpNmHlJJugkUA1eZONgwkTK6WPvRDu04Es6aazqxz5hevv5cgrCWWUEaUfTvIGJaRMrIqwGgp0Ahgkb5D8EF6QvIGxKuZXSKBbBEjzOsnIyECM4hWLqJGcjPqSGCunCcDCSbagYvbFmphYozeE+IOWQJzgYyYmavaG6RA81xc63x9GRNkS1pt8UUccmkT9ItAaBEjFoCUMMU43B+BFEdZGYY0fljujJyhvaXPb+9XuN6s7fl/p/ukh0w+Kqte8d2TlB6eeKW3K3Fwx581Pns6remFH7fLNZ2duOLcw37okn3rpiOM3p+2/OkF++yAyb92pma+f+sFH1gI6crgntQUVvl1iztyOr92DHm8NuxRoisCNJnbxlupvFNafaY97NOjW5IaY9sppe+722tcryXYIWRV2QrjPE1m95cz3i2vrWYOFsFdTHBC+cvD86g8Pb25wdxnQB2GHBvPqHNnvN30z/+JBJ8BFvdGrFNT1fmNTxQt7cIKTAYSMCmt7ta8XmpcWW1aUOLLfb1616fwvPyY/dgpEEBKcavYlaHG4mOmzHEl8oRx5hdJD1cTEqaBOR1JmXqnzhZt8UQunuAIppyiZfQkUaE4JYkn4SW/8Fx83vLa/toXnPVKqIQh/8ol50XvHl284/mL+6Vd3lx9zBuoHdWsAWjgl3T+EA8nMKJ8ZKTX8pJfq8mkA/6R1d6V11MBEEZC0B6EjYCD+eDMbJkJJPJzEegc7+wajHd3eY6cavvfjhrmL3VNmd4ybOPDQ5K7xD3mm39O3+v7wb6fq2+ZLRU8KBeMTRRMiO8cGiu+IHrpLPX8fRMZB+n7NepfScoPeepPRNkp1X5tsuSbuullpv1vve0jue0IZnG5wC1LBJUY42whna8ElupgJY8v0SG4ytDIorBhgstzdc7GW6RfpyTXWSdXWyedsU87ap51xzjrlWnCyZelx56pjjmePO791zPH9I44fH7C+XIS/srnxp+trXtlc/db6ijffLnv7j8fffe3w+785+P4v9r33yu51P/9o/c8/Wv/zg+///MDGnx/Y+MuDG359YP2vD6z/7Yk//OnsH9df+GOe6fc7sd+UEL/cS72y3/KzY9YfnXB+/6Tr+bLWtWfcK063LD5lnXXKMqXKNq/WOqfBOsdkmU0457X2ZPj4xeHYEim6RomukkOrkoFVkrBaEdZAPhcKOXLPpGT7uLjzjqTtRs1xfco1KtV6E/TcbDhuT1GjU433SWfuDx0cK5beF9z5cGznJLlglrF+XvCHUxwLxuAP3d4yflzLlBnIzDnNL/0ofL46MuhvGxAIJmIKGM0ibPbqtNeg/TrBKhifRMSkmVdQoOP+v1Hl/99zJB8iufhwkeXQxAPCp1JM1MYKLrarg7vQzxd4ubcZ39sdfL2HbWthIhZWxoGCcLqZS5qFgJmL4kAiWJ3kkiQXp/zQ5tMcoJMb3Mlyb/m8J7sG+uyMmG6+RlgVA/F0Ky3CJ5pEqZnXcaBZ2LB7gHMzDqev18rwOAghrIpyEg60T4dMf7Yv4ipHXpVOcDrhjVOsZOVVKy+nexEIPk6JyaYBhmR4JwgCBYYUGJehDmEymQpFNU5M9PsCXf1Me5+/2ysM8BF/MBHQUhEI4xAKmubxA8TTbm7twDp6kG5A9Is2kLCwMuqP06JBBoyL/eHPcqR8lSP/l/RFcaTJr5j8sskvmxkFYVWUU3BBI0QdYzSM0XCgpYsT0h4EYVV0MEr4ExQrkUyS9MdoNmEXlJagjvvDNBt1gDjpDSMDEZxNWkTFwqdn9Eh4QEXEJBqQiLCKBhRM0OgB0ROHRFgnYrotpjijCuaN2AKwOgTPB+BHbdF9FmZng+cvZfgb5zp+U9n/9FHr8yWNrxSd+3nRkefzDi5af3jGO8cWbCr/adGpDaeb3jt28ae7Kpa/f3jhW3t/faD6ONWBe0MnPdz3djXMe+PU9/aYTvcFW+UUgPCIA7yYV/ad/MqTnfEODQII2+Iwr9ySvaH81TLSB2EASoNQOzcQz910/OV95rrOuABhGCqupPzbU1Tuh+VvnTX3QFWAsAMaux1g9abT39p27mRbtNOAPTIsconP7Wmc/0H18x9RG02+Dxs6NzYMPFfUvKa0Zcn6mufy63+8j/rxIecL+1tWbGlak2c+5+ZauEgYQpSHzxbhc/LMmTutOdvI5ZsurP7w3LvnWxsEiIupJl+cFg2UUf6qfuAfxJGIP04JKhnQEBA3MVGcjVNMnPRG0R7WEYHWGKzsDm83dfzwYNPKDccLUcYXjQYh7DDgn46blr974HtFVTuQPrMIqRC0Bg0rr1qYBOlLYKzcDJQLQEpPhcQ4+DenQFxaOTPcz/fP0RXjsUjqYl+osTOE+RWUVxExiYMI0c9HuWDc4Xb8ZcP5eUvwR6e1j3+s78EHQpMneiaO8Wc9kvjJdPXdmdL2GdHSSeG9Dwf33hcqHh396Hap7Gat7mZI3gZb7oBtd8GO0ZrrP/S2a/T2UcnWG8Pu2yLtYzXvE1CcqwmLdTFLDy43wiuN6Co9tkaNrVaiq4LCMsa3rL09m3YuarLOrbU8ec4ytcLyRLljypmW6WXOmcdb5h1pyTrifuZI64+OeX63ky7Iwwo3NBS9WVX8annpj4/t+vaBvU/v2ptTvG9p0YHsnYeW7jyeU3xmVUnlmpKq1cXnV5aczi05nVtSvqLk/IqSqtUl1atLatcU167deX71jvKV+cdW5R14Kn/Pt0v2/+TQx786fvSd8qJ1VVs3N7xTSPx6v+OlTzzPnmzPLevMPG7JKLcuqrEuqaUWVRHzai2zTe4nqe4n+9ksRlwWjq6Uks/IiWfUyFpNzIX8UshlQf8CrfcJueMB1fM1tfXGVOv1Kc+1imdUqu2rsPVeSD+YqL03ePTuQOmYcMH9gW0PyzumJz+YM/DTx5zZo91PjO6aMK57/GOmx6c6XnjJ/8kJvq3HPgjqQQgNQ5yHaY6kGI0EKsarCKcgnG4GV5xn8tcr5dJ8JMnFR3oK032KGKPhbJJiE3YQ8rBtPeC0F2wF7Nt94r4ucMHDdDnYUPr6BoRTECGMCADngwSQSC5JCBGC1Wg2ZuU9nK+QARsGfec7BnucDEtw0XRfNsKm/baECNEmUWnmIA4UCxA6fXQ7qHYzFgfbR3IAAUmUS1z5Hrsrz2m5ypH/X6mpP4CzcbuoOoIKzcVwb5DwByg21MLyPkmLQxhRIRCi/X1+ErNWVV7Yv+eT3SUHinbs2Z5fsi2vKC+vaNu24vz8kj0Hjpw5d4FqaR3gxJgBZQhBTLK2d1+weC7Y2rBu1ilKFpA0e6MYK1PBFPLZq3FG5mD909+QfzN9URyZ5sXhh8sjwn1J3JckGXnkJkyCVdJXDlp52SZKBIghvhDGRAgQI/kYAWIWNtwmxD2iRLMJlJHMbMLkC9f3RjBeJYMpJATNcdgQhBf8cjMjE73ixa7w2R65rCO6o5raVYXtqkS2HKn93p6KF/fW5L534GelFTtqrB9WUD/a3/D47/dP+sv5l/aQR0lfc694qjv62vn+zM3Nq4qJi/5Euwz7DFjeE32uuOrp/Ioz3SEWQiBLDIQf1A9krTv76imHPQUZCH2SQfHwp8UVz2w6eqIn3AshD2GXBN8/hU767b6fHMXdMhyEWpcBj7dHM94/kftB5R6MoTlIe+En1sBzu5rmbCh/dueFDZWtx63+LQ3Olw5YFr53YfG6mhd3mn/1Uc3rh0zPFzbmbG1auBmd94EpZ2vj0vVnv17QvHRj/aLt2NLtRM42cs5GdMK7zTPy7VlFrRnrm3/xEbaX7K8dTH5YN7C8AH1yO/ZkHrJyT2tOnjnj3bMvfYSd6FGRAGz2JzBebRiIDyOjSl427f+LMq0rcCQNVIxJoGyMFBK0kCSZOOGLEt44xkRsCXjU2r/x5MUfbD0457Wdme8e24gGBQh9OmzsDb9ztP7N4+ZjnrBZhNaggbFh1BtEB8Mkk6R4BeNVEys1gfjf4sj0tSKX4qP6V31d/2hdaR1RAUj7deuggXu1Jm+SZmN9gxHgYQLnm2p/+Iuq6fPdE6d1j33AO+G+gen3UQ9f63thQuy16XDLQrhrgVwyOVQ0NlR6R3TfbdGjt2pVX4X4bdB5k+b8iuT8stx6farrFsX9H7LnWqn9Vql7jDLwqOqfngILIL9Y5rO0QI4RXgVjT2vxtdHIaiDk9PuX2DwzcOeTDfTsWmLuOWrhWUvmWeuyM9bcCldOuXttWesLx1yv7LX+fmvzm2+eW/e7k+9/78Cu53fverpw74qCQ8t3nFpaWLVkR/PiAjRzj23xLtviUmtmsSWr2Lq82JpTTOcU08uKmpbubF6607y0EFu6g8ousCzbblu23bZ0pyet7EJ3VqE1ayeRXYwuLTGvzit7esfhb+/e9ZNP8v9Uvn5Twx9LqF8ccP74oPM7J1qeq3R/vcqxspLOPEPMKSenVdJP1FqnoJ7p7b4MLpITl9dIiRVSYFGSnZUKrIBiLuQzDWaW3j9B6bhTdo1KOv5DafuK1na90X6r4blLt98rN9wXP35vZPeYUP7owNaxsYLJ+o6M6J9mdq+41/3YV9sfvrtvyhTzY5Pr13yja+8nQvdAi18w9wmUX710Lh5+yWi8z20hwxwJhu4HTqfShy8ESabHDKVHwDrYQDtjHWBPskzhoLiplz/UCXA367eycRKoGJ9EhCgiBnEuOjzkUsJZnQASLfT6Bg97mYM9gxaPl7OzQpojzSw0swbGqjgXQ4Ros6A1cxDnEhZ+sJc93cMfagMNTtBOcT6cS6Tnk6c7wz5Lk/pVjryqIZl8QQxECS5K+APYAKC8fAsX6gwmkikY01IMF0RQ6vTJikMfHdlbsv/Qvk/qKxsaq01oPUE224gma2Otuar8wpnjlaU7D23ftmvrlsKCgl0nT1Y63V3hmKoYsIePmpzt5Waq3t1tYaOEL4z4YvYwRP8WRxJXOfKL1hfFkcNjb4c0dEshI9uAYgWKjVNtnGpJ3+nHKiQjm9nESM8NGVKtCUiE1UY2goUhzkbtjNgWTLojEA9AcxCSUXihJ9I8mCh3MSVI15bmnr+cc71zwpx3unn9sQs/KT63YkPFig3nvvXBmYIqR5mt7wjh/s99dcvWf/L1D44fsfu7k7BbhTVA//6Bpme2132E+dkEjEGtTYZbmgZXb6r50SErGYa9OmQgbBThd3c3LFp3bK/NPwghpxluGb5zvjvzvaoX9iKVQPakoCcB99rVrxeap719+tULAx+1J461RXY5kt/aRc/dQS8utfz4oG19TftblR2rt+OPbWhasJ1etKHspf3WHxbbn9qOTvmw+vFtdbMLkMwt6FPrzy5+55M579TO/5DKyrcu3dywbOOxpzdX5W6oWrnVnLUVm7OhIePDCxkbylfmXcjeeH7G+pPz3j+/cLN5YZF7cqHniZ2exft6MvJsc9+tfrak4cV99RlvH87Jr/vmx5bF22tmv1e+LJ9YtPHi2oKG7QTXKEKUV1FOqR9MpO+zufSeqi/YtK7AkRZWpXgF45MoG8G8EZJJWgRoD8F6ERaa297+pHJvdcMhk/WtM1TulooVBRd2N7mKL9pKLjgOmrsv9kmOGCTZKNLvs4EE4Y+Z2US6lcHMxkg26hSlv54j9lc5yJFx90ONtP8UXWkdmRndAqDFp5v6IqQv5AMxkfC07zxevnAtsXCN65FpAw88HJoyvvXRm4nZN3C/mJHYPEkvmAZLZqk7p4XyHxJ23Bk7eLtRfick7kjRtxr2G3XXDapnlNx6fdz9lajrSzHPrYmOO5X+8ZCZAcWFMJAF+UyDWazxy7RAjh5aKYVXCeKKjoEMrHX6BctjVfT0c/STldY5FY6MCnd2uXvNSee3jtlf/Ij8XXHz6xurNv7p5M6fHTn44oGTz5SW5+44+9TumjWldSuLTStL8BWl9Ipdzpzi1mU7O5YUtmbtcGcVOJbm00u34Tl5zbl5DSvy658pqnumqO6Zwvq1BQ1P5Tev3mpatcW8cjOyIh9fsZ3K2WFZXuTILrEtLrXML8XmlDRn725aWlq/rLhuVXHNN0orXtx7+OVDpb88kreu/u2tpt/vpV454XyxvPXrZ93LzjjmnrZMPY5NPkNOqrNNxtumtfXPZ7jseGgljK9JcMuTfI7EL9WExQaYrQ08JnWMiTlvUVzXJB1fSTiuld03p9pGQ8cDRuM49cwDsT13hHfdEyl+SCuaDrfNi/9uRs/q+6hJN7aPv6dn6hONE5+4sPob4PjZYFuf1dVH9gVQTkI4xcxrCDc0qBzlFDP/+fevEY5MjlwTMHQpA6eTQEWBjvIGIqgor9Ig6fKz3T7roL9mUNzSx+/vBk0edsDOxmiQxIQYIoQRIZzORxKsgvNhnItSIEwLvf3emh6mts3X5WQ4mmNxXjQLQhMvm9NeHSQIPo5wGgpSNAi2CO2DYH+fUNIF6lqYTgown+VIfWTIwDDyXuXIq+J0gtOxQBzlo4hfRPtZOyMORJWQDuMQBsQIgVsO7j+8a+eeEx+frDlb67F1hEEsFYZpwQhMRWAqAo0I1MOpCCf3evxYA330YNkH6/LeX7f11PFzba2DERWKkkF39p1uJqptHgsbtQpJ02AIAXKaI4dW1HAe65/+hvyb6QvLR/qHrnAdGdI0FI8OJjBvAvclMb+C+RXUJ6M+GfFKjbyBhqE5DOu4VC3QG4OwKQwbgvC0D5Z5wHHMdqSZ2FVvfeNY068OXHznrOXNvWV5Jy58cKTmZ0XlazecfD6vcmuVvaETuBT1rE/6wQFixYdVG6o7XUnYD2E/NArt8Zz3T/6wtI4KQzYFAYQWCf70CJq9sawI83UpUIDQlYLrG/qzN55fVVh3zBO0JyEVNnbRvm/vMs9989hLe+t2YR2VjsH1Z4jvFtWvLUCXbzj7o73VfzzW+OfDyOoPLmasq5n2xtmcrY3fzL/49Pvlaz+sWfjO+UV5DfO2Xpz12sff2lb9/NYLC98ozymx5GxrWvTuydUfnst9tyxnY0XWlprFBfXLC5uX5V34TuHF7++58OJu8vlS4tt70Bf3N710oOLHe+t/9pH518esvzrp+OVpxx9qWt9u7NiE9m2o96yvd/32FPWtkvqVxcj8QvTJAnxRqTNju2VFaWvGtobFeedyt5RvNQ9UcfqhNu7lj+qy8/EleeasTbVv1PTUiZAIQZTXTcBAOZiu2b/87qgvSlfKRzKKRdRQIdnkC5NAdYYhAmCZJ/pmTeuLReX7CU9vLBmA0KHAH+xvXPj+0R8UnFhfjp+y+3FGs3Ipu6gS/oArFCW9cYxJYLyKBXQTnzT5wqQ33AISn7kV6a9vSOIvTZnIn3++3ReuK3KkCC90BRs7QAcbFhieaTQRf3j7+Oxs+8T5LeMms48/4Zt4r3Xcl/vWjEmtz9S2L9GKH1aLHpJ3PhwtvD9YfG/w49HKxXug7UHovi3lukl33SA7RyVbbk66vxpvuy3ReUuy/zHVNy3FzYNipiFkaXy2LizXAjlqcFWEX+YdzGjpmIW4nrzgmF5pm1FunVnhnnfGtfCUK/uY+6mDru+WWl7Zhvz5g/p1r54tePlI8XOlB1ZuP52dfzG7kMgudWbtducW4jkFRM42MmczvuJDdM2HyDMf4M9+SH13K/39bZYfFVh+WkT+spR8dR/+x0Pk64epdcct7x6j3z1CvfMJ+c5B8s0D1Ov7qdf3068VE78sQH+YZ/rOlqavb25cs6UhZ2v90q21y0qRpSVY9k5LdmFL9g778h1Yzs6aFcVlz+7e//0DO189tXFD3etF9K8Ouf7zaOvXT7hyTzjnnHbMqLA9cY5+5KLlMbp11qBveSz8rBR9JhlcnQys0EMrYGQZDGYYvmlSz0TVfUvScVPMel3cMUr13Ao990D7AxAfnzw/Rjh6J1P0tcDWMUbBVFiwMPHHmYPPPeiYeHPHI6PbJ05ofmxK01Pf9O79JNTe2y+ELCCGcwkzr5iAhjHG0P3Xn/u+6U/njX9mvADEOJge940CDeF0RNARMYnxsoVJuPxcO9PRyx3t5io7AO1mGDsTp7k4yofNfAjjVYKL0myC9kdpwFgAZ2OFFs7bNehoY1wtfsEKQjQfILioWRCahDjCxwhWoRklfWkNzUgtwN/G2/zs3kFuV5ff7PIOUmwAY+V0feTIpKqhMcC8PDzq8ipHXhWnI4EYIoQxVrTxQW9Sj6WgGJf6BtmyUxV7dh84e6rSbWmL84lUFMIYNEKpFKfL3mS4MyR6hECbGOmNKowCRQjj0IhAGIdGLNXf6q08WVOUt3fT+oJztY1ePpyA0NnvP9WEnyHsTd0syUYRkEyPFrrKkf+r+sL6bICWvn5jWBAFKRSkrAFIByEZgEQQYiJEeGgC0MSkzvYaZ3pSh13xApN3Q3XnuxVtvztq+cmuphWbzv58X826w2e3llX95cTFpzd+kvHnvd8tvkiJiY5kqkuGx5yB72yvfWFHbUV7KAyhCA27BH99HF+54fjWCy29OvSlYJ8ubyGj2e+dfjqv6mhrqDUK2xPwcLv01E7TvA/NPzjUsa5mYAc6+HZ197PF1ozN1KJ88pul6C9O2v9zX93S904u+eDiki3IwvWVyzac/NbWmgV//mjmG0dW5KMZ71Rk/eXIyg3H126q/MaHp7674/wLBZU/3F7xy8Jzv9pe/ovtZT/fWfbrvZWvHmn41Y5Tf9514i8Hzq77uGFrjXPjkfrSas/eOteeOusxvOOM1X/Gxtd0RWr7I9VdEUyIk1wK8csEJ7uTsDOV6pChXzU4I8VDCGBqEGoMNAIQiqoKIBxIQTObKME6f3m4adXWM0s2VS3bjuSWeObk47PyG54tqbvYHwtD6IWw1NSenY9mFWALNtb8tqK9VoB4ACKcbhYhwn+WIy+50PmL0RU4kvKrKCM1gbiJkwkBNvTru1H29ZO2lZvK1uadrvH/P/beMzqu8lz7P29OCimEnISEEFoglBBaAAMGbNwrNt2hJuGEhISEBJIQQkK3jYtsy5ItuXdZxZKrbHVZ0szsPXvPnj6j3qfsPn12b/f7YSTZEHxyOOt91/tf/xWt64PWaNZoaTT7eX77fu77urQMACUaLkb7c2XHqzVd+31RG6OGMxBK6M7xLM7I7eOJjniycyxlj2YxWnKxCs7IzlgejeawuDDlUPYP+mQywv9b/4cLXUc2XneMp4aiXH5wJFZVif78lUvPIgAAIABJREFUp2fvvMv5gx8OX3dT9Jabum/4RnjaxZlf3QprH5SL7shuuBF2Xpcp/RZV8uXkof8w278P3h9A8AolcIka+KLZfRH0XqSFvywGL853X6aMX29yt1qJuVZirpWYb/ALFH5BnluQ5hYm+AWj5Ozw6AP20J2nXLfUYLcecU8/Hl5wZmD5sf7ZNd1L9vqeL3a+9m77R68c3/n0gSPLtp2as612wc6GZbuR5bs9S7d7F5URC7c4F5RgPylte25r1y/LkN+V2d8st320w152gDhwOHjiUF/94b4zVX2NVT0NlaEz1aHGunDL8d7Wut6W2nBrbbC1JtBS7W+u8jVV+xor/cdriGNHPLW1vqq64N66UEmF98Md9rdK2p9e3/HU+s5Hi+xLN+KLS9zzt7rn73DO222bvcU2f0vzkrIjT+7e9WJV8Z8aVq6xv7XN+6fDoUdqw4tOdj90KjDtlPvWRs8tjtCdvv77kvzDudSjcu4xI/8I5B420/ONxEM694AVu04bvlIJ/4fo/4oU/JIa/hp0Xwrh74Ln2lz7FVzFt9JbvyOWXiuV365uult7/y5mxc3uG784eONlAz+6qe3Ka7GlT7CHarIDA33xpJ/MYIyM0Oc40p6U/nGq5gL5Gud8BqYScVBu0mSAMTFGdtCmnQE7JzlYCaMNNyX7aH6ADA5QoV56JETmvZSBM3knm3YwWTcFPlIOxvOhWDJEjvVQ4/0xdjDGDETiPXHaR8oeRvLQGkGCk5YcjI4meIKWPXHLFzfcpOSnEn304AjrIMnKKH14MOIPjfOuuOikTJRVP86RAsoLUyj5L478lwycNc6yCTubcnHpwbycBEhLhs/fXV1V19Ta2dDYxjPZDJPnRhMqoymkIsdlI6YaMVWPaHpEM6K6EdULjzCDND/CibRg5SwQIEsJPmf4WOWZd95fs3Pf4dDQeA4gEGMPtXVVOdxINIEwEsJI+DmrDq1wTvr//A35/5k+K0eijPGpwtOApwFPAZYElAcHa3VRZidpnOrN1oYShzxkuW1w3RnvOzWOP+9vfW3Hmf8sbnp2Xf3Ta+pf3oasbIgXd2VfP9y75N0Ts4vaNiKkM2MNATgE+MuZ8LKSpleO9g2Z1rCixwFOD8pPFTU+XdzQMJgkZTkq6o4E/OFocOZ7Vc9tPl7ji7QOJep8kad32B8pdyze2PJM8cm3Dza/sadx6drG+4vcc0rtM1Y3Lvio7rmtxxd/uP/Btw4vLbHNLGpcvKF5ydqjz2w9/UJZ0093IL+p7P5tdfi148H3jo9usJEb0dh2d26/O3eiVz7akz0xrNfF5ZaUgYlApIxQ0hrIw7CoxcCiAEYBSAtIQ0qBlQWIaSCZkFIgC5AEyAOomiEIkgyQATNjggS6qoGmGbqpKaYqg6DoIJlSXkoLEq8a+ayeEy1V11U5m9XErKKJeTCTAMG0WtoWfrq4YXFR6/3rfTP3Dt5W4lpU3IxE8mlNispalSe2oBSduwWbvqbp9TNDTRw4WKOTVLq4/+sceX6E+nnS3JTeFRe6OMWZgcbB3ObT4df3Ir/agy4tOjlvVfWGs73DEgyxQmMgsq0z3Mwqrqzuz6juSCJIZtyk4M1CB6t1pC1X2vAkdC+teKOiNyoSpFKIJr9QftL57FiQh9Y89P/nONJBiz10dtzf4yne3LBgfvt11w3feEP29lvHbrkqfPM3RxZfLf/tIdiyQNoyTSy5Xt1yJbf+0vSOb8snv2tiV1qhK/TwN43Q16HnYiv8VSv4RTPwv8zwF6zBS63oTRZ/n5GebaWXavxChV2op5aawuNC7rEINT849ECb/46m4I/rQ3fXhe6rCs2sCiysCS6vDT9Z7f7z9s433z/x7suH1j2xa/v87Uce2NZ2Tzk6o7xvTvnQ/K3984o8c1d2Lvmo7fkS5yu7A+/sDaytHNhRF6s6Fjt1ZLD1cAipCLgPhz0VqPewM3AYcx9Esf12ZJ8DPYhilTh2yIsfcrsPEe4Kp7sCdVegRKWTqHS6a3CsCrVXODor8Y4af3tdX2vtQGPN0MFjI9tre1ZVeP6wG32+HF2+FVtQTszb5nmg3PNgmWfmFteM4q6Hik8s3b7/p5WlfzhZtAP5/X7s5WrPc8d8Dx/3zTrhmXbafVsz8aNA8L7I6Lxc4hEt+4icWCAwD0ncDC0zB3J3A/MjffAKOfg10fd5KfR5JXyR3n0xEN8F//Vw9sb8nsvYzd9O7fqhvHuasXmavmph7IkbgjddPHzjFdTtP+668ob62YujhysjY9xALO0mBSelYyRglI5ymu2zcyTOCROmuZyG8AbKTZxuO5kcQoGdBBut2RjZwehOWsPZTG801UsyYSoZoEwPBTgjonTGTgl+JhHihnuocD9NDLCtQ0zrKI1HSE8/5Q9zAT8/4kkOevmYh0m4uDEnH0OTcYIWvVHwRcAXE0JxaoAKRZgOMn40Eq8bHOv3j+bxqIrGAWGU8zhSQnkBSQgoLzg5CWeVf3Hk/ykp5yfBnBctODHQ5DqXSjnpxHFeAPE/1X9x//2pKoQlOCes9qVCKIiHkfysFuANF6uglOxiFRclEfF8iFV9ZDJAcsOpTN4Cis/Wn2o5vL+qo6kjSpEewp8h8+nRjBARdcYSY2ZqVIWIYEQEjVSUqKyMieaYDFEF4rIxpgMFSkSMecbTfUlIgpmwuLFkR1Pnunc3lK7Z3u0bVjVrkIofbDh91Im2DpOBnFVojnRxuo0UEVprH8s7uYkwDCdvYrzu4lQPJ/pYwUsLHkbC2anrTZtqhDo/RHjyrg4weiIRFWdkgpYJWkUZ3cEVQq5UhJPPiVURVp/wXZ9M2CuENSOsTpATQcwIm8XonIsSMEpxUno4nvJROZwREVZFGZ2gVS+t+CnFwRoIa6CMgdEGRhtT/dduSsZpFWEUO6vZeN3BqQgno6yI0TknlcU5iUhZWBIctOmIKVhURBndRuYdtGhnxJZYviMuY5xJsHpTzHKxFjGeco8mg0mwkXrzaNadBy+j4vEcOpZyR4UAZRKk5ozlMVrAkuBglM5Y1p81/WkLZ2RvWm0bZ5yRhIvMuxmNoGWCyfl5KZQwfRS4OSOQBXdSbY+m8Ty0ctbxqFYX0SuDwgFfbuNZ8sPG6Dv1kZd3uZ7f3Pj6IccrW48u29B496qOaavaFq+s3nTSWe8dP+GKPrenc8a7lS/t7PQkgJW1eC7vSsHTW1qXrz16ZiwXMy3K0AYB1rb2zH6v4pntXZ1ZLQjgyMOqzoEFJc0Prm957qD77aahNxtGf1MdenKbY/HGtoVFLYs2Ni7adGph0bHZm9rmbmyZte7Ugx8cue+tAw/+vXLR6lNPbG5/fuOxl8tP/+Vg+0d19s1nsD1nAzWu4ZPBePsA7RjjA4wwktUoFTgLeLA4MFOWnrL0NBgZMPIAAoAAIALkLCsPUJAIlgSWYlmqackABakfl2aBZoFhgmmCqVumbhmaqamWYZmfKtNSP1W6JaumoQHIpimBxRtwlKCe+fDEzI86524PPLjNO2tL+1sNQacAfgFKmzyzi9rmbkZnFLX9stLdmYOzkWTBOhjlzAkDEU4qXFOF2GuEMz9dk47KU5dVYT0hKJ2gdDele0idIDWUUu202sEoWEzpSYErJrhJwZ/QbJGMMyr7WcBjqbABHTnY5Wb/vL1lT4MrxKYpC7YT7MOrqpatO/bGEde2tp6OgZSH1LFYIYdN9ZBq4ZvJyEr1vJCC83OPNIRVC6laBJPDuAzC5zBGJigD4zIELXpI1RfXPaRK0HKhg22KKQsGZziroZxmTxQc8icOFgs/9ZOan/zM3ImxHMalEE4shJ1gtEFQuodU7aTi5BQvKwciIh4ROxjFRinEmJDOcKyt0/OnP7ZMu8d7/c2R624eueaanuuvdt33jfFnr5Xfu80suVnZem2+7MrMjquSO69KVF4sN10Gnquh73Kj5+ty8PN68N8h/EUIf84If0nu+6Y6fq3J3wHZGZBfANmlJjNHYxbKycfyqZ/EqEeJvlkNvnuO+e5p8f74TOiuup67K7unV3Uvrwr+Zhf63vqmNb+tPvTSgYNP76xcWn50flnTvG32Jds8y7YHZ66zLymy/3Sz/U9l9rW7kJ0HnTU1nlPHAq2VvvZqn60mgNQGnTU+tJJADjjt++xYBYYfwlwVeEH4Icx10IkfQDsqkII6D6P2w060wuk85MQPYdghBDuEOA+g+AEUP4C6DuDEQZf7oKujOtxZ0322rqflaF9dbXf5Yf+7u5y/39L5sy32xzd1Lt3sXLozuPRAeMEe19zys/O2Nr60++hbxw9sRtceDP26JrT0mO++Ru+0Tv/0RvfsFvxBzP9gJD5LlObq8kN6ZoaZnGUm5kNyNnDTtMh1+d5vCMEvqqGLoO+ruu/fdc9XwHs5oNcLx66lt16WLP6+uWtaev1VsO5u5unrXDd8beT669ib7w3cek/brFnJqqOUNxyOZbCIQkQtgtJxMu+m0rZE3pbIO3gR4eRCJlwhcMvNCl5a8FE5H5knmDzGioVrrZCegLIyyisIJztYyc6IdkbsZNUOTu7kBQcr4aRMxFQXpSCM5OFELy95WdFLK96o7BtLB8fJcHRonMYjdAtFH+ToohT1dib2x3z0D0Lkd2zsL1z0Ay5aykcqGLI+xp4dYtE+Bg9QA+5C+yNjELQYoGJ9lH+ARoJs0McMEQyHsSLC6ghnTmTBc5KTkzBWxGipAA/eaN4XybhYBuF4O5+1swpCmzhtuBmJ4HM+OuVlZQ9jESS4SP1fHPnf5Mh/RDoDZyeDU8/J/KRt7yf6ez7V2ve/6Af6BxUybVHOmEwTmRzUj6sexnSSqj0m4azh400PJXvjUiDOk4qRARhluIbmzprKk51N9mQs0eMOc6MJldGVqKpGJWU8Y0QyVjQjD0pmRLNI3Yip2riqR6z8oGKRADFQhmQzZgALelSJukdy4wmQTDEl9boHSj4q//Bva4KBHgUgEIvsa2ysQNydY5yTElFKdtIKwWveDCC0PlnhL8SfGDireVjZy4qFfuQCKRbu2yY/34XN4ONmy4yJMpMcSasELRO0jDFqwWkIZfTJ6PCCdIzRJyd+5KkEyMKPCFrFGBnhZAdf6Dgu5PKpQUr2MJKTUwocidM6QSoEqZz/ygVTdzsn2Tmp0ImCFVI9JtMmCVokEiLOZ12JHJGWibSCcwLB5HxszsspLjrnYgVXUsWTJpGy3LyGxbK+LLgowUflwqzkIvOOeN7JSVhCcLCCO2t50oAyho1SEQ6wJCBJQGjNRimdlIzygDDgZMCfB3caiIzuSoONAjsDrhS0juer/cyRUOaAX11/pnfzaffaY/Y3DrT8vLT+pZ2dP93S+kLxiZe2Nfx6T8dTm1tmvH384fWt79T3HwryDSPsjnB26XbHzA31650DAwCjYA0ArMfZJ7c2/XJPJ8pDEoAGsKXgpQrXwtXHttpHwyIMGXBqNP9qjWfO6lML17W+vK/zj1XO1w47V5TbZhbZ79+AzdlkW1rUPGt985z1LfM2tC3Y2LpoY+Pi9aeWrKt7eF318g31z5e3/eEw/n59cHP70H6cOt4jtIxDdxoG8jAmQ1wBSrY41UqZkAfIAYgACoABYIKlGbKo5fNKVjIUyVBkXdMMXTcNwzBM07QMkCyQLJDAkicxscCIF+JCrUCHpmkZYBlQ4EhD+/QnG5Zpmvqny1AMwzItUHVNNiQJwM8q5c39j27qmr8Zn17qvb8YeXK34zcVjp9tb1ix+czC4q6l290zN7Q/vx/pzAHCCC5WclL6hTjy43PN5zS1XJx/h+ZkDZxWCyjpInUXqaOU6qBlGyW5KTWYAIKWnZRoZ0QsqQQEwBkxlIVTw+n3z4R/tcv+5kEHRgtJAMqE6t7McyVHX97bdjictNOaKy6i43kPBwQ9QZDnQ+SUz8hkW+cERKKc5mAUjNIIUiFIyckIDlZAGMVJ6TibI2ixwLuFl8IYFWFV18c50v3xVyv8iqni5f+gfokxSYzNYYyMMnph3sJN6W5KdSXVLkawU5KfhQADrliuZ4xJjrMjdbX2V19rvOd+72130HfcEb3uqp7rvzEw4wruN7cq790DW+83tt+SKb2KLf12cs/l2ZqrwfY9wL4L3kuN0Nfl0EVi4AtS8Etq6KtSz9f1kauAugOSMyA9x0jPNtJzzMxcI71ETC3m+EWD0ZlI+PYzzhtPYrc3hGbUd8890b+suv+ZfaGXy1x//bBt3a+qSpZt3bSwtGVxafvDWx3Ly/DlZcQjpfgTRehTaxxv7Qiu2tdTdrivuqb3zJHw2ZpgV7XPXuPFjoXQuoC9xttV5eqqdNqqMHs17qjBWg/Z2yoc7dXOs7V4Wx3eUos11aBnqh1nqh31NY6GGqShBmmqQZtr0LYaZ3u1s6sas9XgthrcXo3bq3GkiijIfcBL7Pe49rmxA16kItBR1Xumpv94Tf/GKvffdyMvb7GtKHYs2uiYs9ExdzO6cJtr+baWx3ZUP3ug5I+n3i9G36gI/Pp48MlT3vlH0VuavXd1Bu6yhW4PjU7j03PV/DyFn6Gl5hupeZB6CNi7zcgN8sC3xe6LxdCXoPurRuCrlvc/APue1f59+ci16Z3fTxRfZe242dxwi/n3acxzt4bv/F7PdVf3/ejH2G332JY/lzxyhhuhvaMpgjfQtN5FZX2c5OBlBy8XIHJyTynMKeoErRaytSY8zhgVp3WCKkxY6wWgLGxABC2jdN7B5uxcDmEEF6W445qL1Jy04oxqeEzwkFwgHu2ODwzGPWNkZ4w+E2dKaXYNz72R5l8WuZ8q7DMau0Jjn5SZx4XYiuzIi8mh3/FDf+PG1jBjJXRk+yh9sp+yB+lBD8l5yISfjIbo7l7O52PGvDTjonMYo6OMNdmyCS7OxNmJsymE1jFKx+OaK6ISLI9xCYzN4YzspbQAJYSoZIihQvSon+U8rIzThpP8Vz3yv8WRn1IXnBwnhI/LLHjWFyDp/4amONKeMOyJAnKZTtbEYjpOWUhc74wqaMEampKxSG4kkRcAYslU3fHTFYdqvWgoFc1AHsaIEeDAjFla1DAoUxzPKuNJdZTOxSQpJmkRQRxNpUZ5mdXkmGFEAMYAxgEYUIcVY1y2KCk1GBvxBY2caeXBaw9tKSr/aNU6f09PyjDqnej2+pYjaMAxlnRREhLPuzjVk7TspDqxq02+RYVTOffkUBvOGhMhp+fewI+lWRTOFFyMidKFBj4dYyY4EmdklC2kzp8bPSYonaAMgjImr/aJJxdKmIUrH2VlG692JVQbr6KsXOA/F6k5aQ1hCm3Isnuy/EyQGkHpOK3jrIbxOp7QXEndldTRhI4kFJQXED7n4LJ2NmOjM11U1kkrCCkh8TxK5rB4zhnLYrHsRPIkJXt4k+AtB6U64jIeV/GYRFBZRyThogQ3r6BkDqEyLl5EuVwHxSBcHuU0GyPbU7ozZ+I5IFKApWV7zuqU4RQP1UPZyjC/3x0/4CE/tI++fXbslSP+X+yx/2Zf1wtlDcs2nX58F7Z0o/Ox1Uff2HFyZVXj73efnv/2wSUrT7xQ0tk1yhJ02p/WyroGln5Y/YsdHW0RiQNIAXTL8Jdq4vE1Ndvt4QjAuKnGAN7tGH20pHFFedsOH9fFaU3R3Brb2LxNrXeuwWav7/jZXudLFa5Fmzvv34DOLO+ZUdq9oNixYEPH3HUtM4u6HiwLzNzVN6uMeGhD08JNLctKW58sa31hR+vvDp5dfcZ90B1pHM6ivOTN6UMaxAF4gCQYKVDTlioCSAAKGKqlKLqgaKKqS7qpGYZm6KqlyZYqgSyYSs5UcoaaKzxB0yVDV0HXQNdA10HXDRPOl2mCZQDoMPWQNanCVwEiTfO8x3XL1Ccf/W9/gaqbugUAuibJclIDlQfwccqvdjjmrG6ZtTU8a3vv7BJ0xqoTd/2t4uFtXYs2dy7bQcwt7npmj+1sBjBedrESSqkX4sgL3ZeiH9O59aSQWl5wfUJJDaVUlBJROo/FsgQte5JWF6c0xrOOnOGWzMaR+K5W/18rO5/acGbWX2t+vb0NT6kxgP6McSRElXaEq7t5ZwICGTOYVF2U5E7BlOHXOdOowhnFeec254qRvOZgFCelE3GTiOsYpRUK/HZGR7g8wskT0wms7uBUG6928frUeXcBEwvlyYLn38eHcrSp1eMzyckIU5nvOG0QlF5YPdBYEk8oDtboHJMClM4mFdZL9O8tdzzyVPut9xDX/jB2261jN10R+sEXRxZdmn/rLih9wCy/V91xR27nDYkdV/D7vyOcutK0XQfBSyF4iRH8shL6gtx9kdR3sdR/qTxwuR69zaLvg+RCSC0zkku15EI9Pc/MzlOlnw6NL2h3//AUfnWD/8bm0J1nvA8ex2fv9a7YF/xtGfH+22c2/GzP5uVbDs7b1jhnDz5vT/f8bb6FxfjD6+3PbbK/Xu5adyCwo6qvvnKwuWagq7YfPRLCK73OA6hjX5d9b6ejxtVZ5WyrcDQd6jxzuLOh2tZQhzQfxxrr3S1N/o6uPjs+ivhjSJhCemh7D4X4Y2ggjgbimD+O+eMuP0n4SY+PPNvS3d4cbmsKtZz2Nx131R9BTlR2HavosO23Iwft7gpnoIoI1fh8NUHssM92wN18JHC00r/roP+j3Z5Xy/CfbEIf3ogs3ozNK3PN2eqYW9a6fNfxF6v2vdu4fgf2Zm3w5VPhh44Hph333XHCe1uT/2689/5IdJaYnC9l5iuZRWZ2EWQWQOJBI/4jcfDydPhivftiLfw1LfAVy3sJeK4A+w+kuqvjW7+RL7syX3QVlN8LGx4afvoa3+2XDtx00/AP7uz83i3B518hTzbHogzBZ9oTGZRXvDEFZfSJ+iI7caiFMgbKWBg1cURW+HAirI7ThiduFCrxOF0gSJFg8j4qF6CyBJlx0WmMyWK04KIUgtRcpIbTKjGu+KJsmAoP0u0Ruo5ldmTZtSL/Tob+ZZb5ucA+q3BPauzjJvOoxS0H9mEj8hNl5LH8wOJM75x074OZ/nszA3dnBu5MRV9g4m/GqP1DFNJDDgVJykszbpohaN5FZzFamtgQWQNnTBcNHgYKXOHgZQcvOrisk0076ZSbtNyU7qekbjo5QI0Nk4Eh2jFIt/QweJjr97BJhFHs1L9yEf+ZPtHcfd7ad4F15zPqwsiofaqmVkmELxzfTHCkiwacAYQ2EVp30hpOim4yF6BFwQQ6nWvtsG0r20nYvWYaQAIpLshjKsQMfURWxgyZg2gEojREKBgiIUYDGYcYDaMsDMekTFyDmAHjKkQtoU+yYmBETSUiGpwixNNDgVEQwcxCwOlf+e6qsvLtTCaXMYzqdtuOow2n8F4XmcfiOSclYoyKUuon/sbC5udiBYJTJ8IqztvqnLxZyGKe2m8KvlZu2piqR36cIwtpocYkTRoEZbhJw00aBV+bwmY2kSROqR5S9VB5jBVtvNyRUG28irGim8556BRKGgitIYyEsSLB5AlaxGnVSWueuFHY4Qo+ixiluCjJFRc7WdnG5h1c1plIuxIZIpknEiKWEP0Jy8ebXs7wsZqPU7ys7GFVN2f5OIngZCen2Gm5M5a1x3JOWiJ4A2NUnwBYFmwp8MjgEqCLNxwZcKS1trhU25uu7EtVjWS3+UbWNXs2Nfj+WtX46pGOl064Ht/XvmJb/c/Lj61Ytfsnq/fMK22+d9WxhcWNrx7B17V3r+8c+Nkh1/VvVC8qQbe5uUBWGdF1nwZ/OuZ+bMPpD5sj46qVAuABDvmpxWtOPLfd0TAm0wbEAOr7+Vd2dz2+9vTrh9C6vtzJEWG/N/74LnTW+tYH1zYvKWl9fm/nTw8iC7bablvTMW93dMZG16w1rXOLWh/a0Dl3i3d+WXDGBuf9q87M/PD43JXH568/vWRL55N7sF9WuV6rw7ajIzU9HMJrAzrEATiAlAk5E9IG5C2QADQwTFANU1T1jKymBF2QdFE2RNUQNVPSTcW0VABTVWVVlVVFUmVFU1RD0wulx7ylCKYimIpsqqql6aZWAMApOpwExIkqI+jmhM6jSdOcqC9apv6PoPmpuuCXLOuqAQCWqapqWjOFPEDcgJKO8YVrGudsCd630XvX+w0vHnS91dRbRFCPbUcXbUUXlDpeOIC1JABlRYwWnLRyIY68UJ/MJ66sQtUf4Sc4EqG1iXxLSkbpPEbnPJxgjybttNyVMm0idOShsje+vslZ5QhX+SO7A+mfbrM9srJ6fRN2xNfbPkie6WccjBYUAInnkfFEIKEQvOHk4JO2X5McOQV850MkwmsIJ2OM7iYtN2kRlIEyuoNTu3gd5XIoK6KsWmhcKZSFbPwnzcXOAevH8RGdXDA/6/qP0Npk1HtBKs7IGCt645KXM1BKRsYyg+MJzhsMrV91dM597htv6/vBrbFbbhm+9RrvrZeMLv+u/MGPtT3T1b2382XXxkq+w+66PF97jd58DeBXQPflVu8XzJ7PG92f07q/oPZ+VRn8jjp+vRm/A5LzIbHI5JcYqeVadpmcWZzk5tHUbHffog7fA8edP6rDbjrhu/tUaNHR0LM1/l9ucLz111Pv/XTXuoc37V20uWFxuWv+ttCssu65JR3LS7t+Vub40w5s3V5i/2FfQ03YXtfjPOjBKzz4YRyrdDoOO7qqbLYjDnsderqqq6EOaTvt7moPO7Fhd4Dy9/DBgVQgkg9GhQApBWjZy8ouVnIygp3K+Xl1SgFODbFqiFXDjNod17tJtTumhMdE31AKD9OoN2pzjbafcTcfdzZUnW060Hr2QDtSYSeqcc8Rwr0/RBzuQesGW48PH67rW3PQ8/vttp+XtC3YaF+0xbOovG/uFv+CktYVOw68cWzTxs7V1b1/qAo9fSQ870T4wZPe+05j07DgAyOxBanU3Gx6gZxeZmWXQ3oRcPfrsZvlsavywa8L4a/J3Rdp3V+C7kvA+12Z7daFAAAgAElEQVSz44rs8ctixRfzpd+Rtv/A2Hl3btVdI09e13fb1ZHrfjRy3W1t197S9fOXY+1nx1gGpVkkng/SUPgMFOxyUFYs+JOjNBBxcJEmyugOXu5KyA5OxSjNHdO9tOCm8xibR7k8yuVwNuOmkj6S98aybnKijQqjNBepEZTgoXMD8eFh2jXOHaP40gTz9xz9ikI/qzOPGMwKg3nSpFcA9ROIP2vFnrGiT5qRR9XRZ5Wxx+XxBdL4DHH0x9LADWL48lzgErnnCmFoei72ywRTGmUb++mQh6JRMuNkk04mizACwskIJzp5odB/7GHMj3lVcgmC5j0k54+lgnGmjx4eYYg43UpSx2LxmrH44T6mPcwFPBzjYJQuyvwXR/4PObLQsTcpaer7C/c7frY+yAs938NIbkbCuYJ1nzLlxEuwFkpqOGu4E6aTyqPjfIjNkoplWYBjnkMHKh3tiMTIkASLMpQxQaNAG5Uhpqok9A3B6gOh323vfXHLwK+3Bl7bMfibkt6Xywd+v7vvjyWdre0xcQQgIuljikWBHIHciJUd1TIRK0eDwpsDnhHIAwgW3oGtfH9NWflO1YJwJL6z5sSO2sbO3jhB5VyU4OFNXxrOMTGvTJr7Cy5WwHjVxamTe57i5BRnQnXy+j9yZKH2gNHGP3IkNpE6P1GfPx8lJziS0qcO2jyk6iFVTzyFU1kbm+9kRTsjOqksQSa8JIszppPTcE7C2RxBZV1kFiUFO6l4k4Y3qREJBeckJ5PDqSweSxHRlIc2vLTip4QAlQ1QWT+Z88UEd1QgKM5Fp3FOcPGiOyF6khKeUBxJ3ZGSbUmlI6GiWcMvg18GJKO3ckr9OBwds7a5uXWdIxvs4x+1D/3lmO8PNd5f7+38zT7kmdL2pZuaF21pnbPh+KI11T/fcurV8obHNpyetrL+jnfrfnUYO+il6nzR+h72mZ22B97Z//pRBM3IMdOgAE6NSE9sbpu99vSJiMIBREEPGPDqEeeclbVvN8eDaW1QAk/G2mCLLSh2zNnoePNY9z5Hb5mL+d1h/5Ii+4L1zunvNi/f7Hh8q2Pe2sYHi+yzSvDZWzz3F9ke2Ng+o7jj3k2OWXsG7ilyz9yIzi1qn7f2zLy1Zxaub1y+qWXFlo7X97Z+UGPf1uKvdY029yVccXlUgAwAD5AAyAAIoCmg6JZsmIppKIX6oq5JpiYaumTokqaLqiYYoBigmKAaoBiWqpuKbmq6aVhgWpZhWZZlWYZlGuZER6NgmYJlTrY/GgVwtCzLsHTD0jXL1CxTNQ3dNAqn3p/AxPOKkf9nONLSZE1TTLAsME1LMSxVAGAtqI/Ao5vb5m7x3rfWPn9tfVVvchCg34I/NkQXb3HMLe76eQXRxIIzoRKcjNMXrEf+1xw5SZPnUBJnC60aOkJrTlpDKdlJS05GwJgskZD8ItiTZt1odnVb4JX9LaubusfyFgUQBvhLjWPJ2/v+sKdxR6fv7BjvTVge3nRRim00RVCCP2F0xSQ7Y05x3ify3P+RIwuohyVEF6d6GMtLW17GdHEqmlTtKZVgUwSTnzxGkAlaxBkRZwrdz6qDUx2cWsg+KNDkJ4qdBYi0JT8zR9oZvdASjbAThSiMFTFW9PLgGEl5x1iS4qJ2B/aXv7bPmIn+6IfUzXeMXXtt/43fC0+/PPL8jbB+NuyZQRZfkdpzDbnt27Fdl2SOfRc6rwHiCgh8Q++5yOj7nNH3eaP3S1rPV9W+S9WR6wzqTkjMtPiFkFoM2aUgLBXzC2PsHP/A9C7f3UfxG4+5bznlu/d0YO7JwIqD7lc2O/72fvuqFyt2PrXzwKIt9XO3YAu39Swt711a7F26BvntZsc72z3lh/pqa0ebj47aa/rwCj+x3xM64vZV4UhFV8vBtvqK1tN19sYmd2tnyNnDuPp5z0g6GJXCpBqk1CCl+ikFJ/M4mXdSeYwWMFrAOcnFyy5+4t2YsCFkxal+HheluBltwnqWUX2k6I7miEi2Zyjr72Zc2LCjJdh13NlZ2dW+r7V9Z5N7r5vYT+CH3I5q79ljwVPHAvtq3KUHHT8r7lyxEV26wTu3KDRno3dhydlHt9Wu2LnrzdPrN2PvVfW8dKx7wYnAfU3B6a3B6S3eHw+P3RsnZ6UTS5TMo2ZmGSTnAH8v8D8WB67O9nwz0/0lsfdzes8XjcBXLc9lQFyTqr2cP/Atbus382XfN8unie/cN77shz03X8He/MOBm29tvvkO269f4TFsPE53DMSxBLipwmcvj3K5Qo0cYXWEsbwxzRuX3HQO4xJIgkf5hItOe8msm0oX2iURTnZwKsrKGC3gVJaIya64jFGak9JRSnWRmQAVD1GDFFXFMtsS7HtZ7jcC/ZxMPabHFxrkLItabJFLgXwMYk9ZkWet0RXGyKPG8BI9+pQee9QgF1nkXIjOsIanmeGbdO81hvsSI3S1PvSAGH0mQb49Th/s4RwBfhBjeSeTdbCSjddtvIokCi4/BYCRCCZHsCkPkwjG+Z5Ism8sEY4N9JKhIbozwtVR7C6aKovFd4xH9vYy9hDXTbC8ndU66H9x5P+MI1nFw0geRvIwwifkYqWPa2qkRvpUfVbu9DCCmxVwTnBODue7GM1NGxilITEZZ2R/UnFTaV+MiWTyEgAVS9RWHj16qFbmBEiCGlHlEQniuhi1jJiqjQrZOHT49f8sDT61nXlyj/KT3eyTO1NP7Jaf3Cs9vnXsj7t7goMg0SAOZzUKEsNw9lTfiUqi4Vh3yKNUHAyNBuh8XB7xD+spBfJw5ODRd/72ga0L1QE6MF/ZoWN1HR5kjMPiOTev+ZJw3n6mFHZBFytMxI9yiotTCU4lONXFqVO7I85+giMVL60QVGFwbKoOMVGPxGm14GIz2Sg5wY4EZUyUEyYrFm5KdVO6l8y66BzCCA5WQhjBRefcVNpL8U5aQRgJYQSMzbtZwc0oLk538lYXnepik11s0salHFwaYdMYl8HZjJsHTwK8SfClwZcGTwIIDjAW3LyGJaEzCa0MtMT0pnHpxHD+SH9uC57Y7EysPRtZeTr4YR3y5qG2V3a3/3x31/M70CfWn3jio8NPrq9ctrZ64UfHF66pn7/y1Cvlze/Uev5yxLdsY/Odbx99pNyxwRFvjirBBOz1pZ/ajc0rOlPqGB5RgQMgLXi3lZ67qu61OiyoQhqA1aBpTH1hJ37P32qLOmI+AbwCHIvCixW+Gatalpa6Vp7yr2sI/e2495nd+PQi520f2h5a3fzM5oa5G13zNvnmbgwv3zU+Z3NwxgbkwQ0dj+zxLCzFHy5zLd3qXLYNXVpme/Cj+vs+PLm0FH1qh+vF/e7Xa/3vnAqube7dTVBnxnU0DVEdWAOyAAqADqBamqoJmpzKG2pGlTJSLq/kVF3STUUzVEVTwRLBEmFi7kWxQDVAUUwZjDyYgmVJpikahqBroqEKhioYas7UREuXTEM2DcU0FN2QdUPWDTB0MA0o9DWCDmAAGGCCpVmmBro6qcKZ9yco8Lx+x48daluGaU6chn82jgTQdFORTVWbaLsEAYAzoSsFz2xre6jY8eCGrqe2NDWOpDgA1pCKg8aSrcisDZ0v7CdOU+DOgC+l/1cceYF556m71k8cduOsMeXJhVEKSskOSrXTqitt4JyEM/kaz+AHde3L39+14O39pVg+YUEcwJ1Lb2jEVp0MVodTdlYL5KyJKiApY3HJmwBXAjpiooM1kPM4kjhPk40inzx2JziR4FQXZxKs6WFVDytjvOxIqrZkypHITYzKsSLGiggnOngRYRQHo9hZpYtTujjFwShOWnFRyic4sjB88z+oRxY48vzJuQIndUSEEV7JxSiy4RTx6m9td90buvZm+kd3Dlx7ee+13xh54LLky7dqa+6HLfeqJTcwGy7l9lyaqrpUbPqO5bwMfN8B/zf00EVq+PNi+HNy90VK7zfN4Wsgeisw90JqtpWdZ6YXWrnFRnZRin9ocHwa0nPHGe+dR4l763pvONp3V1334irvi7vRv61u2fTLqh0Pb9s5t7R10XZi2a7hxeVD89b7lq9DXi13F1X119fEW2pJW20UqRmyHQ7YKjD0sAOvsrXsbmo90NZeaz/b4Omy9Th8467BhC+Sm3R3/2RKHs4qGCOjlIjE885YHosLrrhIkFLh7t1JSwWhlOgsiJYwRiY41c1rbn4qwkD2RKRAVOom1f6YPDicDflIoqPXXu/pqOlsP9zevK+ldW9LR4XdfszXcSzYfCSw/UjfRweDr5Z7V2z0LCryzdvkm7sZm7PF9vCWHS8d3vhR+1v7fC8e7X3kZN/sE8FpR4kfIf5bAv33jMXnppNLlfRSM70QUrMhNQPYaeLID9I9l2R7LpL7LtLCXzZCX4fwd8D3Q/7UN5m938iVfU8svgHKZyrvzOhbcvnA9f/B3XFj6Lrrm265Pfjm2xmXb5RNt7MpDyW66TzO5DE2f44jWcNHin4yE6RJPzvs4/t8fJ+fGwiyQ16SJciEixIwRkdZQBhAGHDQJkqpKKk5KROhNSed8tKDA7RjnD6dib+RpX4r0M8p7BMq85hBP2LRD1vMIi2yUI8uNsYfMcefskafhqHHzYEF5sBMa2CZOTjXGJpuDk6D/rug7xbovhbC3wHfV63QJXrvd6SBGzND87nx10jqQCTZGaAjbppz0oqNhQ4ebAlAeMPJaW5K91B5H0WFqME+2jtEIaPxjtFYW3/UNRC3DzJNw3zNKL97lN01RB0aiB8N0GEPF8W5vJ3Ru6h/zdn8M7k/bjbh/lglUnKzwsfE/CMX/pP64gXnbC6gQjHSOVmPnOwXNPC4isUlgpa9tOCPJYa4dFKURVXraHQc2V8bQHyQtbS4asVNc9yAiK5FLIiZypjIRGBXffTXOwZf2EU/t4P/2T7mifLYE9vJF/ZQv9vZd6SDT3GQHePlOPAjcLqu+8BevKfPamwj15c4i3f0CnHQExAJjmbGeTNtjIbGD+2oWL9yfTKZptjM4ePNZVX1zYFh2wiLxQUnqU4YaE0xOqsUBl9QZuKR8woVBsro54fHT3Gkh1Ymm07OlToKjcxuSi44r079qHCKPdHUeO7xQvek4aUVF6sUdmKcPfdvLUxS2znJzioooztZE2XBkQAkB84soBlwZMGegc4MnM3C2SycoeBUHGqjZsWwuqs3t8XLb0Rj62xjK0/0/v3k6GtHoy9XDP5ql+flctsvStue29S8fBPx8AZ88aq2R1eeemHN8ec+OrH4g9MPvN86e1XTy7vPrjvWubXV9cEZz2MljQvX1L9a1R1KGcMadGtQbBtdsPLEy3sIGwVJgARAU1x+dr9j0aZTO11j4yZwAEO69tc2btb61kfKHQfDUjANzri1so26+6POeZtdj21z/ba6+8W9roc3d01f3TG7NDCzJDSryPZQUcfMTfYHStz3bum5b2vvnK3+xWX4XZuJB0rcd69un7HJPqvU9mBx8+0fVD64/tiSVXVPrj36zPojv9/T+PYx5KMG9z4i1jAoumJCkBZjglFIY5cARICkrGbBzFmaoAuCmlMswQBFBUkwsiYYujk5BGOZOoAGoALIiqGopq6BoYOugaaCqoGiWmCpANqnyFTAUqdkmYppyIYuTbyiNjlxPamp6RkVdBVUFVQVFA2U/6K1cRIlwdStAkQaJvzT53+SIy3VtFTFVGVdUzVDMSBvWrxpYkntZ9sbHljX8mAx8uiW9gM+akiHqAUr0cz8DZ2zN9if2Y2fiII7A25ew+kLztn8M478h6WJNghKd1OymxRccREhlS5Kb6cMGw+VzoEjiL8OcR+0ed6saF36weFfHw7ah7IElUXoZF0g1h63PDnwZsE+luwcTrkZzZcElNTslIHylp1VCm4J53Pk1MzN+cXI8+WhRJxWp84Z3LRY6HvuSOVsCRFj1MKYC0HLGCMjrEqQCkZNoKSdVRxModVEcX9sJTl3tP1Z13+E1hBWt/GyjZcRTsQZ0UPJ/rgcGKVzI/HcyXriZy+033jTwPdvoG74Ye/VVyK3Xzy+5Er1tduh+F6t/LbUusv5Dd8S9n8/V/NttflScH8Lei6G3q/o3V/Rui9Wur+eCV8s9l2mj9wE5L2QmAPZhWZ+vibMV+RFucyCeHRWoPueduLWk67b6vz31fXOPhSaW9n33J7wX1Z3rP51ZfFT2w8s3do4f4tj8a7uxZv9j6z3Pr/B/YetxJrdxOHqQPupIeehAFER8B72YRVY+6GzjZXNjXVtzSfPtjQTNqTH20v3kGJfwgwnDR+ruSkZSRmFVu+JaRJecSZUPKG5ONXFqa6JFVLxMqqf1QKcTtCyi5IwWsJoqUCQWFzA4kJhVcdoCSdFLC44Y3k0KiCRPM5bGFfwLFQ9rBqg5XBc6Inmz6KBszZvayPWdKSrvdLuqHE5q9yOCgI5M9ByqreyNrR2r+e3pcRPit3LSwPLtoUXljYv2lz53O6tbzeu24L/abd7RY13bmP37Ab89g7vXe6++4YjMxL8PDm90EwvtpKLIDnXZO6TRq/P939b6r1E6/ua3v1VLXCR2f29rPOydP3lmZ3fzW66ytx+F2ydnvnrjX2zvxW+8aKxGy4P33Bj+x33jKxcL/YPB2nSR+Y9VJ6gRWyiFq4XhjsJJu+n+R5qeID2DbD2Ae7sAN82wLd1k+FuajBIxn10iqBltHBbwhmdrGynVYTWnEzOzY71sZ0UuyfDfCSTz8v0TzTqUYN+xKCeAGoF0I+bzHI1slwdf1Qbe8wcfcIcWG70zrPC95qhW/Tua7TuK5TQt5XQ5WrwWi14rRq8XAl+w+r9vNH3Ob33f6ndXxG7f5DrW5YZfScV3ztMEj1kv5tKOlirgwNbApCEgnN5H5kMxKPdVGCQbhtlqyPczgi3aZxbP8jW9DGnetm2br4zzNrDjMtPdfvIMRfNYmwO5TQHozlo8V8c+c84kjY+FSInbX0KZcVzZcgLzlxfsP/d/Ew6/5jGntAKflQuxiTiupcxvYxKRNL+CE+lhbyg8CxXtbuu7cRZM20YnKZGZDNmGaMajOswZhlDkkUCFYW3tyDv1dJ/qaRf2z38220jf9gb++3OkaKjiXbMTMVBGEpBhMpGwNXBbC3p7LClxmmoa46v3uo5WC8LcZDiGqSNAVc3pMHKgOus+y+/e6OtpVUQtZMt9tXl+4+h/q5hBidFjNLOzbbTxvlZfAgFGG25GNNDmR7KdNMmRlsIbRY48vze+YliMDUxo30+RyKs6iNFDyW6qXNjNB5K9JEiQZ2DyILzauHU28taBG9hCQtLWARvFITzljtrOTOWI2V18UYHrbfFjOao3hjVa7rlw4H8PiJZ7qCL2sfeaxz406nQ70/4f7mz7Rc72l/Y0f6T7Wcf3dq6tLhh4doT81fXzv/w2Ow1rQ+sc85Y51xS1PV8aedL2zt/sd02c13nnHUdK8rRNa2RphjUR+DNMyOzN3Y9vLnr9LhJWsACEAq8uKdj+p93b+hiaIBRXRoDONTDLV5Z/5/biK64ResqpZrNDDy2y3XXeyffqAtWuyPVntHiNt8T284uLOmcvb7jyXWtv9vY8NKa4wtWN9252TNzW+iudY4Zxfj9Rfb7N6D3FBMzdvTdvsm/pMw9e2PX3M2OBVucs4ps8zZ2Li0+O2/18XtWnly6ueXZsvZf7ra/uL3jjbrg2rbxfZ5MbXcS46zujBG1IGpBRLNyACnVlHSQNFNVZUXOqVJW10QTDM0ydd0EE8DQdVlSZFExdAmsrGmqimBpMhg6GKapG7quG5augyGBIcPkKbKpW6YKlgagabpZcNCRTVMyDFk3CgyqG5ZunG+xM3FUreumrpuqZqiaoeralKZGszXQNVA1UDRQNJCmzq8/IdOCCXY0rAn9E4789HltQxYMXdYsU9NNTTNUzRBAT4M2pMBrh84uLEMeKvPeu/L0a0d8leFkhSf6i0O+Bz5sWFCCPb3TVTtiOHkTJQUXc0HfnwseZUwZMX7Cd4yy3JTujUu+eI6I5xFSOUsZzZS17kzwg4qWzp5owgIG4Fgf/ZONx+d8cPS9/R3V2GhnVGkf14gUOHnBmxLxaN7LaTgp2qL5s1Gxg9ZtCdPGinY6fSGOdH0aR+Ks5onKeFx1UKqDlnFSdMVFnJSdpOam8/642jtmDA9bI8PG4KjeP6aHI4Y3phCk4qQnUBJhFIxSCFI5f9E+/xd91vUfoxSUVR28bEuICCcStBiMyT0RNRslwzv2NS95tOumH41cf3PqxpvjN1/nv/3K4As3yu8+ACX3C1tuyG6/Sth9RXrf5YnqK6HpSkC/DcEvq73/pvT9m9b3ZbX7m4LvW9rodWbsVmAeAG6hxi+WkgvF3DxZmscKD41SD3q7p3e67mnEp5/0PVDX+1D14Kyanr+X4e/96dSaFXu3LC2vXbbNsXRbaO7mnumrWpettb2+1Vte2X/saHdjjavzkA0/YPcc7PTs78D3nO3c09p4qK2hHutA+7FuMpAU/UnRk5SwhGhn8nZKKCRHOFhpyjHNwQoF2Zk8SgooKTgp0UVJE3OKpESQkpdWPLRSeMRFSS5KKvzX3LQ42YYuE7TsZjQPq3s5A6F1O63aGLVwm4ExsovM49G0j5N88ZwzGGtr8TfXODoO29DDNvTgWXx3s+vQWaQWa6jz7q4Ovr3b9/MS/NGNjsd2dz+y3bekpPXR8v2/rV1b6nzjePg/20KP1BPT6113tnlvc/fdMR57IJtYqKeXG6lHVWY2pOcBN10auTbf8y21/xKj72ty8POc899g9HoZvT6x+zti2TXZzd9PF10N236ce/t+771fGrjh6/yPb8Gv+kHL3Q/1lJQzI0M+Mu+hRGLi1GvCAw5lDJSXvGyinxoYo9AI0xDh6iKJ6vFk5TDbMcigA3Sghxr20zTBJpBEypbMdHB5OychjISxvI8LD3NHU+yHBvuyxjyj00/p1KMm+bgRW2HEVujRx5XYUo1cpsce1qNLjbGFxsAsM3yH5r9a835D7Pmi2Ps5pfcLcu8lSs8VQvdVmfC3UuGvSL1f0Pq/YPb/u9XzJSN8mRqeJvQ/lx3+MxU/NUwhAXoMZcWOhGFLKmgy7UowATrcTbsHqLZRqjbC7I5wpeNc0Ri/foir7mNbQqzfy464mZiLZTAmjTCSg5YR1kA4QFgVpTP/4sh/Ig8FbtJykYURXQNnNZSVHbSIMrqD0eys1smqnYzWyWhdrG7jDEdSL/hrFBZQhFEcjOZgtC5ambj/YA2ct3DeQjnDxqhdMdlOGSgLKA8IBwhroJyBcSbCmQ7WctAmQpsIbTpo08FaCGc6SQ2lVIRREE528LKDUey07KBUJ2ugjOGkNRcl9afUWEZRDThzqrVmT020OwZJUCOyOi5BXDfGdHPcguGUGdeYCKBhbe1+NzEOQ1GLp5XhKLA88LSSjWnZYVOJAT9ASww5OmbuP9i9ucwTHLAGx2HP/lBRid3VLSTjkCPB5CEzlOp39kLWSg4n9mzY+8Gf35UzCpvIf1S2e9uxhpOefg9vonHFyQuOeL7gBEQkFITKoHQeZ5UuKo2yIs5JTirv4vJEQkQYgUiDkzUcjNJF5TFeJVgdp1U8obnzeiie82cAH0+4Gc2fgU6SOctK3Snwj2eCZCZI50IpI5AGggEPbXTzKkrJeMLwCmBLmPYsNFNmM2U1xHQHabVG9VMRpXZEOzJkHQxpm2zMytaRtxq636gfeu1o/+sne5/Z43h2r++pPb4FJa0P7XXPLu1aurF9xvtHp390Yt52x73rmn/8dv3iDc2PlzY9tbVxzuoTs9e2LSxqe+WgfU0DWlzf9ecj7jnr2+Z81Ljx7JA3a4YVsGW0x7a13vf2oXeb+3stiJtyFLSTMWnhpqYXtrU1R+QkQMKCbgFeO+yY/eGRPzXGXKLQB9BE66+f6ptdgs4sdrx42LW+s+/95p6n9tinrW25r6hrcbFt+cbmRRvq529uvL80+EBx98xN3bM2eR8qdswsQR4qC87Z8b/Ze+/ouOpr7Z9eAjeVkMBNCAkEQu9gXHC33AsGQg8ESCEJJQmB0GxcZavLktx7l5skq/fpXZqq3qaec6bX075l//4YSZh2c+9737V+7x85a69lz0izPJ41M+dz9t7P84zOKu+aWWaZUWqaUWSYka+Zmdcxe0vLvNyGWetqczbWrtxS/2JB3e9K6/6xt3nzKU1pfdeRbk9VL6vyJxwJaVAmY5T6AVgCPIg8yCLFWccchJAopQU+gYmAiYCImF1AJAQRLBMswgSBZWksi3cE0S+tIY4vLAKZfDglCDAiWEayiGRRxORrS6YgT7jzjP+7BBGCIEOoQKlEsk1ESoFSSgiRgIhUlqgsIT67kZlJxwkWsg5ASJJlWSZAMUUISTCBi/SC43/aiRzvR6YkEAnCwAPlx9uskgzILdJ/7Gh5YlP99BJjzv7Rh/Pb52w5Py+vafqG2kUV5gXbTCu2KU8MirowNocljY9Xs1TDSROraeNtPz0rqBhBw0m6ENIGZTUrTt5UeFJGDhk5ovcLen9K44lrPEkLRy2coPULpiB2JqA7JNU6mE1njC/kVT+z6ezf9jdb4ygCwAFRjgX/frDx/XNWZQCUAapmqSaIsxd1JpY3MamJ8DfIBn8bONHMpi1sYuI6UJy05jEzsonBXSFijYE2KLe6E4oArwtJSk/CzEl9nKRzx5WBdMtoyBLK2AMxhy/q9MT6RnjBB752b21JzfENR4+8f6BmQ42zaig0BqFh2h+knb5kC5PUxJDFKxo5NImPFyTfyJr/giOzAw0WjbvDjhvTZoyM1B0k3X5Z7xWVUaRIZHp8TMY11r+1SDF3ueWmezy/vNt7262un33Pfs/3PCtvl/IfE4oflioeEHfeFa+4Kbjje/FT3yedN4Lph7T7P3DPlXjwMqHvsoT9irj92+n+H4vBB2hsOsQXQmgFhJ5C0afi0Z/soPIAACAASURBVKW+0Fx9/0MtXbfWdd1ZZ5l2RjfzjGVhZffLe5R/+rC65Ln9e2eXnJ5b3DqnVDejwDgnV706t/Xdstbi/cbqI1bVIYv+kMF03GQ8ZdGdNLUdbm861Fp/QtHa1KXv9ljdCUdQtkXQ1/tAXbCo+qX6Jt3nhTL5SWr/L0rLgpb93N5kMjZJySZ0XMrCCXZvptsV0qmG2qq66o6ojYfbjYfUxgN6436j4Yil8bhp2+6Ov+ZXLypun1NmnV3Rs6Rc+1RF1esHd+Y2fHba9NYZ25Ia52N1ttsb9HeqLFMGR+ckI4sgtUqMPoFjsyE6H4JzxKH7o9brE9bLce8lsvNy7Po2OG4C5c+EI9fz22/gy29NFN+e2XJb8q1bnI9da7n5+9x9U7t+/nDTtJzooSPsYMzqTXSG0u2+hCUoWyOg8vDdHGg4SRNMGbmwIzA26rP6/C2+4BF3tMLHvevnPvRzeX7m6CjT7mL6LVzEEEQKJqkKCepIysANuQJNDFOUCPxB8K6UuReEwLOIe44Gn5b9i7F/EQSWyKMLiD9HHpuPRuaR0Zlk+H6h76cZ13d517V831V8z9Wi62rJdbnovERwXZzpuSTdcwXfd5HUd7HUcwntuRx6rxGs34lZb0r3PcqO/oHx7hxhzFZ/UOuXdKygD/l0QWMP29gXrBoOHh0NHh1lzw0GWnv8akfAaGc83Qxj5KJqNq1kBCUjqZiMhkmZuJSJS0100MR/c+S/KI1P0vgktS+7zYCy8j0Niy40zh1f8c5+tAKSyieovYIxgLpDYA2DkaNa//gAN9vh13pTen9Gx4wvl2gCgjLAK/2iihHUrJjdMtFzsiGIDEFkDFFjiGb/ng0Y1LGCiksrg+nOUFIZTKpCGXUwk7VkM3LIxKSGE3JEpCwbP3HodMOZ+rgngViMfVgczYAXkzGMRwmMZtJD6ZAHmlqHqxqcXAgyYYiOhIRRITOcEkZS8kgG3BIdTqJ+DpjEiAcVlnZsKuxwjoC2K5lbqMwr1TvHgB2CXj2XGkEQgh5VT9qXQBFZU6f87L013XprJkP2n6zZuu/kcZWtZSSh4UDJSEpG6vAJKlY2JkAVRB0BwRgDNSdpgljNYQUjq4JIFUSKgKjlSIs7qk9SfRo6Gb5tLKVjkSkKqiAyhyV1AgwRYoiAIkjVcUkhQas33RmB9hDUjAinR4TKMXlfT2KfNXSyJ3WkiyntHNjQ4PzgrPXjhv63jhneOap7/6TxlYKG3+7QripWLdnasWpL68KPKnM+PvFCeduiUt38oq7HPm2d8vGZaR8dn7+hedpnbTMLdbd9fGZBQdOfj5nfPGJYWtL46Mazs4tbXj87eNwmVDpSx7pjb+/TL/2s7s191mYPDGMYyaD6MfHlPZoVW2tO2IMBgFECAwDvV/cs2Vj5j5P67hTEAUZkcsDKLClqX1zanKcaaRpLNA5H9nQHn96luHfN6RlFHa/uqH/3mPZ3B/QLC9SPbrE8kGt6bEPz3E1VC0pVj+Vr7t1qeqTQOqvUPLuoc8qW+oc2n59TYpxXbF5YbFpUpFyQVztrU+UT685NX1c/f0PV4s21qwqbX9yu+OMB3d9Pmj6psqyvMe8xuk86uBZ32hyh/RkYQxAACAJ4RcQhkgDggfCAUlRMy2JGEkUiiESQMcIYY4wJljESkJwhWMREnMQ4Og6CElBMJlTShBCMMcbyFxp+FzbtKMpa+Xz+UyxjLCMkyROs+dX64i7jBINKZBIixxUylGBKst1AQhBG2U4nkuQMJiIFoAAiRgKSCVBRllKpVDqZmnzm/xuIJIRQUUQIiZRmKBKoINGsWkj2SXTtQfWi4vY520zTC8zT8pueKa19prh+YVHb7ALF3GL9k+XKykHJGANzWNL6BTWHv54jA5KGRbog0XJ4kiMNQdQdBSOHtH5BFxAtQdEaQWZO0HiSGk+6OwaGCNT2ho7p+g4orGXNlvXV+uWbTr5aVt0wlnYkcHuP56yx57B+QJUEjV/OfgdOdkP1bMrIpkzZNB2WTCQIy2aWt7CpyXnCFziSlRUjcbU3o2ZFfRibI9QYlMwBocsvGHp9Ln/a7k/tP99e2aZ2etmxUKLPzaYDwrm846Wv5x78dN+JwpO1JdXH/nlo/eqNxR/u66of8AXB5OeVgbQ2KOqGEpYwnexBTm74fb4P+nX1udEs+wUPWgWT7mTTligY/aJmNBpICElXryOvqHHqDMMdD4zdft/QLT/v/sX3e6b8MPTKHXjTE+m8+9Mld0dLb2FLfxTZ80Op5kbQ/BS6bgT7d7Hjasl1qdh/udh/rTB4vez9JYQforHpJD6bxBaQ6DI5sirGrhoYXqC3T2txPXradPsJ893nenLO9j2/z/Lapua/vn3s0xUFuxYUn59bYVy0w7a41Lw03/h6ade63bYzp/saT7j0R+zWQ1bLAYN6v6LjQGfbIUVLtVHT5rJ2+ZwDcdtYyuJJ6X1JbSDzVUD80qLqf5Mjv+Tf9C8r6yuiZ8kXgzdlLZs2cLyFE2wBwTqatLjCWqNXpRlpOqFvP6JT7VcZ93R2HVTqj+nOnzQfOGH5xw79s/naxXmm5eWWRaUds/OOPL97+/rasiP6d8/aXqh3zK23PNKgv1vdfUf/8ANBZhbJLJYic2VmDnDzwTdNGLgt7fyO4LqMOC4XbVdJ9h/Q7p+Rtp8lD14X2/ZjvuyXws5fkbyHgq/e5XzkZwO33+n6+T2Kux7VPv1rv8IUCsYNbETFJvSs0DEaNXPI4pZ0DNaxkpFN2QKhft/YqK9rhGkdCp7zhd73hz9ggmt8XN4od6SPVdiDQ5ZQRO1Pa7iMPhy2cNZB5mSQ+ZRnnpd9c0X2KYFZzftXid6l2L+I+HOwJwePLMRjy/HIUjycA8NPkKF75N4bpJ5rpN4r+J7LRdeVsvNK7LgcOy+RXZdIvZcJvVeg/ivwwNWo90rcczn0XCXYvpXovj7pvC0+8mzUt9Hnb3H4hnTemJYRDaGIMdTnipzvC5/pD50b5Br7Amand6TLEzJ54l3+kCkQ0bEJFZfuDPLKYFqdFZ5n9xYmPjX/5sh/xZEs1nIkGzqs5ci4y5pfHreznhgYjZvXsCkzFzOxUVMgYmETVjbZxSXNTNzgixi8caMvYfEls2X2JsbvCWIjI2n9gtYv6RlkYLHBL+t8vN6XNPhThkBaz2b0bMYQSBv8Kb0v2cVRM0v0jJQNHtRwgi4kGUOylk3rOdEUEvXe8FAsk0TQbXYdKD9s1XZBEgSfSANUGuaJW6ZugkcJjKSkADBu2F5RZ9UPJ8fC/FiYHwuDJyEPJ5BHJAE5MxLFvgRxx/FgPOCHvXttpWWWyurRNkWisKi7qNR16JSncrcyPgLYB9hHU2Mpt22ExOWYJ7Tug8/KCytEAVqUxg9yy/e1mE45g80s6DlsjYGRQ8YQNidAE6IdfrErBdaw3BUiBo7qo6CNgSYERo50s7g5JJ8P0pN+csqLG/zQ4JarhoT91uiurkCRKVam9Ba1jG04b/uwWvN2Tfefjih+f6b7t4dNz+/UPL1DtbisJae0aUlp68LcxmW5NTM/PTljfe2MrZ3zyi1TNrY8se78vM/OrMyrm5PXPrXYMqPING9T4ysVzX861Llg08F56+tnfFr/fIVxY71zV5t1T3v/H3Z0Ltla/2Jp7bFuvyuORiSoG4q8Unpq1eaDRap+nywyBHkBtrXoVq6teO9oi10ADnAEoG4w/puK1lV51QfM/iEZBkXq4PFLh3tmbGhcVtSR2+453M3mt/S+tL97Sp5lSoFlYYn+2TLtyvz2mRsVj+QaHy/teazY+Xhu55wC9cytqmn5lpl7PDMO+B4tsz1WpHhsi2pGYfesYtcThZbp+YqZhU0zC2pn5NUsy61dubXxuaKW325v+Mv++g+ON607p9163nba7K+xsi39Cb1PciXAI0MQIAYQpjQOkBmPciECSBmcTsoxkaYxyQBOAUpiKSmJKSxmiCAQLGAkYCRhJJFx4MtuJcoEy59j0+ccKREqEioRkDGVMBExEegFxEkmeDFbCElf4MgJvpQnBDHZhuWFrceJ+pLkBSYJcrJnKVMClABG2Tk7lSWMJFkWJSRmKEoTOS7xaVnEABQAAID+j/cgv+lARJQAyUBFKiMiEipSkAlQjyCvPaicl9cwr8wwr0i/RhVoZ6kmBL8/1ffE5uZZecrV2xRHe5PmOBiDWcv9r+fIccjL7tJkralYSc/Jam9G7c3oGUnrFzpGowp31MDxxqDQFSLaIJS09f1xe3VJs9kmwBhAl4D+fFIz4x8lz2w5knfefMo4qvMmTGxc5WfGv44mFjF1XCqb2DTJkVlKMLA4u2qcFcl9ySrcxMrmCDaGZE0go2cFRxT0IymNK+wcEweC0oA3OeKOd6q79baegUCgz+fpGRutO3C84r1cxeEWPgUeHnxp8A8SZ4O/4t1de98/0KXxeKKgHUtoPEmHH+kZafI6f9JFMiu1+WaO/HLcvJrDag6rgpIyihRM2jIWC3jimS7H4ObNdU9MNd58c9/NN4/98mb77T+wTr+Oe+N2afN9qOJeadt96fLbg9t/FNj37WTVD0D3n+D4EXFcQ3suF52XpJ2XCn3XyiM3EP8dEJsK/DwSmSOG52Qi85KRnBCX0z88R9v9RIN++gnt/eccM872LT/s/M02w7v/rFvz8qHyJ3eee3KnLafcNafEuaTI/Eq56aP9tr0n+5uqBnWHu/X7Taa9JtM+Xeeezrp9LU2n1NpWp84WtA6l+xjaF4Ruv6zzZNTejJYRv7YZ+c2Go9+4r/8lf6VvevjnvnUMzlY2iG/iUWJWvWTKqlcZ0RwQTH7e7M0oLZHWlsGWYxrN3kbb/mbbEYXhlKXzbM/pU70F++x/LDM9VaxdWKKfXapbUN66euf5T08VlrZ9cLL75fPOnGrLPdX6mxS225zDjyaiOXxksRxajNlFwM4D/xQ08ouM69uo62LBfmXadY3U9yOw/SRz/rrYnu+Lu24K7bhJ2vkQyZvje/FB270/7bv1FsetdyhvuV3x3nuMSjXm56xRUcMJHd6UNQJdY7wxQMctQfx8ly9h9wWcgQEnYxsN1HjYA75gri/8sTu8YSB0xBEyWUMBjU8ysqnu0GhvsM3LbUuwf5SYRcg7JcMslIPLpMBSwZNDfIuIdyEazsFDi8jg03jgSRhYAoMzSN/tcs/3kesy0nep7LwcOy7HjsuJ41LivAg7LyKuS5HrCsl+Feq5Vuq5RnJdiXsuR64rJMd3RdcNaGCG4H4z7D/Y5zcYfX6tX9JzojEccgTGHMygixm0B4at/oApENEyYVWQM/nTRiaj4TKqUCab5aOOpDThxGTKbvZj8m+O/BelZGQ1l0VJomORLiBq/YLWL5hYfry4tDGQNPjjBl9M741auEx3SOgOSWaWN/gyem/axGS6gqIxkDSz6a4g382JXaxg4TLZ0jFJHZPOfjUbg5KeFbSBjNqXMgcEE8sbuHF7BQPHm1jeHBAsHsHsEfTetM6X1PiTGn9SH0gY/AltUNSHZVNI1HiCI4lMUiaNNa0n955iRwLAA+8ViJeiEZm45Ww/Uu4PpjnQO/Hm8lafjwqcmPTEEj4eB1DGIwpeLAUw7xV4ryD4ZMFLYz5QtwR3l+mrzw56hqC1NlKxzXzunDvpBhSARB9P/ABR0DfrIEUyweSRPcfXfrCeiMAEU+9vLC0+p9pj9B3sE+rd0ORG1b3Rs32JY73C8SG6zxbfbQnsU7h2trmKW/u3drg/bRp8/7R5zXHFxoNNr+xpfOGg5pnD3b8+YHphe+uyNQeWrT++YMOZJ0s75xWol3x27plNp18pObds05FH11avrjBNWVs1a33V6uLWZ3eoZ+U2TtvctKLCuGRrx7uV+jcOap7bp390U9P965oXVRg/7WBKdUxp2/BrB+0z8kwrKpxrakZVLPQDHHb6X9zVMf2j42tbhu0EvJj3E9ipGlyYe+qt/R12HkIAIQrWBPy+onbJ2v177EEOwAfgFGF9nTln/dE3DqrOe6VOf7TVI31c07OoqHNufsdzO1T/PNu1ptr8u521swt0M/I1s/NVy4rbni2qW76lenZu+9Qi62PljikF2pxiXU6B/omt+jnb7PO3Ox7Z1Dan1LKgSDt7Q+PUtbXTNnU8nts5fWvLgqLWZXk1vynrfGuX7p296r8fV65vMG9T9e7WDNfao819abVH7oqiAYH4yKS9DmQo8FlepCARLBJBwhlKJCTzkpiWxDSSeUokAASAEBExEaksEImXJEFCsowIRkCJSIlIxolQnNxLzLYnUXZ9cDLZhY5zJKbSBP9JhIqUiBdCIbmAI7OVJUhKMaV43KkHJEzH6wuRgxfuNWIyvr2I4AI9DZHg8+YlYIIEERAmkgwUKKXZTqQAhAecoUggSAIyaUz+f4sjMYgEZAIYExGwQIlIQJaBehCsPaJ+YmP1rMKOOZsa9vfGWQCfgDYbM3Pz2ubmK1YUtezp4gwRomczhiC6gCNTF3Kk5hvycO0pMIWJnpNNMbCloTsF+iDf4Q5V1Ha8t7tq2dq9r+9uOucRegCcSO4n0p+Otry6u/qzJmutD2lC1BpBvSmhi+VMTNLEpUwTG+E6LqNhUhomlY34mkhnyBaeRA3DBYky2dGnLiSp/WlnGnSelGk40edBQ2NobAx3dQVM7X2O1p6+zp6AI+Dv9waGxxwG/dZX39UfPC+zoluCjQrTn040F1TqbTZhtGa45JWC07tbfCxYPbzBl+nlQO3nJ4U1kwykDv1Xvj/js+wJS4csR6o4qvFTZYDXekNuDxPXmRwfftrwyEPKW38eeuiBvttuNP/qWufc64J/uZPkPYJL7kjn/6dYcXts+39GD18nNv8IjD+m3d+VbVeKzksEx8UZ+2UZ17floZ+A/04IP4biszKxuTiakwnPj4Vz/Oxcx9AjHV331JsebLDOqtRMbep/udLxt80N//zL0dzndh1YXNaysMK5uMSxuLB7daH+rR36kuNdp89Zmyp1bQdaVftVnfsU7QfUrScNLXW2dlW/sZd1MZluDiwMNXhlnVfS+yRdQM7uo2evNLL/9y+Onj+PU//fnDe/yS/5ixuroiYkakKiOixmw8DGxToMr2MFQ1AyhuSuMOgHkmr1kLbWrDum0OxrUx9UGo51dZy1nztlLTmge2tb29MFrQuLVLNK1U8UdzxXfuAvJ/ILVX871vv8ud45Z7vuqTPd2Wl9oKfvkVhkCWSekcPLxMA8CM8G7gFx+CeprkvFvmsy/dekXVdh53fBcL1ce3368HXe4uu5bbfKu2fwG2YMrfh5zz3Xj/7qVu+v7jvz0P2Wjz9K2PsGmZQywOsioPHLFpaY/eMZSxoWaQPIEBBNgYQlEHK6mV6fdZitGgnuGArt6A3WWDmHmQ1rfdjExh0hx1CoMsitybAv4sB84p+a9s9BoWUQXkn8y8ThBeLAPDS4FAZXkL5nYOBpGFgCfVOw62bZcS1xXAq9lxLHpdR2GbVdRm2XUPtF1H4RtV+M7Zcg61WS/RrBcQ3vuFLuuQx6r6Cua4j9e+C6HQ+uTPg2jXG13Uy/NpDRsFgXEsyBVFcg2RVIWny80S/rGUkTTKoiIVMA6RlJwwlZjlSFUupgShtKa8avtVB2ePhvjvyXnweiYbEmIKn9vMqXUfvTEx5afLYlaeBEMydZgnJXCHWFJNX4QiRSsUjNUvWE95glCaY46COgCZJsXosuTPURok2IxqRsSiFjEuvjsi6G9HGsSxBjBPRh0ERBHQF1BDRR0IfBGAFTGBkiyBDDhgTRJYg+Lutikj4qaaJgToIxBl1hPgwQTGaO7j3RcqZVjKVRREZ+WRyR6BgGN8GjCLkxHY1yATip4ree8WpGoNcDo1kT8kHIMID9kHBEwAfgBvBQcURAPlH0QtoH6QBJ++WMH+IeHPIIqVFRciMIg+wWIESHuoaliEDTpPZs6yvPvmbWWKKRzItvvr/gjQ9XbzjywvbWFSWqJ4talm89t6K4eWZuy5Id1vklqsfXnXm+pGpVXtWCLfWPbGz+1Se1D687vyyv9vncyueKzy0ubHkst/PRdbUv7mj9y576vx1RPl1UN21Dy/2ftr5UodhYq69QWj6p1s0rVs/YrH51l26b2nNuIHRmMLmhyb08t/nFba35HSP9gtQj0DZW+tOhztlrD7932tiVAT+FEIHTVnZ1bu0bFR0KNx8GYIGMArxxVDFvw4lclXsQgAPkB9imGZqTd/bFXYrmIPQjcGbg3BB5Mr/5kfcOv360e58xskMb3NjCrCgzPbhe+ehm7a/32n6zQ/PS/u7pWzoe2KJ/qMj60Bb1nCLV8grt7M2NM8ucs3f1zCzvmr61ZfbGmgVbaucWtE8v1M7Zpp+V3z5zfe3stefnrqtbltf6TEnLC9vqXy1ufmd7+yf72nKPqkqqLDsbe4+p3I32iNoXs7P8WFj2JWS/iEPZhEAMqQykRUgT4AF4IBkq8bLEC5KEeBlL43bcFAMQAAKAAEsgC1SWCJazXTiMqSQhGSArMcEEZEoEAB6oQAglEgWZgCyDKIMkgyRRERFRIjhLdiKlIsUixRKVJToBnRRJBEsEY4owEQkWBPic8L7gsPPFYfdk93ESIr/KkfSLHJltRsoXQOQkR2JKRFGUJAkABEGiAGlREgiJCVKayGkiixTLQPG4RxBI5P98kP2lA7AASAQkUomnUoqiNCIiD9gNsO6UYXZ+/dwSxfzNDUf7oxEAVkgXWFFOkSKnWLO8sHmXmTFEiI5J6zn5ixyZTfsVJpJXsrKzL3CkwpNRs6Kak/RR0EWgqie0R2E7oO2ut7v2ae3PFZ2cs2ZPvnLATqE7njlvs62rVh1w+BojSCdBZyjdPBQwMDF7LGNikmY2/XkAFSNpAoJmfE46nmg6GeqtDJHJjuCXVC/6sFzX47dFqWEk0esRfT6qau7dnnv84+fXbH5p/bqV721c/t7BPxWYdtamVLbOovK6rfvAHUEYjvcNz91/+r7Sky/sa2oZliLtwYN/2X24uMrZExuMgCUo64YSF05m/0ccmY28mvAOwxoWdw5K+uG4jwmzBq3ub+82PfBQ1623j/3qzr7bftF9349si37I/u1WVPwgqrhXKr8Nl/0yXPbj2P7rhbrrwXwjuK7H9m8JjsvlvsuTtquE3h+g4VuI917gHoHodDk+OxGZS9LL4pHFI5753f1T27rvqjLcfrrrwaqeOWdtzx3Qv/PJ6XWvbC97rqJmealqdr72iULLk1sUfyhVb96nP3jUWH/CoDipUh9rVxxtbT+pbTltqK+xNLT3Ke2chREtEazjMloO1D5J4eZVXtHAElMQjAGscQtZUsy2Bs0MnqR88/hNbJ5oHGbrm163C7nzv8eg4+4lWYhUh0VlWFSGxUnboGyNp8uygppNGxnB6he7+hKdnUN1x/VNBzrVRzWqSl3nCWXTKc3xStPancrVm+pmb22bvde6qKz9qT0n3qrKLzT+/WDvSycc88+Y76/W3dpuubtvbGYyvlKMr5Qii3B0LkQeo9zd6YHrMn3flXq+JdovJdZLwf49MNzIN1wX2X4Tu+0n0Ypfoe2PJP55V2/OD1133+C/627DXb9SzlvoqTjM2P12n6hiUfOYoI2BiUka2aSOS6mDgiqI1BzOGg7oGc7Ceu3sYA/jcgZ6ugMjhkBQw6R0DDUHwz1hvSe0J8L+TQg8i5jFhFmQCcxF3BKIPCO5lwWMU4Km6XRgJQz9mvY/BYMrYHA+6blftt8oW79FbZeB4zKwXQy2S6jtEmq/OMuRYLsYrJeB8xrJfg1vv1ZwXCO5rqTOK6j1Ktl8JXTfiHpmpDxvBYJ7e0JGIxNRM0gTlHXBsJ6L6tiEwS8bfKAPgI6VtKHUhKFeRh3MqLi0muV1LDKwRBsUs6Yx6jCvjKT/zZH/okxh0HNYE5DUjKwNIUOUGuJgiIMqDMoQdHLQwUB7ANoYaGWhlYWmMKljUbVfPs+Q+iDUsrRyJHWoJ3TIGdlvj+y1RvZaI3u6w7sswXK9d5tmZJueLdUxxRp/kcJT2OkuUHqKNUypjitQ+gqUngKlu0A1WqAaLVC6C5SeAqWvWBco0gcKDVyBkSswcoUGrkjHFmvZrS2DZarR8g5XtcsbIGB29OdvKtY3G0CQI2NBHCDioARumORIPBbz+yDv5Oj7h8c+OTb00W7zBzsMH+y2lVeOdhgFxg0QArmfpwNpcPPgTcKYAG4kjYqJgSjxZ5A3IbijqdEQ8ol4jAe3RD2S4Mn4ewOePjcIYNb0vrD6t4d3H8MY3v5k652LX33gtU1zPjs9a23Va3tV71bq/1zZPWNjw8OfNc3c0vzyYWNeh2tNvfPNk/YZW9vvWdfywqmhclvmdH/8pD3w+gHNvR+eXVLUWjmQsCWRNQ0HLYGZea1TNneUm4NOSoYh04Xg/c7QXR+c/fshVVcaAkBGKdSOCE+uq3x24yF1VA4QIQLQJ8Mnp7WLNx7/tNbaiyAM4AM4YBpasbnylR0tDZ7MCIADIXVaXFpav6ig+Z1zfcf6o7UjwaO24G/26abmt8wqbH95n/r9E9r3jmmfKWmbvr5lbqF+yTbLisKGVcUtS4s7puYpZ+xyPVykn5LbMmdD7bTPWp/Yqn5si+bhXPW0QvXUTY3T151fUtQ+Lbdz6taOmUWdC0vaVxQ3PlvW9NJexcuHdH85qP/olG1jtXNHp7eyK17tTDa4Yjq36ApJowkSFCCOIIkgKQEvAcKQIFJa5mUpg2RexoKAeUHICIkECBnKp5GQFoWkKKUwEggWAYkYxpuICEkIIVnGkkwlmWbn1AgLmGazXCgiWJQlQZRFUcaihGRRxpJIBB5lBDlFECYEEZBlkCQQpXGaHMdEgSCBEB6wSLFIZZHKBIuEIEzH1daIYIxlgsULe4QX7jjSrxDkxE3pa+vCEzTjkwAAIABJREFUufaFh0RlicpZSY0MKMup2aYpBcAAsUwmAxDgM2GAIEACSJLiFMFJJCcEISOJMiUI6P84t+abOFISQJZBlqmUyXKkREUe8CjQ9aeNC7e1zd2mXVikKukK9UvgxvDXeu+CIuXCbcblha17u4OWBBg4XsuIExyZ+hJHmlh+3IolIE4SkppBuiA1J6CdFY/b/YWNtn8caMpvMOoShAMyDFBudi/bemzphr3vHaje2aCsMlgNUbAI0OSP1roDujjflUKWGNIEMno2pWczJlY0sbKJwVnjSW0gowhjZXhynQ6rQ1gZIoowmSS5bFdyYpQpasOSJpBRj8SM/dFwHGpP6bf8o2zfxqNjrX0ZRxgPpJj2oXOf7il+7p3mTzdVvv3HrnN1QigUkDJHh0aXH6+bfaTp7bquuv7E4Om+Hb8vO1Je6xxKOSJUx/CawbgxBl/tR/7359rZrmRWXW4cirOBFKvWqv7+dsNDDzhvuYO77W7vz3/RdesPh5bdEnr/brn0PmnnHZGym4LlN8V23Bo7dgNqvgnMPwXrd6WuK0TblaLr6rTrKr73Ruq+C7hpEHoCh6bh2CwpMS8dz+HCOa6hJzotjzQYH6rrfrTaMfukc9Uhx0sF2vf/UvnZ8pLti0rrVlSYFxWYF2zpXF7asfmQbe9Rc91Ji+JEt/KQQbm3Q3lU3Xmu+/wZQ6dyUOsKaoaimrGEIcDrWUHtS2Xt5bWMrA0gXQDpJ6MZGGJiyIUcaQlkFw/+Vxx54dj6a+urg+/seyarDZjMzJz0RVH7o5pATB/kTWEweHFnF9dUZ6090q47qbIcb7WdVGlP206d6N24p+uFMtPMEsu8Mtv8EuWqHZVvni7eqPx4j/X1SseC8857mmwPtXXdbx94PBJdImdWSdF5cmgKxB/FobsTfTfw9m9Tx1VgvQxsV4Pth8R4Azl5S3z/jf6S69Jlt5DSBwN/uc028/quX35/7MG7NLfeoVjyXKRKmQgIltGUkpHbo6BjEwYmpueSmmBKFZRUQZS1qFMFE5pg0sSlLGzKzCT1gYQ6EO8MJHSsZAn6B0LtgVBJgv2jGHgKMSsxu0pmF0u+JZR9Jtm7sL/tXq96ChlcDSPPkaEVMLyEDkyXnbdL1uuQ9SpqvQqsV4HtYmq7BNsvwfaLifMi4rwInJeC/QpivzplujJh/pbg+A5yXkPsV1LrVbjramz9juj8VWJkdZDdMBxqtDJubSCj4QRNMK4JxrVsQsvwOj/RBZCOSeu4kI5Ja9m0hsuoOF7NijoG6wPUFIAJ88G0OpJSR1L/5sh/UWpfQuVLqVlRGwZNDFqDcHZYOOiIFqs8BR1jG5uH1pzv++Bcz9/OuN467XrrVO8fDpt+d9D06j7jS3v0z+/UPFPe+WRJ88rChhUFNYtzz8xbf3rexjM5uVULN1fNX39i9poj83Pb5m5smrWuft76+oWbm3O2tMzb1DxzXf28vIacvMYlhY0riptXFDcvKWzMyWucl9eQs7Vh/pbG2ZsbZ21qmrWped7GloWb2xZvbl+2/tyqTWeXfrJ385nOnoR8vKbxo/fW9Br6QJJ9vW7kx2iEwBiQUUTGMHLL4KfeYVhTonq71Pjuju53d9l/V2b/3Y7hV/Z4Xivr2XR00DUCURZIkBCfQNwCDGHwgDxKgQF+IEXGeGk4DQFAbhkCgAYECADyy3FPwmm0A4KxvtgffvNO7rp8SqHi2Pmlb2+c8ueSmZ9Wrj1tUHOoRwRDHNbX9Ty5perFkqomVnYDDGBo9uHf7VXnbD5fZIq5MAQB3ADrml1zC5r/cNrRJQMLEAIwRODJg/r55cbDPRk3AAd8D4KPOrlHN1Z9eNrSlQEfQI+Aj7tiT22pfrbg3Mm+8ChAL4JaD37jUNecvM6XDvfsdWQaRxKVo/D26f65W9RzclUv7jF+0jK2Thl47Zj1ni3N9+UqH97YtqRMsaKsbWGR6p7P2u4r1E+vcE7brFiRr1xVpJybr5hb3j2zuPvBtZ0r8xqWb65dtL562pqqecXKWfltKwqbXy5pfTa3/o+7VG/u6fjz/vaPzxo+Pa1de0JR1mw7pRs9bXbX9YVUnrTRl7GzmZEMyUpbIgBBjMNAwhglABKEiAAZSnggGSApQClAGcA8FnkxhYgsI16UUryQyAhJQeJlKYPFjJiJy0ISS0mKeMASEBkjXpISsizKsohkMStJzlrPCAhTkDERJcRLiJexgIic7VYSoBQTQDJglJ1Qy4iXxDTIQBDNDpplECUqZGEOExERWaKyiMeZchzgEE+oJFMiECIQIlNCqIQRj7E8WV9HjV+456sdygvWJckXa/wXpAmCHJ+eY5kgDAhTGSFEMEAU4yhAU7+zqt9R5xlUjQ06Y8Ew0DRAVOCjyYQgiRjLF8RqY4Lw/zFHEoQn/hAJyVDKE5AlIH6KNp3ULCnrmF6gmbrVsHi75q8njH8/aVpRoZ5foskpMy/YUr/HEjLFwRQSJ3Q2wlc4MtPFpc2BlMGfMgR4PSfrgkTNYWUAa0JQOxLdoXJ+XKl4peDsk2sOrKvS2QCiBPpEKFL2Lt504PniE3s0vVpvysZkOsdi5gg2RmVtKK3jUtpASuFPtHnjKjaRjZye0EGL2XiPSY7MmtpqgnIWJSfsyS7YnAuJmpBYPxB0JMHk5vu8ksPGrX2noGZ7vdgvjdntKnVHv28EA6BguqvydGPBx0c+fCpqaoS4T8bIk6Ynu4dOOrzdo1JsGJryG/a+s7uzzjHIEJ0vrWV4s5s3hvBX9yO1/6V/pI7NxiWP52CZAlKXP2PzJb0Dw1GF1vz2+9V3PmD95T2RO+8fu+WnrjtvCCz/ZfIfj2aKH5bL7+ArbgqW/5jZeyO7/ydY+0uw/Rxc10nWy9JdFwn2K4We7yR7voe990JoOo3niPEcITZHSMyNh+cy3jm6/sdbrI+d1T54Wv9YlX3hqZ7Xdhg+2NCy7oUjJUt3Hp5b3jJ/uy6nUPlUnuqtCt2Go/pTR20NR9Tq4xrjabvuhL3zgK7xkPb8GVuHdsw4FHcmwJ6mhmBK64uZWN4eA2NQMnLIwMqagKD08iqfoOewOTKhdGHJOP993i3+Xw21vwkfP+fIC2bcXzjPMnI2V+LzwHROMnOSOSzpmKTKH1UHU+YEdIWIyu5vbOlqO6HTH23T76vv2KtsO95Tc25k8z7rU5vb5xVp5+d3zc/TLd9W8/rRvevaNh+w/a5qaFGNY+o5431tlvsGxmZFY0vT8RwxMoNEH8fx6YL7LqHnBtlxrey8UnZcjW3fJdYfQusNyarrAju/Eyu+US67L5X3sOf3t5oeu3Lorv+0/eynnbfd3/u3NQlVl3801M3xrRGkCkjZjNys3amWwwZWtjCiigENi3RcRheM67molotp2aSa5XVMspsbGgnVhYMbefZVmVmG2KVy6EkUWCL7l1P/06m+RV7942HrbDq6Gg+tJiMr6cgSPDBVdPxCsH0b2a8C+5W0+8rxKbb9Mtl5qey6hLgups7LwHm1ZPlWUHFpSHW1YP0BuL5DHVdR5xXUdTVxXcY7fhTrnxLy/NEXONLrdXX5YiYureVC2VKxCVVAUgWwKiCpmJQ6mFEHM1kyVrFIw1IdQw0MZNdbtUFRE+I1oX/3I/9VadmEJpjSRrAqCrVeUmFg3z5qeCqvZmV+9ZItVQs3nZu3/tysdTUzNzbOzG2bmdexsqTpqe2Kp3epl27rmJ1bPzu3dmV5x0uHTG+e639hv3lhYcec3KZFRZ3P7LG8etT+RqVzQZlybnHrvJKWFbuUzx42PXPEtHi7Ynpe7eP5nTOLlDnbNMsr9Msr9DnbNDOLlI/ndz61o2NlefvikpacwtZFBe0rChVPlWqeLdO/tt/xcoVm0SeHtpw3eCjsP1nzz3+s8fcGQBLczhHRI4EHYAzIEAIPlcckfoQyw1DT5K83yad00m4l+eRs6qUK79KdidUVsde2+dft7x/wQsSdAS/AIIAHY68kuSVhVIIAgFfCY4I4gqgb8ACCMYAxwD5MYtjQqQFJivrIB2+v+/gfaxNpdK7D/P7Omvn/PHDfX/bsbLV6AVggYwCnXJHfldW9VnB0CMCLeQ6gOwp/2t684JNjuyzhEQwcHxsA+klz98Mbq1bt7myPymMEDctwzOSfU9owbbNiY+2YYjA4FIqet449Wa5cUN75ZFHL1sb+Y8axHZ39r+9UzF57fkVB5+otDR8dafzgQPMfd3Ys3NIxq8g+ZZN2cW7Ti1tPLdl6au6m6oVFquXlhpzCxhmfHZu25ti8LeenVrQ9sqXxkc9qFhY3Tv+scsbGulmFHdNLmmflKZdu6Xwut3X1+uoXt3e8csT07E7VOyd63z/Z9cmp7q31g1taRsq6E3ucmZph0jooakdks5sfisqMRBgJRTHJAGQQEnnIyJBEkETAE0AUJCSm+IgkpiQpIUhRGccyQjgrwkgJIuXTVJYEJEdFISRJSYpFijOSiEUBExGBJFFRQiJCEiYiobwMCBFRRpnP9x2pREgqS1FZiUk25mVcxIwJpROqEkopydp/yxIQieBxo3ACCIBQwJiCBICAEIKIiKiAME+wCBhls2QwltGEg+M4NuE0oaIMSCBIIEgGRKhISAZkHmQesABYIFggVCRUxJBNO5QRyTYRJ8TXF4DbhSZBEpALNTSTcDn+IoB04f4llRFICGQipUUEkABwJCMv522487e//tXvnrv3uZWv5a0/a9ENJcL+RCQUi8qSAPQLEHkhSv5PD4lQCUAAIlER4TSlPKESpiQMKPeYcllJ+4wC45yK0Qe2amdtbpm2oWX6htqF5aYF20wzPqsq1/uzvj+6gKjm0NdypJVNdgWSBn/CEEiPcyRLFQwuaTDv1fZVjURPD6U+PGVetebwuweaGxlhLJg6rrJ9eKJjq3KwPgjmJFhYycEiAyeqvMnsGV0zltL7M6aIpI3yCi6hZFO6cY7MmvanjGxcEcZZiMwKtCcwDn/OlxMQqQ6L6rBoioLWLxhH074wHD/Ysu7tvEyf0Lqzqbnx8P6aioYRhTnUz/NR4Ib9HbuNx/7Mj9TQ5EAsEpUkSEqQErHfzhrKlJ89tUa3SxNnwObhVd6kLQmGwUQ2F/Greu3/iiPHw7uxmqU6Bpv9kt2XdHmjKZNK/fZfa+98rPsXj/hufWjsJzf33n2jc9EvpPceFgunxrbdnS6+WSi+Ib79R5nTP4fGX0Hv7bz1B8nuS4Wei3D/5ajvWmnoeuL5OUQeJ/E5YmJRKrkwk8lJJ+f73E/YzA/W2afU2qdX22aetc09aXtqt+Hdj6u2vLyzfF7R6QXbtQv3OmeVKuZvOPNOufLg6YHz5+yqM07t0U7N4Zb2Y9rGw8aWYzpj22BPv+gKgiGQ7uRiimhCE4mpmYjGH9cH+awuSjeeNyOqWVHNyEpGyroRj6+xcvhzrQyHtRyeTM6crG963SZ/4ZsA8cvn0wuI08RgEzNuGKznsI5F2WROTUDIGgvoGN7I0e6w3BVKaBhOEQjrg2kby/f4Es21fR0nlOpDLboTRt0ZZ8dJS+UxQ/kx2+Jt9ctLbUsKh+dtMS8pqvnDsd35io8O2l880TW1uvvxlq6HdbaHR8ZmphOLcXI+z02Rwk9AZCYZvT1uvTblvFIe+A/Z/m3Z+G1q+U6q/bux4z9Ml/8sln8bv+1RYfNDY7/+Ts+d3/fceXPPHfdUPzzVnlcijPgc7qAimlYEQOMDg1c2+sabvmYGW/2yho1q2KiWTWjZpJbhdaxk5IgpCPpA1Mb2uENnY6E1EvcsYRYgLkcKLZX9SwmzGthnkedJYXgp9TwJ3tXC4FI6upqOLEEDj/HOn4r2/yDOK8BxGe2+FOyXYuelkuMy0XmJ6LpYdl2CnZeC/Upk/T7XcRXXea3U/WNwfQ9ZL5ftFyPXZXTgoozzmqjz9tDwMwFv2ZDbZPeGbFxK50vr/HF1IKZiEwpW6GDlDk7oCCaUYVEZlpVhrAjSTo6oGKJmkI5FpgAYGNBzOPuhvsjAJI1sysCl9WzKwCQNgbSRESwsMjEpE5M0snE9F9dxyWwkuSqIxt8xE9F2F6yhEE2QqMftsrGey1qLZVMTvvJ++oLm//+JmlSw6xg8Ebgn6FnB5mO1gZQyDfnm5J9q3fMKO2bmtszMbZmSb561vvH9Y80lNZpPTpmf3qGa9VnD7/aqGmyekQT0xMl2tffJMvXykva9utGALAWBKBPw/CHjjI0N7x41m2MwIOFBQJsMqfmbGxZvrD7uiLpSaECijT6ybGPtnA31fzxubotmusOyJQQfn+2eva5xabmxzuq3+0SrRzzrFFeXa+blt/7thF7jSfok2p0U/3mwufCkWiTQfq7mRNlepm+YSGKfuQ95EXgAhiVwy2RUAg8V3CLygOCBiBdF/HLET3wM1Oq5N7a5n92dXLpbeGk7u+Msw/pBHBNhFNExnF2vBDehbkLdMFGEjlLwAPFS0S+SBDErTTRNuMHgpg83ffDuP0UEddqel9btnf7uznvf2rf+lFqbABdAEyt/esa0emPlazua85UjLQlyJiB91j64rLB27qbq14/bN2qjhV3ptxr9K3cZpm6um1fS8eJx259qh39zzJ6T1/zENsMTxcqZ+c1z8urnFzbNKWqZnt/22Nb2OXnts3NbZ25qnr25Ze6Wtmy7d/b6hmlrj09be3L6mtNPrK2Zu/78wk11S/NqlxfWLtt8buXWmqfyan6dV/VCwdnflpx5c0fVu/vq3j/e/tFJxcZzuuJ6y+525xH1YKVx9IzFo+wN6ofj3b6Mg5WcQbEvisZ4CGDIwNdXWsIZmfCI8ogKhIiUSgASwFf6Z5PzXAmQSBGPES8SQaCCSGWZEgAZqIyQlJb5FJVFoBiAYiJLVBJkLEqAMCFExkjGiFKgFF+Q35LVSvOYZMi4ZARl1wopyRYCQiVBlEUkiLJAiEhxMp0SRR4Q8IimgEgAqUQaJEQkOZVJE4SpjIgkUxkRRDGmkowzkoyIKBNeJmmZJDGkybgsBiGEss8tq+7OPicZEczLWCYiRkkkpomIgRCCZD6DkYCIKIKYonySZATMYyRQiZdRhlApG4FDAQhgGQvZTU0KhAKhlCKEJEEUeUEUMgKRRIxETNC4kaWA+BRKxbNTdSSLcZ73Erpy3ZYfvfH2dX/9+NvvvP3d1/407e8b61yevgAzMNoXibKSJMh8SpIzAhYFJMsyzjpfIoQkgnkk8EiQsYSRBBRTikUiAQACKgEQCkCAYhAxSgHigfJAecAyjDdW0cQ6ZunZ1gUFLQu3d0/9rO4Pxx1rzhrfr9QtzW+etc1wf556bpGi1MDo00TDhs1MXM0hLYd1rKBj0kY2ZQ6m9VxcFQjr2FiHO6jwxkxxaPZnTg0m3j9reb6i5Y39lS6EOSyGCLQM809trlmwtua5EvWaw027OuzNowlzHAwRogkImoBkCP5f+37+PAF1PL4rK63g1Rzq9ITNTLzPlz68v7nk4728K67cfbb9yN/qDn9Uqzw4kBhNJSPAM8nROsOxPztqSuQRqxxLcVyGD4oJC9O6pXbjU/lnD3Y4+lMOluiG010c1oexwpOwMOJXFcTZeyxsQh9MKcOiKoj0DDb5ZKNfNAR4qzuhC2fag5n2MUk3BpaR5IDLHulqdby+SvngnfZf3jFw+13O237mvPv7Y4t/CGsfgeJ7ybb7kiV3siU3h/bdJNTdDMafgf1G2XQpOK+GnqtS1kvC3ZcnBm4k3IOQmA3sShxcKsUXCfwCNjbDNvpwq/WhatOj1Y5bz1kfO2tbddT6+wLFmj+c2LFkx+lZZY1TdzrmVphXlSj+uK0tf7+u+rRTVWlX7zfqjhrbD6gb96kaTxq1ilF7f8rhlU1uPhuvMBk1Pln/v59Y/5el4aTsoqT+gtJxmR5OVtt8Nef1VYc7Gg8rVSdM6hNdysPmohPWN7ZpFuSqc0od83b0TC+p/82Rkl2G9Sftz56yLTxtebjG/JDCMXPIvSgTnAWx+1FgJsTmQXquzDwQtf44YfgOtn0PnD8QrdeC6yey4ifMvuvChT+F8geg9IH4upv7Fv+k+xff997yi+5bbmmfucC9/2DQ7TMEkZKRdCFkZCSLVzay0MHKHQHBGkRaDmtCvCac0ETT2rBgCEomljdzCRMbtbO2keChYPCvaW6VzM2m3Bzg5hPvSup5MtuDxANPwuAKGF4Bw0vQyDwYm8E7fiY7vwe91yDbxdh5KXFegW1XYPtlxHEJ9FxEXRdhx0XYfjG4LhesV0v2ayTHtyX7D0Tr9YL1B5LtO7LjWui5AvddlXL9MN43J+bOHfMpjD63gkupwklVOKkJpfXB8dVnNYcUQawISaqQoAnx+iCvYwVdQNb6sMYLBgYM481s2cCJF+nDsi4kabNpB6xgYuUuhlg5yO5XZvPXs9e72RzJSY78fFt2fNHh88yV7PWNYeLC9GveH/8vc+TnJelYwR6IdMfhWL/4+mHzYx+dmJPbtLhUnVOsmrWlvUifGgGIAbjS8EldzxOfVP2jpidMISRDAqC2N7Xg48pVm+taR6QogigmliS8XWlflde0/lS3V4YIgEeW9/QlV+WffrGkShmW/UA9hO/O0E/PWVYW13/aaO0FFAESkKCgUb8sr2bVDqU5mI4BRAGUnPzSbuXSoubNTVYfwCiiAwAbq1R5lR1pAsYO1dk9lf5eHxBw6Fz8KMrOtcGN8CiSRym4JRijZAghL5E9mIxR0QeeMSirE1/YGViyO/3czviHO/u7HaIYADqUmeRI+kWOJGMYD2MYA+whvJeHFBg7TZCCuCf2yTsf/v3NvyEEJxr1s3776X2vbHnonf3P5VW9e0zz9tGO3+9rfaW8beWm2mXrzz1dVPtUXuWzRXVPFjTMX1c9Z+35xbkNy/Malmyqejy/fkpew5T85odza+9Ze+KeNUcf2XDm0Y1VD22uf3hj7WMbqqZvrp6Vd352YeOswtYZhW1LCzuXFnauKlE8u0P76gHT7491v3nC9uaJ7jVnbGvPODdUD2ytGyttDexUhQ7oooeM0fPDmfoxscUnqxhiCIMtCX0iDGEYRdiDUQDhIMZRSuOUJgCSAIIgybKctT+UJCFrOgiAUoL4tSVKRJSIJGMZjc9is0LmbzooQVkdBkaCSAQRRAmQTElGSMuymB3UjqtACBAREwxYJlRGQGh2qVHGCAiMz38/h0UxWwiAAJ380bjImqJIJIJlRDGRJJRBKAOUB+ApBDEwAD4gHEEipYAwJYgCoVk/SISxjDDGhBBEsIgRYAJIJlgkWKBEBCoDxf8fd+8dH1Wd9n/v2gFBRRR7W3tddUUsSBUQxO7uuu6uq2sXBKmCdOkECDX0DkKQGiC0tOklbWr6JJl6zvR2yrdevz8mAdT1uV/Pc+/vuV97z+v6IwnJMJk5mfM+13V9Ph9gvEPH3QGRDHOGGCeUU4kBAehgQAAOQDkgyjFhhObuU2EEc5bz3+FAGGDCMCIqYZgBJVRhXFU7CZVxYJATXzMOTAJF5R1+6ZznREMUGMYqYoTKsiwB+AHeXrLs+o8+6/rF2G4Tx/UaM+HeTyevPGWscNafKT/X1uZRZYVTxoAT4Dn8RZiqlCmMZbGqMEIACKOqjBAimIMMHCijlCJGKQNOgRGKKZGBqpzn1kYRx7nXCDGqchojZPmx8oFLTw1apR+VX7KrHjdiaGLw9b7qoasr+q02DM8vX1jeosnCmUDUIGTLfClTWK6OE0tY0vkTOn/CElZqk8wSA3MciupihdWeLWXWxUfK3lu6t//Urd8cstRgCAF4GRQ6xDcX7v9j/sk5pzwlXkkn0soEVCbBEMZav/Tv5cjOifYFjsyhpCUBGn/c1BZui7Cys+7FE9e2nKuTbT53+Yaac5vNVSfTPA2qTKOtSkjr1eXXHlnScGavs7S8tqymvrTu5OLC1f9YenxxsceVbg6CqV3StKQtIjPEqCakGP3Zn5nRXPAvDOfMk9WcksYQJMagagnI5ohSKqb1MWT0SpamWDiUjOk0FeO/0jz1cPWDD7Y+8mjt726vfvwm4d2HlclP0fw+UPBoOv93ofzbIlvulI/9jmvvZpW91aqroa4bdl4p2a/I1l2jtt1BAk/wcD8eHcIjQ0l8uJQcIUZfdnue09h+X1z5ZFFVnwM1zx50/Xm7bdKckhn/2Ltk5Ia9gwrKB6w3vbLW/OayitGrKtbsrDn6o+vc3ir9dnPtrurT2zSle02aIqepoq3WmXD6sC1ILD7lfFKX7qLSi/87OBL9nCMFpUpUzJ6Epqr1zMmqot0VJzeXlW/XW36oOVZYs2ZP7RcFppHL9c8vt/RZVTFi447P98xbqflsZ/XfjjpeOWrtc8L8B4uzfyA4WEr0h/hQHB9EkgNo9FnUcq9iuxHZruHunsjdlbt7EVPvxI/XxzfcIq+5j6x8RM67X/jyCccfenvuvcn78IO6h/9g+WSMoDO1RhRjKKsXFaOALD7F4peMomQKyxZ/xiSqhkhWH03poxlDWDUKxBJCloBcHYq7BIs3XBAXP1PEkUQcyISBVBwCoddZ++vM8zp43uQtb/CmUdA8AtpGEM8gaHv+Yo5krss6OfKSCxxp/y21X8KdV1DX1cRxDbJfRxy3Mdd93H0/c92B7TeBswt3XSk5embc/VJt87ze0iqvryKU1YpprZjWhzM5O1iTkNGLkiacLYuoFRFFG5H0omQUJaOgGAViCJKLDRkMYfU32jDKxZLqBNUUQpYArvSiyjZkCnJjiOpEkrus0YkdOXK5n/9ZYLQhrBoumD7QC98Qlv9zOPKXZhnIKCB3Eg44op9v1fxpbemg2fv/tr787VUlw5aeejP/7F6nHGAsoUqtEiw6W99v1tHPf3Ro45Kbg5PBhprQqyvPjFh+drUhUBVnTQSKQvD3XZYB8w9/vqWkPKA2EGgEmFXhH5Z34tVlJzZvZxl8AAAgAElEQVS70pUYXADFYfaPTSX9l5V8dbxOg2gbQCOGxeWuV1ZrXl5vKQ4xJ4AT4FCIvLfLObLANuNsWzUGD4CdwbxjmpXH9CmA0uLSdQs3e+wCSSG7zsUEoD5gPmA+DgFArRT7FPBi6lEhBNRLoJUqzSQTAHMdfLKu/vXN2Xc34X+uqD+uSUgCUI/8axwJXmAeDm1AvaD4VchCVUUVZCHji0/4dOz4z8elkuqyjYW/6/+n+9+c+Nzogn6Tdw2esav/tM2Dpu94d2nxu0vPvLHg2NtLjr637MR7y068v/z0P1ae+yD/9F/yjv55yYE/Ly0cs+nEpJ1lsw9WzjlsnravbOaB8mXFNevKG/LKnCs0dQXGlq3V3r3u8MGWVJFPORmklQFUGVRsguqO45Ys9WIeJDxEmcCpwGmYswiwOEACIAWQAggRKhAIM4hySHZ8kSWBIiAICOKYMEyZSqhCqIKJDJQARUARkA43HIZkTmT0KzeCch6LNAeS//U8lHaMZBlVCVMR7xjL5tgIgGGsqlghhAABUAEwcMRyzUgCHDFKKeUUzu8Rdjo7otzDxsBxLvGF4pxnOOUIA+IAnPNkPBFLpVOMRQD8APZE5ogvuKupsaDaus2kiwGoiCiSLMtZxHFOxk0IOm/NwzkFAkAYP8+pjOTG5RcMIH+qp8EEEAZMgNEO4ThXKZXVHEfm2pwyJjKlKgOVAWFYQTKmSMUKpogDpkQBorJcrA7luZxuDARxVWWyRLMSlWSiKEhVEUEIEYQpQTmdeiyWyAJ4KP1s46ZHJk2+a/KULmM+uWHMN3d++M2yYmN9JH2qtLTO5Y6IUZQlSGW5+1cxUpCaxThNmcKIyiliHGOKVcIpqBQikgyIEIQJIYTRHG3nPsac5SAyZ7SeY00ZeBRgvdY5cFXFC8vKXlt28nBTNgkQIeoaU2zQ4qLnl54ZvuLsAo3HyOCUkNaGUW0cmYKpUo9Y1h7RhzLmMDIL2BBAx1vIytLW6fsNhVVt7rTcgmF7lffVBT++kV+6uTpx0O5fdUo/82DFjBPVO+oSZ+NgiHCDyHQhrA0iQ0g1hLA+iHQB9d/1vto50VZ/hpKmKK2OE0sg2RImdc5E3vQNh1cdChtb0mEXYFHG0SwgVVWBZoB5XIZNtsLvm45ucB865C1z1OwxF3yQd3j6HmiigVbiaFV0rWlDAOlCuFSQtTGSezb+hQm2gPWRrFmUKwPIEqQ6kVaEqU5QLQG1IkLMcV4pyPY2sb3NE9SX1kyZdOihx6vvvq/hvvs9j91X80TvuhG342nPwcq+2dUPZ9feHlp1Q2BTr8yxu8B8P1TfSmqulmsvheZrs46rEo7uavvdEOsD8QE0MpSGR7BUPzU5WBAH2+qfP2d5rMjw6PHKPift/Q+7P9hg+GZy0cI/7l43eOOBfmsq+q+0Dlhp+nBVybRNps277Sf3O7X7bIa9VuMuo2677tQBs/ZMXU1NxOlRHAFSI9BKkVgFfHHoayd7IaPwv5Ajc+1JrZitjKLakGS2+U+fqDy+o+TsljL9Dr15j/X0QceqPTUfrdIMztO+sMo0sODMyILdX+2buUwz7aDrn8dqBh/RPXHW8nR188Cm0DAmDZeTg6T4SyzVDyLPkOY7Jcc1uO5qpeFy0nAVs/UgFTdkC3snCm5Nr7oHr31EynvB/5eH6h7qIT58V9Pdj5c80te9MC/haqsTM7pgujyIrAKu9qesoYhFSJt8WZOQMYUzhkjKEMnqRWQIEkMAG32oJhitF7TB8OKs+D4JDWXBQSw0mISHQPh12j6cekZwzyjW8ipvHsY8L/O2IaSlP7T1lZ23Y+d1UNeF2H7LnFcw51XMcTlzXMpdvwX3Jdz1W+a4lNquYPYu4O5BHNdh+03MdT80PQNNz0LdY9h+D3N0p44rZXuPrLtvunW211ta2e6v8Cu6EDEEiSlELEFi6cg6kTXhbHmEdLQkcxzZSZOd+wwd686/yfkAGcLYGCHWMK0UidWvWttlS5AbQ1wnUm2YaMNILxBLkFQGiEHMIWAHJp7Plf7py48vJLr+x3JkR7BBBJaXtb665OjrS459e8ByuCm7250as1c3eE7hjKP1elGpT7CT9anxhxwvzivtv/TcX9cfm3fOMf5H3av5J4avNb+4uGzogmNTfqz8aPXxd1aWvDCveNDikreWFY/eUvr52mOfrDny+rJzw5eU9p9z4rWlxR8VnPx6++kvtpYOm7N/0OKyV/PLxhWWTt1xZsZu7VvLDvaZUfTSYs3oLaVT956duvvE6B3lg+ad6jfr9JsLi6bsOLPoYNnE7QdGTVu27FBZgvHCHw5N+3pBe10SFGi0elAA1FamtMjcq3IvUpqysh+TdsxaEfUh3K6Aj9BWkvGxdi+MXlv15hZp5Ab24Vph5+mY6AXwYd5GWRvlv+RIP0AbQDswH6gBBGlwGF2QhXBjaPwnYxfOmC9l8eote4f/ffRH8zd8t6tkWWnrap13szWwyezbY4vvrorts8VOtCjnAuScVyn3KWYB10SpLYFdGdaAoT2jtKVUbwYHVRqmNAE0BZAEiBI1znCcszhnUUqilMQZTjGkACgclE4/bQQIcQVxhQFioFDIUkhTniIsiXESoRQFlYOam/8yQBRUQrOYZGRMZEwQ7rBCZBw6/AUJlzGTEFUIR+z8z0BHP+0XRRCmmPwMIv8fOJJSyggFSjgjOcLLGdwokkxVBSiB3I4iZVSiNIGYypna0RTssNShFHBH5sp5Z28gONfmzO07kg79CcqNjxFXVVXNZrOUMwWgLpsu0Go+2rip76Rvbx83+abRX9/62Wd9x31TKUTaxWgwKESj0bSSYUA5MJprOkInXmOea93hThbHQAh0DNkviGag4xEqAApjKmW8czWTEIIxxpR0thWBAhAAGSADDBgnhAAwxgjBKiUISVmiyBwTqiIsK6oiqSirooykJrJKlHCJcCVHbBQzrBKkYKTgbELCGRwTopSBoKoFp898vmnz2/kr39qweuj8JYMmzF1+4HSDP3z6dHG1xej3tTOZUYXIcjaTjqdTMVnKKIqSUdSsqmRVRVLkbDqjprNAGQAojAHiQGjuhaaUEoQJwhSznDYox5GM0PMcGeSwUe9+Kb+83yrTHzcYjrSyBECEQZ4x02/hyafmnXwlv3ReWUu5BOeEVK7VYQ5mrVFSK0NVGkraU/tNjZtPm7/aXPLq3H3j9poqJQgDCADaKHyy3dJ/TtEf846N3nBkwdGKwqawVgaDDPqYpA0iTUDVBFS9QCpjUBkDo0A0Pvnf9b563u/64um2SVTPtsYsYUXniVS1xOJJKD1es3Lamln/nKY9flqs94DCiASqBGpalkKexoqDluXjE8e2R06caD9ubTvacnjy/m1jVovaxhZnytkqmb1ypUg0AfWUP1URQTpB/WXCSu4relExhZA1SEwhoheoNkz0IjKFUIUfW4PE5U0HWlv9mpMVkz478uQj5nsebnviGdu9d1Q/fqPnzXszk//AljyLlj0o5d8RWNld3HJ9+thtzHQP2G/ntp7U0YW6r5Rc12bqesmtdzPxKZ54icSG0NgISL6Oki9Ews87m54+Y3noiP7hY5a+x2uHHbOP2lE5ffKBWa+vXT2ooGjgBvOA5dUjl5r+tlqzeJthz0Fn2ZEGzd7qsm26st360gPG0z8ajGZvtTPq8GFbmFtE0hFjFqHn/Z5+Xv/TJ9b/Zp3H4p9xZIUoGWNqdZzUBrNWR7DirOPMD9oTG0+bt1dq99mOHrSv2F3z2VrziKX6ISv1r24xvbJm49eHV26wTD1if+9kZb9iy9MltX219f0SicGZzDA5M5QmB0HyeR54UGq4Pu3ukm24FNdfBu6roPpacqZXavdNyXV3SKvvl1f3oXNeahjYs/H+7tEHHrfe/EDpy6/6tvwgBOJWb/JsEJmj4Awr1V7R4I2bBWYJ5Uz7s6awrBeV3HWaIYBtgXiDUCaG5yriu9z/MviGseAIVRwOwgjmG05bh6LGIbh+MHhehvbBStPzuPlFaHtWdt6OHD3AfRVxXMKcVxDXVdx5GXNcwl2/5a7fgusy7ryC2q4iNV2JrTuyXYvtt4L7UWh+Dlr68vrHVMddqrOH6uqStfdI1fVNeOd6/BqzN1gWUI0CMoWQNYisgmoSlJxhpDYi6SIdfyOdL4GU09VdkNtHVV1U/Y2+XdZ6Za1f0QVkQ0iuFJWaCLJHO//SOtvjxqBq9avVvtx1amcz8kKUi/xTnVcHRxoi2f8UjtT/K4jUiaSwBX+62zp44fG3lh8rak62cfACbKtuGzDvxKD55/66WfPxBu2ri84MWKrpv7z2paVlLyw913/56WcXHH16fnG/dbWDNrkGrNINWnF66Ipzg1boX8q3DFlbNXDx2eGLi4YvPDIqr7jfd4eGLiwZuVz/9lrj28tPDZ2xa/isva8tLnp1SclLc4sGzN098Nsdr849NOj7AwO+P/XasvJRM3a9OX3bm1O3/HHBoVELil5fdOLNOfv/NmfXh7M3/2n68nenLdty2hhV1QP7D435cIql1A0yBF0h5KUQBPCqEFCxV8U+kANAWzl4OW+WSFMaWhTwceTDgTb+1SrzW1uzQ9eoH22IbjkZDbRx8GP2rzgS2gC8nLcCbwXWxkmASiHVU9vKk+C1tU/8dMKeTbuAww8HD363dOmekjJde6CNgoeAD8BHIQIgMAgziANEABIAGQAJqAxYASIDznAVccihEwGgALlzMAKGqYKBYOBKTstMscoQBpIjSBVAPW+1zQEDKDJRFITUnEWOxLHCMWEqxThJSIqQDMESwTIlCiUKowoBTIASoBgoAdZZAMA4I5QgRmiOLjllOYz7l7dcLsv5T/9LHQaltEP6kpN1cMI4AqICZaDKVJVy2YAqZRhxpna28RhnrLPJRylHrDO774Kzd67N2bGWRzEgBAhxjDpakkhRkKoClDQ0frpx/YPjxtw4+qvrxo69/MuJ3cdN7j12whNfT6gMp2vcHluNs83TLkYERFQAxjgCIMAJYIUjGRBhJDfLBZzbAuSIMzUXZkOYmove7uhTMs6BMI4wkmQpk04nM1JWxui8ATghBKsIIyX3NGKKqEKQJAPBSMqq2QzGWJJVAoAUrMpIUZCCVERUxFUEKgI5o2azqiJjImMmI55VaCpL4ilVJoARV9NZmslijINZqZVAPUCtrFQlVHuc1rQIbnf9qaP7LYYSQfSloklJkmSiSDiba4XKmCQlNUmxlDveOJVlGau5lUgGuV+A8RzyYowZwoAYA9qZ+thxXYE5k4GmAbYbGp5deKbvcvPgFdoZp/yHbdFD9vCft9X1X2l9Id88bLlm+vG6YkExRKWaUMoW5vYUmKJwuDG2Xutcc9ayvdx6wFQ740TtgFnb/7SuuCQKIQBnMruz0jt8buF7a87NOGY73p41JHlFDJdF1IpQ0plRLTHIJSwYQtgoEJNI/41DbZNI9eGf+P50Ljup5hixZ6E6rFa4Qy0CDYXAZfWd/VG79PNFiz6YdXzhXufBSqUFpxyxtiKjv/CUaeakk6O/8OzY7zlW1Xy0tW5P/dbRK5d9PNlW3tbUqlZ5Fb0nbQxiXYTqE0wXkH+tH2kNEqNAdCLRC8QUIh3e0SLS+VRrS8rvi4QMFfrJX5zq+1j1Qw+0PfR4/SMPVD1+s2PorelJz8Dq/mj146n82zOrbwpt7p49eguY7wb77czek9p7EGd37Oyedt+K2x4C8Q8s+iKJD6CpV0h6JEqODPqfdzU9WVp9X5Hl3qLaPifqXi+s+ftGzYej9y/606aNQ9cVD9pQPWBl7dD5ps9XmpcX2k4ddJ3dW6PdVWnaaS7drjm2u/T0mRqzLWj3KbYgqhapOUy0gloekrWCaorSHAf8L+bI3C9o7ORIvajoBNkQlmtiqjOsVDWIZSWOI/vKdTuNht1G48HaM4cb1u5wfbbc/MpSU79V9n75p97cvHNy0eItljEnnO+ernmpuPLJU1W/d3meiaaHI2WUmnyZxPtB7GnkvSvT0DPluhLVXQZ1V4C9G5iuJydvzW6/Lb7iZnnFw7Cyf3TMg7V9u7Q+dEfLXQ+U3/+45S+fCrra5paEQQRtgNsEXBPKaL1ZvQiWIMktEZpE1ZDzyhEVvYhqAumGkE4UFyrC+9z3Kve9xgKvI/E17B3C/a/w9uGS46V07QvM8zL4Xk65/oCaXoDWPrL9lk6O/C13X46dV3LnZdx5KXP+hrt+C67LwdmF1nZDVV0zpiuVyh7UfhvUPQj1j7P6B7H7DtV9Q8bdI1PXJeXqGWsYFAosrxeqtMFwiaCawhGrEK0UolYhbgwndZG0NpLRimm9iIwCMYWoOUAsAWwJqJaAbAlJPzNv+k1NDKpiYI6CXiCaYFYXTFrFTG0kaw1JllBH6JYhJBtDsiUgW/1q7r3gQruxo+monr/g66iOb/jP40hT6EIullakedb4SwuPPz37+J/XldhlCBJoIbDJ3DBwue65vNpnlmhfWKgfusw6fG3VkOXWoYuLXswv+8PCoueWFj2fd/y5JcX98s89n3f8qbl7+swrHLDs9LDVuuGryoblFb29tvi9TSV/3lD29V7zBxtK/7Lu7EebK77crpmwzzjrWM2s444lZ5vmnmufr2/LN8Y21MprbLFVlalN5nChO3XQmTrizBY1q0c88rE25VS7UuGjhuasxZ8yeVMN4SwF1tboKViyVXPCTCUmCwpqk3FzFrXJUgB8reCqhxJNuMUmcT9QH8LtstosER9L+XBTK3yxuuad7fLIAuWfa3z7SxIxP/A29WccmRNoQxuwNgptHRzJBSbWC7HWOI0zt6lh0mcTNafKGVK37di8OH/xobPH6gVPLm0vjRMKSxHIYJ4kPINIUkZpRCVVTWZTYSkZJXKaKFklk5SSWZTFJEtJlnAVM0Uhito5vmW5sDvEuEo7tg9VlMIkQ4lMiUKwTLDKCAXKKDACONeVZKCwXJgLR8ARcMwZuZjzcoLlnBkNpggRVcVKrjqwEauUoPPRzwSr5+XJv6ic7pj+TE/zazfCcE71ArlHkWM+rPBsmimKSkkKOvpMMYAkAOLAIde1YznNNaeMI3axn855V52c4yPntEOOTToyYzhgYJQAtEjKxN177xk95oqPP+4yYUK3qdOunTSn1+Q5N4yedP9HX56t854uMZ0rLnHWOLzeNlWVObCcQxDnHCkqUlSuUopZZwghUIqBqIAUQuVcYarkArhz+muupADJQFTGGAFQANIAIoEw4nECWQako1EJgBDNZHODb6CcKYhzjgCCKg4BxAGiACKHIIcAQBAgAOAH5sGslfA2Cl4AH0A7hyYMdRKrCsfbshIFyCaiRJLEVMYey9ZIvE4mpmDS6IkeK9EWHTqgOXPYVqNt8tUnJTUFEAdoZaQ2Hjf4/XpfQO8PVfgC2qBQnU63MhYDyAJkGI0pskIoIpjl7Mw5pRSTTo5kQHMHQK4zTTlTOZY5FJqb+i089dKq6r7zSoctKftH/qk/LjnWd55mYIFzwDrH4CXlM4pbNBLYFLD6EtrW7BGHOP9o5YerD43fcfaAO9SAIQhQnISv9uleWbT/qx1nV58xLzp4ckZhyaQfrYUt6hmRVWVBK8rlwUxlkleGpUp/XBeQc9oaXUDV+lRdQDWEflXU/P+hzu8mXnxqMItqaVtU4086MmCLEWtbyt6abGjLuOqisTpSWVhVNHXnolFTjy497j5S5y2saVh/6sQ3Mw98+u2hiXnugzXtZ4L+E772g7Yt4+Zvmb/HURN2B6jZk7EGiT7KTAn+L5P6OnQ2PmII4YoIqYggUwhVBpXKkGoWVWsgLcZk0WrVT5t05rk/1D30YPDBB5vuvL3qgWsCbz6UnfgM5D1H1/4+uu5OYevNwpZrleKbQXcH2G7j9uuIrRt1XoucvdI112PfMyD0g+hAHh/M08OJ8lo69Yo/NMBi61Na+fgx60PH7E8fb3y90DV6edmMiftnDVm9e+j60uEbnUPXuV5bXvnlqtpVO91HjjWYdlWbtpkNm3WarZrS/YaKEme1W6wXUU2YVIrIKCB9GOvEXOyFagjj86R1kRH9/5K59sVj+tyM2ygohrCqDUnaUMYYlWpianUgo3cFzhmbSneX6Xactu4sN++3n9zXtGZH/Yer7X0W1AxZVz1kzYl3t2yYemLuFsuYY7a3imueK656tKz2UU9wcCb1mhQfqsb7Q+pFiDyltt2bdl+H667m7svBfjnUXgeG29HBW2Nrr1VX3JPNe4yt6dv80c2Wh6723HeP68FHKx57wblgtWhpaBBIeXPW2K7aY2AMs4oAMYWIuSNMHBsiWUMkY4hkDWHVGsq4hMqAuCYd+oL4/8j9b5PA20h4R219mXlHQtsoyT4gbn2ONA8B37CEq4/S8Bz3PCPbb1Ht3aDuCuL4La27DDsvB9fl3Hkpc1zCHJeA63JwdiM1VyvWrgndpbK1G7HfyFy3E+ftyHETcl2DXV0zdV0ld9eE67Zw45u+4DZHuF4jxkuiWYsgVIcitkC0JpA0h9I6IWsIqaaAYgylzcGsOYAtfmLxE3MAW0LIElI6rg87Ffq/KRdAFwdzBkwZ0EeJJpQ0+KOWQNQkpk1CxihmjKKkE2SdoObsTHNhfbleY46vO3dfOi/4BGwV1Fze9H8UR9J/xZH8y4N1g1YZ++aZhi86WVjtd8WUs23JL3eUPTX/7Avrml9cZ39piWHYgnOvLDzyXv7pb3admV6oW3KyZm2pfUOpbZehea+5dZu+udAhHnYJJxvTZS2orFHSejLVIq5LgysJ9bFkUyYTAghy7kc0BwcixXHOBQAvEJFDmEEQcBQgzUAkEGMswVic4SjGUUzSnCsACdqx8OeLxFLxEIoljm4/dnJPcViIkQTBXpV6GY1ArYOuOyqMXls3cZ2u1JKO+0AKIiJQ7GNKAOJBprHDP9fVv7FFenej9NXqBr2NSCGAVuVXObIdg68TKMPQYKpHEYwE9cyhc1O+muJraE/HEyuWL1mzdsWJk0e8AY+cDWE1itUoQIbiGFajABJjEnAFQAWm5jYOc4NdglUKhANDBCOEOGDKkaxKGUWmHZNZBYgKlACwnGeNwhACQoAiRhVCJYRzA2iZUplihWCVkvOlEMwuXl5jHcNrBhwYAAd+UeVohkAHuWIO5/NOSM4r51/dfgGK0Fm/0o/kiDECjHagJGUcI1BUOZ2gAAkASzK1p75huU73/Ynj0/f9EEilYpmMlMmq6SyRFCAUGOcUOnOuf+HCmIu37syVyQXbMI4IVlOM7dQbn/h6wrVfjLnu2xk9ps24dOz4bp9N7Dl6Uu9Pxzzx6ZizzqazZ7XnTp6pt9tb2z0KkimARJDKucp5RiUSohnCkwRiFKIc4pxnKUcEMyQjlFJRCuEsJhKhCqMqZwQoSadimCIVQGS8QcbGuHS4yb/eaFtZVrnJaD/oaDb4oy0SSjCQCUgyRipDCgZMkSTLlNZFYwUlpXOOHv1m38Gvdh/4dNu+j7f98PH2wo+3F364/YcPtu55fXnBqGXrRi1b9/qqjW+u2/Lmui0jV60ftnxNvxkzZhzY365kvaI3rWYPaLVvzVk4eE7eqO+Xfbn1wK6qBos3WFJ2prT4YFWNzp8KRwEq/MKScs0Hu/YOXpb/5PQ5j30744kZc56cMOvpKbOHLls5+uDh1WZrcWu7KyuLAIKSTUgZRc5yrADPHWYUMGdAceeFRC5ykVKMuCohfKLGM2zpqeFrrQMXlY5cUvaPlaffWXJy6DLtSysMA1eZBy8umXLC86MA++qjh6p9y4+VLj1u+mTd8SHTNn+1vbwiDiGAhkz2bBy+2HZ68HdbB0/d9On6w/OOaQrrQ5UEymKsxJ/R+JOWsFIZYVpvVtuWtEVUQ0g1idgS4ZYwWMJgEpghhP+N+5Hn7QAvzrMxi6o9CxXeVIknpgtkrWK2Nqw4RWz3Kfq6SLANN+2u3PH+srI1FZ4SIVIaKpq/f/uklZLGt3v8+p3fbm8rbm/aZ0ueaW49aJny3neWCk97BOx+bPajEr9UJiJNUD4PkRfHQ5tEbPETY5BoRLUioujCklWQawOyw682ev3R6uraOTNO9P2D7ZHHxAcfab77FvtDvdpG3aJ++ywsex7WPKWsusu7+trgvhuiR3uD9Xao6c1sPYj9CuLsSuqul+tuz9bdC4lXeGwYjw3jiREk+1o89WqDb5Cxrk+Ruc8Ry9OHa1846H51l+2TRaWzP99b8Oa6PUPWGIevsr22wva3lZbpm2u2/9BysrC5dE+NdqPGtNNo2G8qPWLW6upt7XF3VLGJkl5UtCFJG1I6QnoEVRtSfkFaFwQ3/+Mn1v9m6f4FRyK9qOgjqlaUNUJGK2bNEcUqyBZ/xuxJ6c44NPvLKrac1mwzan5wFh9oWLbD/f7ymtfW1b681jBobdHb2zd+e/L77ZVfFjlGnKh+qtjye5PjWa93iBQbgdPDaGogi77IQ8/KLXep9derzsuw6xJe1x1qe/MzvZW918jr7ojk3YG2PZFe+qh7aM+m+2/wPnR/7d2Pl77yevv23b5mv6Ulrm+VrREwRbFWSOVW+/QC0YvIEMnqoxl9RNaHqUFI1YZtreLOWGiKEvgbCbxNQu9g8V3S/ir2vAqtb+C6V1KV/WX3YN4+XGoaoNb3vZgjqfM3tO4y7LwUXJdz52XU/lvmuARcV4LralJztWTqIlmvVKuvwo6rsfMa5LhWtXdH9quw83LsvBK7uqXt90XqP/IFihxi0CCkdNF4jeB3BP31voDLH6oKhs1CxBKI1vjipnDEIsYtIckcVI3BDt2IXlQuyq9i+jD7zaR92kVn3dscYpFPKRFUTTBtCSVqhIQxnDSKaX04oxeVXNafRiDlIqsUZKuYNYWzhkhWH5H1EVkfUS+eXFg7fcXMYtYs/idyZEcollbkFWH+/tLKuhsAACAASURBVLbKoevtz620DVtWMXnLmTVHtWM3new/u7DfasPTK2qfXlI2fMm5j9eWLDlVe9ZH6zCEAERgMaBJqspAEUCC8QRAEiBOqYQ5oUCAZ7GcoUjlFIOq8myuOBBMlYycoCBjqigACmQBMKVpFWIqx6qSUQBkUGVIqZChAISDjEkiGyfAkiRGACMsUTkMKireWXRoQ6EQikIGeJDidvA3w4pd9f9Y1fDOxsTotVZbK0hhkD0yaZXBC8TD0q1sTxn9oMA7oiDxl83pievdTW0g+zk0yxdzJPyCI3krJx4MEV551sqTLONNb1hWMGXMZCWpBNq9c2fO2LVtq6bkjOhvZygJTGFqFgAjNaOoaQCmqBiYTImMiUw5IUARxypTEFcQwYwDJUAwcA6UUoQpOS+q6JAuEM455qAyyLKcGyFTOZUplkjuSeYYSC6Y5Dz85aQYubFjrhmZI1FKMSI5B0ScS3BBXM2F/jGOACAnVaYUE4IwkRGWVJS9OJbv4vpp/AlcVP86HyW3DQmMAu8YoXMVg6wQgpKUlra0fblj7yPjJ9/y6af3fPnFQ199UdPqafR5g/5AMiAq0SRXcQcIM9SZHYMoR4iriGOVdXwsA84CkThRGMoJiRjQNMCSouLbPvry5imzbpq9uOd3c7qP/faW0VP+sHDFqIKNX27aVhdOlpfpTh0+4qqyeHytMsUIIIlRmvMMhwSmaZa7poAmgCYOrRwCwGMMp6iqqklFTSpqEuEsJh1mk0BJBlgcoCYRX11R8dd1G1+cs+iRSbNv/2rKbV99e+sXk343etJLM+aN3bl3b2WNM5mJAUSTmUxGophgjLMAZ5sa31288L5PPr517NTeX03q+cWEXl9OvWnczFsnzrt14rxbJnzf8+vvrh095ZoxU3pOmNZ72uzeM+b0mjbz2m+/u3nsuL/u2Folx3UNta3Z2KIjh+/6ZPS90xfcNe67mz+bMGDm4v01dk2VUaM5Y3PXiopyqiXwxda9t3025rKPvuwxdc6N85dfP2/JdXMX3PjN99d9M6vXpJm3Tv7u3vGTX1mwdEWprlJCLelYMBVLpRJUyXKGOKeMXchpzGmUgLKc4yamikpZmdv/ypJjw1aUvZFfOvloyz6X/EMTfLDN+uKCohHrjMOXl/1jh3n8cec/NhxffMJeHoraAHY3K28uOzZy7r6NJq8jA7VCdOFx4+szN07cV7XWkv6hmZamwKTAKX+gJJSpzkJlFGlaE3pv1iKySpGYAxmTqBoFpA8inR8Zguddz8i/633VGqLWn4ZrWwVsFtUKX8ISp4awqhVlrZDSBZN6b1LfltInFUd95Mzsvac/2ZA4KbacDDgPuBZ+sqB4r4k1gHNv3fJ/riz8bo/vgD1+ot61UzvtrzNNZc2NAVLdJpsDuCJCdAnQiOrP5m7nUTKX1WEIqdqIVBGVDGHZHpCb2uRIc0PJ9GkHn3yi8qGH/Y882Xbvfe5Hb7UPuh3P7CMtejqy6Hew9gFYf3f7mq6xI73B+hCvvQlVd1dslxH3pdh9hey8Vmm8lwSe5enXcOwVGhsB2Tek1BtN3iHlzmeLqp8utPQ9UP3ij66Rex1/zyv/+ou9C0et2TcgX/tWQf3rS2rfX2iYVaD/YX9NxY8u064a62aDdq/+3B7N2SKLocZTKyarE1lTJGEMRrSiXBHK6oNKLpRS55N0Adkk4oth62IDoP/xE+t/s3Qi+WVLUi8q2hgqD8sVYkYXlkxRtTKKqgRkDciuJqI7XXd6R8WZrcaKHSbtbsOPu615W2vfWGkeWWDrX2B+ad2hD/avWmWafsj15yNVzxy3Pl2se9TheDabGMXlUWp8IBH7Q3gA8T0iN/aWHZejuktZU1fu6Ana6+HEdekNt0bX3SkW3ALbnpS+frz54Wvb7r657f4nj99/n33atz6rtd6fNPtRhV/VhTOV8YQhktKLkl5EelHRhzO6cEYnIr0I2nCiKuxsEg+Iwsxs8EMSeocKbzPxjxB4S2kayVvegKa3pNohaftA6hmO24epdc/zlj4/5chLsOsScF3JnZdR+yXMcel5jswar6L2rsR+FXJcgexXYUdX4uxGHV2I/TKwXwr2bkrtIzH31z5fmUuIm0MpUzjiCFfVC1XNweqGUK09XFsVsdWKDmfIYY4GzJGwOZzKKbW1AtaEZU04WxHDFVGqiXRYPf7m7dXFfWfsfjnv5LvrNTNPNK83hw56EiVprEvAqRgrEiV9TKoMS2WedKk3bRKTVaGszhszRqXyYKrMl7EmwZqGklDGHFSrwrhSREZ/WuNN6AJZQxgbIiSXy3TxkWEIYWPw3zk6+X9Vv5Yfn2Pt3PeYBWoUiEYgZWH23g5zn+WlAxYWrSht9lLmU0m+JjRy8bGXt9b/fvrBUfP3rim2ukKZDIc0ZQmCUlmSVEkaMwkzpGAiY0IYBmDAMSWqqmIV5bQXGGOEEKYoZ5WMAKmgdqa3kU6PZaKCqoKS01sQqnCmUo4IYMYRUyVQJM4QASwDVlAWOMqkY+lMHDg01TRsWbqpQqODDIWgInuywRBM3lj9ztrQkHV08rLapgAkWxPgiUFDGDeKmRDz+2HcttR7m9Ij1kX/tt5z3CCnvcDaMfPxnI35+eLtQL1A2jl4QWmUIUhIUIk3xTPeNEvQxqq6KWMmbVhdAByOHj06f/7Cvbv3VBp1YV9LTo1xMeXkQOeicDzAHHImi4hf7LP4077az+KVOyvnaA1U6ZB95Ay3KWEd0Xk/nSF3/r/nZ80XkC73DHPU4YzNJMokyjP/5YLjf/fGUa4/2hF/TQAIZQjLFEcB/rlu4z3ffNvjqwmXj5905YQJN38+RtfaaLXZLOUVvobGTDgGKgNCKTAZI8oJAMs9z7knlTMVQGWAJYJkSikAxliRUxwUDiwI9Mvde2/4euKNMxf2npV33dezbvziu4+37D4rxKviGUckZq116E6dqzhyskqn9wY8SSTHATyYmMKRHWbrjINHJ+w79M7mTS8sXPjikryhK9f8sWDT7KLiY64mPwMfUsIYhWIxoIyk0qComBIZeDvASp1+YN6K67/85s4p39808fubZqzoMSO/x/Rl109betUXU3tP/P6miXPuGTf9rbyCfbWNIRV8oWRCjKjxWDqbalbR4Fmz+8xfcufMeTd+O+eaKfO6TJrbbdL3N89aftf8gttmF/QcO+eW+Wu7fre066TF3SYu7j1/Ta+ZeXfOzr9h3KQPtu6pz6qFB464mr2rT2vumTi717xVd8zbePOkvBs+nfpZwS4xKh05dNRHUbkQfnXZjru+mXfNxEWXTVjYZcryWxZv6Tm/oNu8FddOWX/NhNXXfruy55xV3Wct7vndrNu++fbd9TuKfDG3hG2NDYloCKiCsEQxAQIkZx1Kaa5hTCnGnGHgSYrLmsMD5xwcuaL8LytPHffIUQCB4oUVoSHfnxyxtnrQqqrBK8zPTz30t+WHrFns4ygEoBPk0VtKRs4/MWz+qfdXnf1s/alJO7Xrda0lArJI3JhQchtO5jDTh+l5XzaTSM0CrgypVaF/m57m1+q8Q7Wp03o6B5Q/c/wwi2plSK0U5NowcTVl8r9c0bK90vVDtfdEc9W68iV/mStWye11uLGdnylrWTFr9/y/L135/rK8txdsX3vCURvzhMHiU4wRoovg0kDWGKWGkHpx6QRVJ6haQTWFQR8lWjFrCCgGEQxhbPOFfPXuuhkzKp5/SXfLrY2PPdT61KN1993sG3CnMv5ZsqqPtOKx1Ip7Eit7Jzb0QEduANPtrPZWYusGdddAXXdS0xXZrgXPAyC+xJOvQHQ4iw7BycGp6FBPy8u6qhePmp85UPXkfsfTh5ve2un+csapye9tWDp8+ZFhayzDNla+m2/6aHH5ig2VZwvrjDurrFv11h3G8o1lx7YWl5dVGdpatRGfRgwaw0lzmOlF+Mny2C8avedTfM7X/zgI/rvO1+dPzZ16KaQXlfPVsTcpSrYINTXEzp1zn95r0GzVmXaatfuspwuN328z/nmxru9CS5915iHbjn5yYMUq3dij9e8dt/Y7YnzyTOWjjqY+sfDLJD6CRYex8MsQ6au23Z+p64Vc3cF9NdiuhsrrwNwrs+8hYeMdwRW3otWPw8K+4rv3uR/p3Xj3HfYHHznVp0/juoKkL2poippiYEkScyJdFkhqg8gUotaQVCuEayPByrBgECN6gVQJ7fXiCUFYJIU+ZoE3IfgqD74G3ndI8xuk4U1o+ZPqfi1W2T9Z2596hrPmgcj9lGq7A9f0YI7LwXUZd19GXJcxx6XceSm4LgP3FeDsxmw9UHV3paoLcXYlriuI6zLsvgo5u6qOLqrzMsX5G+K4BtnvlN2DE21z2kKG6mDSKKRM0TabV9PYXuxt2xP0F/iFlX5xrRDcHPXubo6aGqLV7kijLRyqFLKGIKkIkLKAWhqDshjTRJg+TA1h/Jv8RuXNTaX9Fh56dVnRxxtOf7zqx683HRu/vXh5qX1HY/y4wIwR4ohxexyqYtgiCEYBaYKyKQaGCNEJqjmMjKKkE9NVAqoMqZZg1hzMWiPYEuc6kZz1ZjrzjjoQrUPI8j/Hkb9aIfovOfKD3dVPzTv+p3WaI650hNMYwE6nMmzhwSfmnR285OSiMy5nnKQoZFUkEyWLMrJCshhnGVUIxkhhSKUUE+AMKGGYEJTzubvQ0OrkSAwdTaOOPDeCFaoqVFWorFA5J1AgBHGGCFNzHMmRzJHMGaIcKVxhHAFTiZpKJaOqrAie4N51uw7uPSQHU9SfZSEaDsGaI63vr/W8tQ19sdZ9rp7FEjTbJhJ/PC1kPALsLxf/ujr4903Rj7eGlh4K+v3AAoCbs6iNdahqfoqSrI3TFgYhkDxpiENrVQsJY54ipw4cH/vJGLPWmEmlN27cvHBRXmHhj/bqmkjQdx4if8aRP53AdprC/GQsTH5Sv8KRLBeLQpXzDtsdW4y/wpH/cmeRU8Yvcszh7MLd/t/nSJUy9TxHcgoUM4ZwinJXPDN45ryen37TY9yMK6fNuWzit9d/Mu6os9Zod5afKbVZayL+CCjAEUOMIgCFqlk5I6tSbtYvESWlZFRFUhSFMiAUZFnFKqJMleQ45SQEbOz+wpu+mXLjnMU3zFnW/ZvZ13w1bemZ8lONvi0nTm86cODQ4aMlB4/oT5yyWa0t4XYBkCboH797z4tTpz0x+dv7Jn57/Vdjrxv9TbfPx1w3bmKvbybfPn7qo5Om95867/1l6/dV2xplFMxKLS0tKJNBiqoANEvpqcdOPzZt9nXjp3b/dnbXcdOvn7LgnryNXb9betXUxVdNnt9l0txrZ+d1n5l327yVt42fdfdnE9aXGOriWVdjS6C1FVPkUZWJhYV3fP7F72bMv/27+TdMn99r+sJeU7+/Ycq8m6cuvntm/iPfr+z2zYwuU+ffMHtV98lL71q+7ebvV/cYO/ueibP/uGJjYxwVHT1XbffsMNU9MGP59Ys2Xj9rw22zN14/Zv7Ls/NrvdFivUkXj449cODuiQuuGzf3pu/XXjd7TY+JS3tPzrtxwvxbv1t81Wfzb5iYf92EvK7fLu4+Z/nd+Ztum7ronrFzPtlSeKolUB8M1Tc44zFBVjM5t6YL7qGdiwe54zwNcK45MvD7olGrDe+vLTnmQUmAMPDluvDIxWf6L9E+u7ji5QLby0sN768tOeBJtAE0EihqjHyy7vjri4/+dV3pnJOuHTXBU224TOCGGNdHZJ2YNoVlc5iYQqTTp+OCv69VUCtD/7b59a/VxWEnne+uPw3aDl9ASaug1gRVW11i5l/n1KzXKJaUZbth0+crj35f6LHL9Q2qy8dr6qWSk/Wn91gq9tVUHLC57In2ELiDTNee0YexPkoqBMUUYxeMb36qOznpz5wLK6YE1/qlsraUJ01i7mbXmo3n+g623v1o6L7HWh+/t+KB7o7+Nyvjn6V5A9SVTyWWPxBbc0dq203SgV609Aao7k2d11PX1cR9terqKjuvpU13gP/3EO6PIkNYYghJDckkXvYHBla7nj9j6XOk8rnDjv67G9/cYP9iRsns93etGLG2cGSBdeRa+8v5xs/yTq/6wXnogPvMNpN5l6Vyt1m7Q6f5wWLWNdY0hWoTKWMqoQmHtUJKE0KlfvRLBfqFbQHh5yuhhv/lHIkuEOT58qHKADHZI+eKas/uLDfu1lv2mTV7dNsPmCcXWEYtrx5YYB+4oWxUwfrxB6dsrv7quO3NI9YXj1se0tsf9rX3R9HXIP4GE4dD5CUaekptvUt2X6M6ruKOrlDbg1V2Z2fvTO7pFSm4Xlp7L13+RHbcE96X77Hfc0PL7+7XP/DgudffkvVWfyh5pr5N7xcrgwFToL0yGKgN+u2hepdQ6Q5X2wSPNRgzhWhNKFQfKg+EVqdDX+Hg2zQwggZG0LY3SPNrrOUdaPszbXojWTMoXt0v4+oP3leg+XnqvJfZe3LHVeC6kjmvwM4rwdkNnF2Y43JquwJXd0FVVyuVVyuV3YizO3F2Ja6riOsq7OiKHV2R4wrk/C21X41ttyt1Q+LemW1CRW0oZhEylnDAHdE1C6faQ/u94obWaL4nuswr5Ad9qxq9hxt8h+sCx52BClvQVRUSrEHFFOQ5H4bOEbT6m5IsfLKlfNS8A0tLW8rjvKg1XGCq+7Dg8Kt5R0atPPm3DSWzDph2G7wnm9SSEDNlsC4M+gjoRNCKXBPMagPx8vawVcxWh+WaCKoUZIMvU96eLvPLZQIuj/D/LI7seJwhcp4j/7rN8vySkrdWnNuuC0YBYgBrK9Mjlp94evah74obTDGWBWDA5XSCE5lzGVOiMoQ4JkxlVAWiMo7YhUyRDjvo8/lvuTziHD8RhnPDU8YRImou+hhThTA1N+7MqSVyYXGMd2wHcoYoUwhVADAnMjA5mQinknGUlDQnyjYtXd9e2wYpSLemU35e2wyTttT/aV3Lhxui8w6FLR4ICSCK4GiBI9UwbnPLh+uFf66qz/vBEwhBuknhzVloI9TbmV7Tyn9Gk6wNqJfxEEm3JdtqWiHFgw2+JTPmzZ42narI7XbPmTtvRf7akyfONjV4MonkBbD7aVDyz8jy/L9CR24f+Vn96ykyI52G2+jnHHmhfkalv4Jzv3L///9wJCXoYo7EKooB6H2RJ8ZO7fLJxO5TFl42fclvJ8zs+fnUXVar1u4qPnGm1lybjqRBBTWDklkplsnEs9kURhJAknORkDBnCQAVIEtAwaAqTMqoHBPOiCylCMMC8KlHiu6YMO2WuUtvmLfi6snfX/X1tKXF5ZaoVCNE7X5/MBxprLZXnDprrqoWALbotG8sXPLAuMk3jZ18w7cze89beuOiVd2+W9B9xqIu382/bOKsnjMX9Z664IavZ942dtbIhSvX6iz1KclgrRYEIZKRvBzyThXfPX5+t9Ezukxb1Hvp+l4z826ZsuCWyfN7jp99w5R5PSfOuWbS912/W3zJjLzrl2+9dsbKGyctfn7G/AONbZaW9qqqqmQy7suktZHwp9t3PDZl9oOTZ9/yzbTeX0+5ffzUu7+Zds+46Q9Nmv/Q5Ol3zpzXbfLsrpPmd520+LrZq2+eu/b++Rtu+2Tyh/nbG0PK8YMlWkPdoTrxjslLeizcfMXUNTfO3dZr2uonpy0zRxRDQNje3PjQpAm9pi26bsaSnnPzr/x6Rq8xs/otKHh95ba/bNz9esHBF+dtvHPc/LvnrrplyfpbV2y9Zc6a3hPy7vlsyuLT+rpoqtyga/U2xdKRlJwkTKWdq7HnD8vc8CENcK4lOWjR2eGrLcOXnFllCtcp0MxhalHDyCUlzy0ofS7f8O4B/7s7WoYvPfXx9nNrz1TOLzw3duOBT9b+mFfWfLidlkVBH1Nqs1CZ5EZB0QZSBiFrjWCzgLVe+Wfjl/Pq6f/7HHDBVPgn1elgfHGZRNXQnm7zkh3jN5/6ekfjOv2RKTu3jivwlvvcbaimXan2I7fAm7zU3Sg5WlS3AJ4wOIPU6JU0QdkYZ9oYqRAUraBeDJGWnKFJEFUG0NlwWhPFhgjX+iWTL9ra0NS6fmvF4Netdz7mu+XR+J0POB++3jCge2DsA7Dy+cyKJ9IrHgrn3xXecmv22O1EexNU9QLXNaSuC3J3ldxd0/XXSZ7baPBxiL7Ao4OwOITIQ7Lpl73CAKv7qdPmB49afn/ENuRY3Tura76advb793dtG1pwYvBq06hVjj+tqv57fsWGbdoThx3agzbTHoN5t750R/m5A9YaQ6DaE7dFlWqJ6pOyVkzrRcUQYRXhX+jff9qM/CVl/s+fWP8dx8/FX8nZwlysubnYXVLTzirDUB0imqrWc0Wmih80ll2aqm3assPmbXtrxxTYRqy09c+v6b/s+B83r5p0au7+ms9/tL12sOrxYsvdNa5nYsHXWfxPLDIKRwdDoj8XH802Xp+2XYFcVzJnV1xzJVT3VI53S267JrG+d3bdfXxFn9Qnv695vGfb3Q82P/L0iYefdC7Ka3c7jW2NVUK7ra3J7XXW+1yNfmtz8HiLsMsTLmwQjI6gt9JPa/0xd6C2PbgrHpqkhP6Ig6/QwCvY8yr2vMZb34TWd3jLW4r7lYxjUMrRP137XML6aNJ0c9bcDVVfwR1dwdWdua/h9utobTdUfYVivUKxdlWtPVD1tbjmGurqQZzdiLMrcXbFji7Y0QX/H/beMjyu82r3TxMzs2PHduIwc9IwObHDadqkTfumTSFMZpQlWcwMlmWSGWTJYpZGwyxpQCOWZjSw9+xh2vg8+zkfRnactHn/54WenvM/Z671QZeka2xtzej57bXWfd/G6Wz/9WzvDFq3Ljzwlmsyacwp7MU9KoxSOb39mHPIbhm29w85FCa8a8DZPOqoM0/WTEyWTNjyx7HcUbx4GL/Yjyv0TmuPMxw16tHgpBajex30dQUS62/TLn+QfOm0xm5GaALBPg5ltGpfjK/8VVHn1guqlGpJyvmuHRXt288KCyRDl/vxbgcUY0jmRqoA6o0gCR5WEkznkF1q9fa4mB4vVLh4IcZ2YVwnBqX/wN+bU2D/bfs3/22FAfmPJdtiJxAQ8L3S7iezBa9lCndfHKof8NX2ez47PfBMYt2HJa1tOMIR8oX9DBngKBLxAPLMVM7HDyEiU/02EN2u46M+0FNmKxCxUe3qT8a118wip6arUZNnCLloZsnUdwKahzTiGQioqDsgZCM8pIMBd9DrASRLmPFDaQerK2oZFwhZApyddZmRbhwlnBz4a779u6LhtJNDVV3uDhV1tA7bmq/7tmBic4mhScNjdgTsiB8nkYVFVgTN/I85EiIzjGYkIiuizTTvZCd6RyNYmCLCTRfqvvnkb10tLYiHVVWVMfEHDh05IZFo7DYCsOgnbcUffvAff/4HX+u/I8h/nyP/nkT/v+qHx89lFUaF4dH653MkCWDU5oaPKnI4DjIM50VI4Qr8MiZ10ZYDi2LyfhGT+YttB1Z+e+CIRCI1DrU1thuUOr/DywVYjkYUQmGEcAoM+8IqK16tMeY1tR+oqourbTiu0AjM2FgYeFhEcigUpMJePwxHWJZ2I5Tc3H7rtpjVB7KXJuXO3ZcyfWvMr8sq4loF8bV1e44fa9X26EzDAoXW5A+02V0fZpUs+cOXq7ck3JtZflfOkTWpxfNjMmftSpmzL33azqRpO5NWZZYtTy5ZuD9/xtaUBZ9ufykxt2XCphockmu1E6FwG0Y8H3dgza6CVfFlM3ZlT9ucsPCLnU/HZHxUeGzLhYa/HD73b4dOP5OYu3pX0pKEwjUFZ+bsKVi2r2jxNzs+v1CrdQeEIsm4yYhhGMFDuctVNWg5N2Ap1w2W9RrPjZovTzqqx/HqceIiRuSYbU8ePb0ysXBJQsnsvTnr0srvzzh899f7cprlw9bg5bPNEulAmzl04+akhalHZicdnhtbtmBf8d17syUEJbTa00Qd92z9btnO/cv3xC3ZsmfZF5s/KD5WOTyp9IYVhLvHz0qIyNGe0c9r2udv23/dN7tXJpetPnBoxZdxHx88p8J8bWLR4HC/Fbd4Q26Ipn6tVxve0bcAB9kwj0QTgQ0Zna8U9v4yueOjir7EZlN8S//7xcIN2eLn89RPFig2HtW/WaJ5Kb7yneSTn2efSq+V1g67u128PIikLl7iCPZ6IiIrIbZ5pHa/FAvJcUrhZGUYHfXBuWrN9mNvxX/y39WoWPXKQvxPOPKqj/HVUhLMiJUVnpAd+nNOzgcJRzaXqWt0QTvqwxgtwUrsYaWD7HfzOgcjn4wo3EBhJYXmoNAekXmA2MN1E7QIo4T2yI+8fnBWg7G9drbPzuo8jMbJiSciPXZqzGxXHj3Ssukt2fqHXPc95bntoYGVy3oeX+Defi8qfIzOuSOYfYs752ZX2Tp/1TpGsg7pViHTImCayfTfENbNiAwvpuzrGfeDvO85FNiIfG/y7jeDgU1WfIN68LFm1frL6vU1+ierjL872/PN3oa4v1SUvV3a+UaZ4a2int+kdW/O7SyskCpr+ztPiuVnpdqLivYTba1VUoXWqrfQMkdI7mJkXlbojERlQwoPlHn4KynEP1XB/wOHIzy6P/CvPlj/W18/V+uHfvOPo24UDiRzcEoXpcGCct2YoFYhOt6tOSLRnhV3XNLlVvT9IUe2IaNnY7Hx7cOt71UcyhHuPt73t0rTS9U9d3Ro7hsc2eh3/ob1vAe8r6Hgy8j7BGO5OWRaENHP5HSzgW42Ms0FwvmRi0vd5UvdZWu48seomMfG3lzXf9sq/b03N9y/5vi7j8kupREB+SgmsDmEk46GSWuzxVprtR2z4UWTziNjmGjIOqm10n3WoME2OuZoxvHUEPEJh78NsY2M+XV2/G1u9B0w8i4cfZ8f+xUYf5se3hjse9qrus8jvdEvmR2STyNV0yPqmUHVLEazkFbPo9RzKNVcWr2A61kKNmi70AAAIABJREFU9cuQcRnonxftRwLDdGCYCQzTo2NuUjcjbLjfM/zXyclyE96jcQbkOCPHA2oLqbGENZM+jd2pdlp6iSGT0zCM92LO85jruMNdanMfmnBdGCQkOueoBncrnWGlk1TjpBajtQ72urcOtj+fXPOrnLYi0bjSS44DMAZRXr329b0n0loGjQxyItRHOEs7NR+mnXxtT8knSUUZFzsPtfac00xcHvVJQqjDCTrsVG8Aqlys1BGR2EkpzkkIKHJBofv/GI5U4vDvObLbxX9eM/BItvC5HM1beT3vJFf9NqtxY472maS2A3XqEQ4Fedbns7NMBEDEIhSKGlLz4OpINEoqUR9BeKXFBAEb9cODCESJJ+oOc5UOIaCiHHm1B3lV2wF5BACAkOMRC3k6ao8IAY0AYCJBxLMQUDQVCvt9PpcbQdR2qbU065CsS817OWAJIgLhY3BkDDWp2cM1E4klguSy1gNFDdnHJIcvDTZIQxMYso3x1ATDj5NoAiBr1C7lGsPIKERO8lGOBDYe4hwxjLnNBCKRVqxJ3B2bGhPPkaHBAX1qelJ6dtbpC1W9+iEn4UM8+nuC/MksO3rO/lA/w38/3y/8j1W05/djjvxhP5W9JqM6Wv9sjAQwcoUjQZQjo/3IAEKGMLMxq3DV3pQlsTk37E+btiN+9Tf7S9vatIPD7XXNKoHUPm4nQ4BBCOPYDiue3yn6Q17JL7fH3Pb55pV/+XrZV9+v2LHrpm+/ez45/c+HKjLrOrqGJvEIJEMs7QrTJOVFKF8gv21r7I37sxbFZc3blzZjW9yM73ev3Zewftv2dX/+U15zs2rc3mIYloXI9/OP3/LVvqVfHbgjofym3bkLv4hZvSXh7r2Zd8dk3bk/45Y9yTftTVmXWDBvd9qqjKMrs04u2p1549d7CroVRsx1ua1jjOVTpar1e2PvzjyzPP7g7D3Zy3emvJiQV9al1LuC/YTPRARMPvKspv/j8jNrdqYsjytaGluydG/h0n0ZD8VmCOxeqUxtlEhtg4MW6+QQhvcNWyX6kTatsaPX0NGna1Ro6pS97YYxNUKf1rcsi0metTtzYXzJ0sTS29IOrt+RuuNyc8uYQ6UbaaxsUqgGuu2R+2Pzl6ccWpRRPiMmb2Fc4f1x2VofM+oPdE2OH1Ur8tWGfGVfbre8oEXQ3DdgsjolSs2l6qqamro2gVhhtjW5fG9VnFkSm3JjWtnsXTmr9xQ+HVMgtLi7FeqeHs3Y+GAo7IU8fS1Hwms4EvCcYtL3ambni8XGJzJVT2SKn028dM/2imcz2l7I17xSPvxEnuSpzNaPj6ti64wnNZMKL1L6kMQFBNaQxBrR4ozaHuwlIjKckOM+GR6UYWTUY1yMs1JiaitR62C1jim9y/+aZpUag9GKpvFe/fy1s9cf0aSTkpkDoy7UY/QKhWMyhWXESuuG3EprsMfLiZ3hDptXSTBanFFMhtQOSuEGMhen8PFiD9eJRYQ4pXAD2Y/ztZXXcqQt0mOl9TZ6Ytw9eLmx4/cfd9x67/idDztvvWf81lt0D62wfHIHyn0SFd9D5aylym4nilcFL9zMdq8H2puAcQnon8v0z6SNMwK9c9mJdcj7KB98gQ9uRKF3eP97tPvtUctGtemZZsW91cpb6/ofrht576jqu5TGmD8cOfxeUdOmgr43iw0fFkm+L2gtPtLdUqXWnuuTVMjEpyUdZwRNVSJFr8Xo4pROWkqwcjeQEkBipyVWSmZnxBjVbY9EOfJaN6V/6HCkvKJt+pcfrP/VusqRP0bJn+4tXOFILQ4ltpAYD2h8Ea3dJ1OMCS6qBeVSzRGJ7Gxv1fm+uEOSj7Kl7xaZ3jisfaG0+qsLqVnSPedH/lDV/8tq1b3dvU+NmTf53e8A/6u87wXk+yUi7mdHV4d751Oaubx+MTewkFffyDWt9Z5c5Th4o6v4tmDqg75tD2men979ykzpn9c0b7tjrOGvPF5kG0x1TZZg7lw7UW5xnIrWhL1xbHJk2MxqbUGtLdhnxwcxhQ0/7CO20cSHnHMTY3mDNb8Fxt7lht9Bo79Cll8jy3vs6Oto4nUw+DTdt55SL6LUM0j1DSHlDT75dFq9iNHMZ3vmcz0LYd9SXrcCGZch41Jgms71TwPGGzjD9ZzhetY4nTXN4kxzA6blnsFN1rG0AWunGrfKCFaKczI8ILWHpfawxB4W4wGJy69wE1q3Tecym/Ehi1M36VSYCcUwrjM4zCq7V2GnpK6rLj1AicPrXsxueSG99cWkht/k1O8+15XZqs7sMr2RcPq3WY37q3uFWBhHvBWhi2P+Px4VvpPbcrhDXacfOyFSZ9Z2f3+sMbnNdExPNGOcwMkIcUZKALmblxNQjLNinI46DEXhLGobFP342j8o/5uUEoeKa8buVzny64ahR3K6f5kh3pSn+qCw/Y9FgpfTFa+kdV02OqwcomCIB34IuSCDaIRIDgGeu2rOBwA71cq6EtcW9V6O7kZCCHmehzwT9ReMeg0CSENAQRgBkIpaN//AkQgAnuN5BDkQbbwxPMUiBiIAOAYBQJFhHkEO0jzkqFDQMmEGgA+6/UfLjh8sOOwYtiEfx4x7eAcfMvNeO+1xIqsNjdtYM8ZarCw+CYI4Im0sa6GQhUVWnjMjaEPhIRpZrtHZWOBUOuIkx1lY4OA8o27vpBsxiLC6ctPyNn/2Xb+qBwH6VMXhvft2HDpWXtfSMmaxuT0+nud/ruF3BdTgT3Lz/g43p4jz5zjy38HTf/hU1xrxXPs9P/n/XK1/9oPjKRZQLJjiyOhNB0OTfkCPMNx7+aWr9yQujs2YlZAxa8/+lV9sK2yo142O11fVSrsl3hAVQEhmx+Nrqp5Oy7j3QMK6mANrYpPXxmeujM2YfyBtZmLa0uTEZfviln+/67bv9vw2//B5rcnqoVxWr8fjIyAqVehu335geUzm/JjM+TGZs7YdmJ9StCwp+8bde+/auuWQXC4fd3SN2s6Yhm/bGrvyu7ibdueu2VOw6vuk5xIK9tZ2ndSPtuLBRrvv3KgtV2v6pKp5/td7Z+5InxZTsDTp4Mrv4zefuGQiAjUCST+L3j10/KbEjCWJZfMSimbsTrszPidDoBQNTYjV2kt1dRcvVbYKBOoxS5PV+XrxiSW7Ulells/dk7MgvmD1lvjTfUO9plFVW/uEVusYGx8dmzBpjN2t3YK2bqVUJujsamxvF/eZBlzhQm3/Q0k5i+Oz5x4oXp52fHlc0eot8R8UnZT4Q52m4br65rbaBrFM22XzvJx/dPH+7DnJBbNi8+YdyFu3M7550NJjGurSqgT6vt4xXDVg7umf6DOM9vX2CztEVecuXD57QdwpqK1pFOlMwkDkT5frVyXnLk0tW5pydMGewlu/T2m3eCVavVDQPTzUT5FBjiWjlgHXcmT0/pBhI3o88l6R6OUi7ZNZkg3Fyi8q+76sGXznsPKpdPGL+b0vF8rfPyIp7gu2OZCRRt32SNQ+UIFTanvY6OKUZr/E7FW5I1IsEJU5Kly8lIAijI3GtWkwWovRWoyOcqTimrWzf15dA5FQeQ0KSH9s6/jDjNtLS+1hhZOVWEImB9RYwjJHSIWH5BZvj5eR+5gOzC/Bw1qc6bPTRjsjcbEyD5B5gBCnRBil8vI9HqSwU9fKliVORo4zKozR2Bm5OWxykB4iYm0TCf70heTeJ813PIzdes/EmhX99yy2f3w3l/4Um3s/mb8+XH4rdugm77mVXMfNSHsz1C9hDXMo/SzKMJ8aWBIZWAvtDyDfs3xgAx96G4TfD3jenpx8pbv3qSbF45flj9T2Pt0w/P4Zw5aE5tRPDhdtLOl6o8TwRt7Au9nSrw92l15QNV3WiS5qhOVy6RlN61lJc4NS2W/XYEEZHlb4QTQaW4kDpZ1V2tloa0OC01dyJn8KkVG+vPar0Xn3v/xg/a+fy8ofo+SULvbHTkBXUVJlpVQYJcODYjygIiK6SVIusTaeUUkrlJITamFlb2Wldv9ByUfZstcLFC8Vd79zsHxbQ265fuuFoffO9z5Zo35YMfiM2bGR8b1Cu1+A7meQ9ylku4c0rCS1i3ndCmZgBdKvRdLbQpfX2A+vmCxa4yl7gK54wXXk+Ujtr5DsM6T8Fik3h1W7IpNFHleFlTgy7jw3jDcO4YJBXDLgMBithHESqZ0BhTOoxr0GbGQCa3LhWUHibxTxNjX5Bmt+J5qvjcY/QBO/ZkffDA1uQOMbuMHHWcMtXN8iqJ+NjLP5/rmccT7oWwh1C3j9QmRYhAxLeP1ioF/A6WaDwes40y+AMQqRN7CmWdzAYnZwpXfsCefE9yOW2h77iMQZlBBQSgAZHlQSnGwqvJATE4zYGZbhARnm7Z3091oJnd2hd2B9NpfaHpQ5IhI7feXFFt1+htcdVDjzxPiuKuMHGbUb9598fu/R13Lqn0yrey61+cMy8bFenyaAJAF0QII9m9e18UivzAWtCI0hvsvp//xQ06aEs7/JPrfjQnOBsP+IeqJ21Cd1IY0PKZx096S3cwz/P44jo3JyGcZGOfJ3R6SPpTS8VyTK6MKlPtQwTn5ULHt5/1mZI+LkIAMCiA9ykA2QgOUR4lkWUICjEEvxLMUCiuZZBgIIEQMBG+20QXg1KC/q88JBlgVcFCWjHAlAGCByqtcYnb0iHiKe4VkIEc9y0bVLiicjiGJ4luM4nmaj1jU0ZBCCLEnZbDbc7YE8o1Koi/IPXjxT6TRbUYglbUHaTFITHv8QyTgQhaOQnQxPssCOqPEwOxZCExSyInqARBhiLXzU0Bld0dlEAxI5C8tOsoyFiVhDtgELoqEHd184d2n7lt2nj55GHFLLRKlJ+9MzEs5cPCVRyTwBfyDk/4mu5R/V1Ix7yj0b0j8/hv6ZFuOVRubPPz8TNVC8oq35kaHjzwHoFTtx9p/NkQxP05BhAXeVI3mW4aiwl4lYIP+7siM37j0wb0/izITkWfv2rfj8u4yaqj6zufpyvUTTawOoYWTy0xOn13z/9Yp9e5YnJKxIzVyamLVod+r8HSnz9mcuSCtcnJG5Ii3nxuT8+dsT5n625YWEzONCFRZgh8YtEzQ82Dd0677UJbE582LzFsXlzd+RsjSu8Kb92et37PvjoUOt/YNtQrl6eGL/qZNrPv7svu3xd+1IXfXp3hf355aJerQOj9w0cqm5s7Zb2tKnl7l9563Ox9IKF+/PnhFfOCc2b83OpD/kHup3BpsVfd2u8CPJ2Qvi06bF5s9NLZ22M+We+OxON6keNF++XNtcX9fd3tLa2CCUqUYYtLddvi4ud23mscUJJTPi85ftSExqFRvsWFtDg0mt9BOE1+/zOV0j+v4Rfb95YNCg79OPjvRgrqYRy8tZpTcn56/MPzE35ejy5OM37sj6VV5FlzWkmnRUtbTVXKrsbmqUaHpEntBrB0/O35uyKL1sWdbxJVlH1u1LqzGapaq+2sam5paO+ibB5cutTfVdXR3yDoGsuUsi1OhHHO4h3DfijQyx6NQY/kzpiSUpB+ckH5mVUDFtX/FN21KrhhwiraGzvWN4aCAcCnAMe9X16UdyMchFOMbgYX9/SPpKbveLqXVbawyyAOpHKFVu35DS+EJS26Y8wSenFNUYasNA6wQusAclTkbm4no8SOOImDycdNIvsPqkNlJoDgonIwonUHmQnOCFDqbbNhVLGNXWqHFa4WSlBBC5/vn+a1cI4MqiJJw6e3685HdlOEt3OwJ6D692MPKR0JiF15kjXQ6/PMyq8JCKiCg8pISISBxBhT3SY6d0DqbLGhLjtNBBCu0RlQv0epEGYxVWMsqRYoLpdjPdbkZMMNH8Q6WNsk54PAJRz7btHfc9OnDTPZ7b7x9ft3b84ZXO929h4h7mCx8OFdzpKVqPH73FfHR1RLQK9qxBxmXAMJvTz6B0c0L9S5mx9cD+BI8/A10vcp6NjP8tv/ftEetLUtOjNcoHqtWP1fRuqNH//qR6c3JL+p8rKt4orH+xWLup0PRhvv7bYmnBaWlTjVFeZZSdVAiOy7orNR0tOonRqvcyUiLUbvGqvLzURitsjMpOKx20AmPkLk7hQQoP+sly5FWBtsg9VX8Hmv/6s/W/eC5fi5JXd22v6Gx+alEutdEaJ6fGaZE1KMcpnRv2DPu7hWNtF6WdpxSys1rRpb4Tp1RbC6XvZYteK+x+tbD1DxUVB9rijxv/en5w4wXdoy36R9QjzwVdr4VcrzCel5H3OYQ/BsZuYww30r1LoWklZ1iC+m5kBauIs8vxM7eGOp5ltG8i81docieQfh049W/9+17r3v1uoKfabpONTPb1W/W92JCGMKsJmwrHVY6A2kFJ3SGJKyh3Bnsc+LC1x2E/43XuCLg/YGzvMJZ32PH30Phv0NhvwMi7zMgb5MhGOPY8O/gwo7+J7ZsHDdORaToamAFMs3nDXN4wBxnnIuM8ZFgAdfM4/SxWdwMcuo43XQ+MNwDDdNY4kzUtYgbW0oN3eKx/dNhLBjG9HPd0E6TEBRQ4VDk4FcEoCFJGkBIiJHEGpJhf4vAJHV6Jwy91eGQ4ocAIhcMvc4RkjojMEfnJuvN1Cg8pdDEtGFc5TJ/phwcarH87ZXj/aM8L+YLnUuo+zKj5S+qpz4sa3ivuuj+xfsMxbYedG+TRBAJqmvviSPubSdV7ajXdEdgZQOUaa8yF7pjTLaWtmiaTVe0MGQNM9JY3CpGyKx5A/0KOvGZJ6Cf1DzhS6Ebb6yeeSarZfELSNR5xITTGwJTmwQ8zL3SbfW4esSDAUC4eQQ4hCGhEeykQ4dgIYkmeI2lIUjzF8Gw0soKdcjxkOJbm2ChhsoBnGH7KHDvKkRwgOS4UjV3hETuVqsdDBgISsJADPMsgjgaQioBIiKcpyLEsYCMMjxAJWBKwPM9zDBsIhMYskxHaR9NkfW1TZkZuS1srQRCI5Fk7iWwhfoLnJxA17OYmPMjGsqM0P8kAM4PMCIwhZEPcGMVNkMiGqNEpw0h+godmwFkAY2HoSSYySeODdtIVQgyUimVfffldalImFaRJf7gkNz0hbvfxE6WXai8aBvUs4mguDHnyH3UcIeDhNYJrOjrZBxzJc+RPO44/5FP/Y47kEB+tn/QRf44jr2w9Xh1YX9H3wCvWj1OhNfRU/ZMfNKJpyNCAizZLechBhgRUyEuFCYT+cvLsmtjkGTvjfhEbPytmz43fbI6/cKbXZq9qbu3q07eZrR8VHVr+1Tdztm9enZiwMiV1SWLqgl1JC76OX/pV4rItaUt2ps+JTZwdk7LwQP7y9PK5e1OXfr39s/IKrdOjNPQbQ3SJcWx9fNaShMJ58QXLEkoW7c5ctzP/zYOV31ysb7NZh232SyfOhcPkBUFnVnNbVqcsT26q6Me67KTeEZDJNZdOnOlsbq2uqjxZeb7D1N/kdD+bVbxgX9p1sXlz43Nv2Zv2h+yDJiLSrNDXjGJP55fPiU+fn3ZkWmz+4rjCl3MrJDjd1qVqvFCv6pQYlCrnmMVkGLZQKEdqWrsjbcHu7MXxpQuyji7enfL1hRqdy11bX6PXKi2TY5jHxTCMx+UOeLweJ24nHAQP2iYnPy4qXbPjwIrU4hkZR+dmnV0QU7Z+Z065cmTQyZypbqy8eFkp6FIKOo3jYwaEXis/sSwpd3FG+eLM4zNSypbtSbtksglVhkuXGxrrWhuEcqFG3z9uN3si4xFOHyC77ETThP2cdjituvPLQxdfSCtbtDtzQXrF9UmnZqddnp1ydM2enGM9o50ag1AoHh0ecbvdPI9+jiNphPrc7O9KhZuym36TdemgZMCPEMYxAj/6pKjl3fSWt7KaPyprr3SgNg8SuEiBPSgmGJGTVTiBcNSjxkJCh08WoLVOpLRDmQ0oMCC1s6JJSmoHai+SuGmpa0oWrXDSUoIVuYHA80/nyKtmQ1ICSqLlAhLX1Irk1bbZVV9JORZW2SIiB6l0I52FVU6Sne5wK+FTuiIim1eKBdQuWo6FJbaQ0kn3eKHcxWn8SI4z4smwGmeVNkpuDvdgnAyjxTjdTdCdLrrDTQtctMhJS3BaOxHBNcO6/fGNjzzUe/u9+G0PWNbePHrXmv5XVqLYZ1DBo5Hsm6mye7HS2yZKVjP1DwHTWji4gu2fwxl+AfunUYa54aHVrO1+5NkAiJcY/CXa+WrE/YbNsUE+9ERtz92VvXfVGH5ZP/D+xZ6vc5r2f36s6J2ihldL+14qULyRpfiySFVyrrfpcp/4jFp+VNpzXNx1SiJq6OkbcPY4w912j4SIKD1QMB6cMkhyUAp7RGgPCRwRIc6Ir1y0q/Kaqxwp9EzVT1DyXw6C/+Xz+mc4EueuouQ1NElJnFEwAko7q8AYNU722kO6cV9draDjglJ0VCGtULZe7M871f+nQsmGzJZXiw1vF1Z+dzapRP3NxYnfXBj4ZU3fQ12GJ13YxoD7dcq7ifW8iIhfIvv9YGhtWLsAmZaQvdP5/rlQudhXszTc/iAae4ch3mfHf2eufla741bV26sb71ly7vGH7KcvOvWj/eOenkmXDHNLPCGRmxY5WbEDSDDY7Ql1u4JiZ1BrDwxaxu2TzR480ef5GDh+TU+8Sw6/xQ69C4feY4feBuNvI9t7aPJlfvRRrn8N0M/hjTcg0/Ww/xeM8RdANwPopwH9NKifCfWzoX42MEyH/Tfww9fxpuuhcQYwzGb75zIDK+jBO+iBh72OvRhebSIsUiIkcAclblqD8z1WXmkFcistc0RkjoASCyqxoBwLi7GQ1BOReAJSj0/i9kqcQbmDVdqh0vZT/6nr1FhE5QiqsIjWw2oDSOFD7Q6mZiJUIJ+Ib+777ETne7mXX0mtfCGt7oXM9hezu/9UoU9T+MvG0VaB4+W87nfzWitkQ17EuGFoBKH4TtMjuw6+k3oquUp4tEV5UWg41+dux5HYi6RORu+GfRgltbhlTl/XpF/pY9UhKCJIVQCJMEruYuTOkNoe1tpItY1WOHgJjsROJMFYhT2kdEVkBC3BWDlGau2BHsyrwUMygpx6zziBkoBKJ6/CkQZHGhxJ7UCK8xKcF+GcCGOkDkZpo1S2SI+N09gZtYNSOYJqh0/t8KmxkIpgNA6knYRaC6OxhpREQO6NiH1st5ePrbO9FF/5RXFtbwDaEDuB+Pg63YdpJ4WjARIhhgwAjqI4AACLePDv5N393CPMRGjAMRAAhGjAcYhnOJZiaB78EG3Hw6n4PsTTPECIY3mO5FiSZVkO8BAiBBGLUJCkAEQkSUOAWBrCEPCbXUMDwwAAfzBw7OSJpJTkjrZOn9ODSJ7FIGfjWTMHJjhkgWgCwAkOTfJXPX14CwIWdE2ONkJmBCc4YGaAlWFsVNgSDpj90M9CD63pkG/7ckt8fIIn4Accc+7k8Zjdu/KKCo+fOdPXawyHSX84FKEDkPRDwPIAAsDTANE8zyAIeA4CmmVphmMpDlAcoAEEgEUggmCYY9ho3B8HAQ0ZCjIkYinEsByKFg0QA1GUQKP9WgB4AHgumlPNw6gKPuolDv7OJ4hnOQjhVLcYQghYxNGAjiBmykWSRwzPkZAheZaBHIA8GZXCAEhHEZ8HEEFEQ4oCJOAZhiM5QPE8YFkWQsTxFI+46DosQhwPGYRQKEgxDIUQYjlIMxzgIUIwEgojlmejSYsszbJXhPwAcAzLsDwO0deVVWv2JS6Nz74+JnVRUuayb3YcuHheRzgutTSYAvRnpxvnfXdgYVzG0vjEm/PLFu3df+PWzS8eSNxy4mxWfee+M9WfFh16Oi9x5udfz08pmpFeNm1X7uLd+U8kFl8esPaOjXcbDRfNxPq4/AXxedMPFM7cn79qV8qvi0+q/MwQ7lLoDedqmluapQP6IevE6BjmUI8a+xxDIqOiqbOpq6OztaGlrbFV2CXVmsaGSSSPoG8rO++JK5y5Lfn62Ozpe7LW7s39qOC01kt1q3WCUds9Sbkrko/OSSqdG1+6ML7oyfTSPizS2SzsbBZq5f0TQxgXjIT9HieHDqombo85uDDu0JyUgzOSyxftSP604qLJE6ptaJWI5EOD48EIIHkUCARAOMCE/SGElCT3wcnqRTuSFyefWpR6cmFS+ZKY3Afi8nK7NEMOsrG6q+1yd3O9UCxWjwwMEk67g+ffKji0MrFwRe7x2YkH56QcvGl3aqXSqFJpLtdclCtEg8GQgQS1E+7ddZKPKtsfOXz+/tKzt8UeXB5fsmRXztrYosV7MhYllSzIqZiVfeb69DNz4w7dtCX7qHxC0WvpaOw0Dwx6CSwayMTwLM0DBk4tSkLIAZ4hWWY0iP54RLEhX/JybkeqyIbxyM9yApz/c2nLpqy2V3MFH5R0nh8hVT6kdJCyKUsdKHOCqGOOwsn+RNn6f0N1eigxwcgxoHDwUjwafxJR4UHZJC1wMp0uts0SlLl4pRd1DuNGWyA4Ye3Lzmp76sneW+/Ebn98/KZ7em5faXr15uC+B2HmQ6joLjrnJm/man/5zXTLbVB7W1i/ijUsQcaZSPcLqm9GcODGiO1R4H+V82/kvJs434ag97Xxydck/Q819t7ZoHmqSX9nnfGN87rtqW3ZHxw++lRx63NlytdKxf9WJNtWLDlxsk9RNag5q5WdEAtPd7edbm+SjckGvWobrXTQSoKbSsr+u2Twa+ofX4ef80X+l/+C/lcXTkWTRKKRIiososGCPQ6/Um9papS3nO5UnZSqTmibzuhTjyt+lXn5jVLJKyWdr+RV7qgvO2L86rjuhcuGZ5v77lebnh6bfIEKfIh8vwb404h4Alkf9vQs5gwLgWE27J2JdEuQ6hbs4rKRkoWe4+u9Bx/0Jz0sf3me5IEluofv7n7wkZb3P4y0tw2POuUWvwBnBVZG6aDVLlrkCCtcvNRJKQhSjlNSB6Ow+Yx2g81+wWtPDdn/GrF/wFo3wfHX4PDbYODX3ND77Mjb/Phj7MBtrGEJb5iD9DOdGDP9AAAgAElEQVRQ3zSgv543TUeGuah/Ghi8DgzdwAzMYIxzQP88NDCf008DhplQPxMapgP9HNK41j/wvHv4AwteN4irNU5MQoSE7qDYHZQ6GYUdaTGkccBoasCVKBla42R++sL7GdnTdQqckmOkHAurCEbp4eRuvtvJtdlpRQQJ/agBA6eHg4VqfG/j0J8rZO8Xdrx24PzGxLOb0i6+mF7/aHz9a9ltBd2joyyyIV7JoF2txlczK/c39EpxMOxDAzid3dCz/7wwvUFbPeBSYIzSHlLhob4gr3LxCictxUJdk165i+maDMqdEQUR6sEjvS6qx8WonJzUxogspNJB93k4pZOW45wEg1IHo3SEVXhI6oyI3Fd8EKLvmei9C4bUGFI5oQxju+2U0EFLnJycgGoC9LigzE7JMFpG0AoirCZ8atytxHwyPKC0c2ob22NjNHhY5gqJPOFOF91OgM0XTa9lt3yQ23Cs16dmkMCL/nxc9V7W5a5hH4kQS/khoGjATXHkf1zPG82wCZOhKXxEU9F8U001xLGI4yDLAYplIgwdZmkO0BSgIyxHUpCJ8JBEPANBhGNolkE8AhwDWC4YDDIUTYeoydHxsaFhCGEw6D9/9lxGSmrjxRqvBUcuFrkAdLDsJA2tAFmvOPuYAT/BX60rO5EIjLNokkcYQhikJiOBCR+NUSiMKCzYfK5u61++id0eMzYyzkFQe7kmZtvO5MzMivrabpNxxOPDaTqEEINgwI2zgIEQ8jziQDRdEEIEeMjwHAkBCyGMRtdwHAQcAwHN81OaZZYFHMfxPI8Q4nme4yDHQcAhDiAO8FcXTK+ZU6MoR07tO6IfCcP5K6pwloMAIRYhimPDZCRMhmjIcFNXETI8O4WegIUc4DgOQApACvAMFzVsinaIAeQRCxBNc2GSCZJMkOXI6FMAKowA5HnE8zzL0jQVQRxAECEEQxTtBSiAkJ2hPIAhEQjTFMVFf1CG45gp9dUVjnTw6NuqyzftTVgSl3V9TOri5KwV3+3ecuSoye9rUylbhswbssrnbE1edCB3/p64m2JTb4uJ31Jbf3lkXOvwGOw+2ZjdFKDzdcpXCsrm7cuYllgwY1/BnN25q7ckJNULdBZLl153yey6Pb5gfmzWjISiOfFFK3Yl/+XwBYUzWNveWVVff/FyfUuTUKvQSIQdfVJlXV1NRdXpSkFTi0ol0Jt67K6BMK10hisHJvc2i946dPbWvZm3ph1ellZ+w4HCuQcK18Tmv5l2SOYJd/caO8exe9MLFycdnZNycE7CwbkHCh9OKlDZAt1tElGnxNgzjE96+QgdCftcEB3T2e6MKVsYd2hmcums5CNLdqZ/cvS8zhusbmrtFkhMAyP+EM1GGAQgEw7QgBtn4ddnq2+Nz12aXHpT+rl7Ci/fk376gdjiLMmA0Yc62pWdVW2djSJBp6JXP2C3TfoDbhyh3xw8uSalbF5K6cKMipkJZSt3pFRqRlS9/fWCzhEXfnrc/NczVbdvi1/yTeyKxLyZCdkLUovXJJatSTl5U2zZzTHFN8eX3FF4dnFWxeysM9PTz845UH7TtpxDsjGFztze1DE2MOAiHFEh3bUcCSEEPMfwdJgL4QB9fkL9Ukb34wmtH5/SVQ0HujE6tnFwU1bbS3mKF/Lk75WKzo+zcs9VjoTXcqQS/7+RI7vcjJhg5Dgnx4DEyYkJRuqkFHhEgXFinJW7kZpA4omIzBIcwoITo/bR8sPC3/1Oet8DE3c/YF53Z/+aVeMv3ur76nE2/VGY9wBTcIsvb4WvdAV1aS0rXkf33BjuXcjo5gPdLKZvGmVayFru4F1Pc55XGM/LnP91KrzJ6d7UO/ZKS9/D1T33Xe59qcP49iXtp9lt+748lffu4csvH9a+Wtr3Zo7o20Jx0RlD9Zm+zhNK1VlNV4Wo6WSnokMvMbk1k5QW5+QOWo4zMoKVOiipg/qPcuT/q6nCKTkeTaTj5Dijwig1FtJgwZ4Rl1DS33ZRIjrerTzZ01U5ePCs7puDXW/ldb2U2/X6wZa/nClL6t52euBPdQNvNGsfEPQ8ph9+2ud+H/o/4FwvIOKXCHsiPLiW1s/n++fyhllIt5BXrQk03OQ4tgw/dGOk+B6Y+ij+b3cYHl/Zf++thocfa33uJUt6tmfU22dxCZ0BsYuaWlRwknIsKMIjcmdISYQUOKWyk3q7ZdzRaXdUBPDNEedfGPxXvP0tZH4Pjf4ajr0Lx18PmW7161aEeueyuik6hMYZ/OBM3jQN9v+C7b+e6Z9J6eZFeuaTPXNo3Sy+/xfQOIMxzIsYV4b67/ENvuke2+WaLBl2igxOo9rpjIbrSImQAmNUdqRxIDUGlTirIMIKIqrFZjUY+J/lSKmTkeC01EHJMFKOUzKClbs4uYsT2gMSPKzwcqowUoZRtwfVW5gLg8EC8fjOs5JPSlo/LBFuzBc+l1T7fnr19iNtOc19u+uMr+U2P5t0Ib1rcBggD0JWirw4wP82tXrD9sN7T4oOd+mrVMPtw76OcVZBICUOet2shoioXXTHmFuOhTVEsIcgFUQ46qDbi4NeG6OxRjROSoUxcgxIHEhqBzKMluCk0MV1utEPOrXoIiYGFA5e4eDVBBDbIsLJgBij5C5uahxAcAovJ/UwQndESPhFhFtCuGRun9wbUhMgulchx4JC3NdJ+Lo8lMjD72maeCG7Y0NGxx+O9Hx6SvbnY+IXssQbc1rbBzwkQhwdADDC8FObcxz4D3Mkx0Y4QEEEAEJekvbSrJ+DPsh7ed6HeD9CIYRIhCiEqGgUCYtYDjGQjyDej5AH8W4EPZD1swwDAUeRtN8LGZKkAtGMHJ/DOaAz2C1mxMOQz1t7vjIrLuXi4ZM23UDY6uI9FOMkSSvJWFnGDNkJnjVzvAVOybStCE0i3oI4C0+baeDgQuawc5DwTwZQCFGuiNk0fuHQqW1//TYrLg0bsyMetbd37t8Xm5GUFldY9E1ezpYTx3acPh1z7mx1fx8GKIoh/WSYZjgEEQ8QB6K7jABAmubCDEdyEIArjUYG8iziGYRonqcBZDkI4RRiQ4pBHEAsf82UEALAcnCKO6PF82jq+a9w5BRBciAKfwjyEYhIxLM8BDwXtamkeRACDMshEoAwZGmehQjwPA8Az7LgSko1+KEgx0OOo0MAUhE2RCOKRjQNKQg5KhRENBcOUgGaD0MU4iDDMJGAn4/QVIQMQjTMgJM9vTFnTtXqNBgbtroxT8BPkiTgflDxcxzHMSwNoINH2+obV+2OX7w/e9r+zKUpeas27/+86JDBF5SNjBcLZOu3pUzfkT4nNm9RTMrNexM/OHq61mIX9Y/UN3U2Nnaeu1TXJJRqI+GEdvmircnXx2RPjyuan1i6bGvi346e19ts7b09tRbXfYklc/emz0gompdSvnR36p9LTvV5IhdramrrqwXCbqlYNjY03G/sNUnVA/0m1fCQIRCSeyNHVANxLZI/n7r0WGLRut0py2PS1ueU35xzbEVq+Q378mcmly/LOLo2sfjp/dldTl+3YaBjHHswt3xe4pHZ6YfmJB+anVh0T0KOaNwp7pbLhPIR42jAG0EsSzMhN0LnR4m7YksXHSibmXpobvLxJXtyf3f4vNobvNza1tnZadT3+7wh2udnScoVDtkQKpBp7t2bunR/3uLM4yuSj69POnbfnsLtF4RKAkp1YxdOV7ZfrBEJZeo+g9nhCEf8FB1yIvTxsUu3ph9bmH54ac6ZGYnly3ekHxUZeyaw5v6BxpHxB1Pybj6QvyS+6KasE8tzjy/JP7Yiu3xVXOGSrTm37Cy8Y1vuE2nHnz1cOzemaE5qxYK86plJh1ftzC4SDyhM1raWzmFTP0Hg0TRzDrIMBAzko7edHGRpRIeBz8Wjz45IX04TPZepeTZH+fty0UflHRtyOp5MFz1XMvBMoe7tUumpYUaIAZEldHVYfIUjyf8fLMP9J0roYiRXhptXVTVSJ6Nw0jKCVTp5nQt1mzzaMSLgcA/VNYp+82bHg/f3332//YGHjGuXDzy4OPLpAyjzOVT8EFN0l7dgtbN0SbByKRSv4nUrSP080DMT6GbTujlh/QJ6bB1yPYF8L7LE84zvJTL4OhHYoJt8rlX/dKX2kYu6p6oNv2rU7izpjP/yZMa7xUc2lnVtKNO9m6/9tEBRdFjZUD3cXanvPC4WnJa2XpB1NPUZ+gmNnelz8VoCSB2UDItmVP4/jvzPlxyfklhFB98KnFJhETUW0mER7ZCzq7W3taJLdkotrR6uujRYeKbv3/JFr2VK3zoif6Ps+N/Ophw2JtUMftCguK9O/qBI9/Ck9Q0q8CHr38C4n4fO5zj7A6R+HhxcgAbmAv08qF0ORetCVauxgwvIkltR9kMo5vnxV2/R371y/NGHu+55QP3r3wVEptEhs9SJSb1hmYVUTlA6FyuzOrtwUuIMKJxelSOgtQX1dtcQZhpzSp3ODA+xN+T6nHF+BG0fIPP7YPx1MP5KZPiusGkdaVjOGpZAw0JON5fWzaQMN4CB6znTDcAwHRrmQ/1iVr+INcxhTTOAYTrbvzQ0eJdn5Hls4g9Wa5IZqx0n9HrnUI9zUkG45c6QAqdUGBX1VVXZkRwDUhcp8YSk7oCCCKtxVmuH/7McKcI5iZOTODkJTksdETlGKp10j4vTEkEV5pPZ3DKbV44FVQSlcrEqF9AzSOpCdSPcsV4qXezaWqX/Y0HTb2JP/Trx/Kbkmkf3X3gq8cLOanWLNTwI0RBCyWLva4mXPy8XCV1oAiGdP3RWOfpVQUNex8gxyUi9wSwadxoDqMeDerxQYnbLrbTQQXbgAREe6nWyBhuttQXV7ogCp2QOTuZAMgeUYawEp0U4142ja10PpDgnxYEcA3KMl+OMyBoW20IqglERlNQeFFp9YnugN8Cp/JzYx3b7KLGflARIUYARBjiJl5d7kNKL5D5O4iNlvojSR/f4+OQu9/OZXa9kCF5J73juwKmn9p94IrlzU56gwYBHEGIY31WOBAD8JziSoUM8ghHEqyfMBxub406fiz17PrayMr+1s6hNUCaQVEjVF7WGWv1Ii8ncPmDtGrIJhi3C8clui0OAObtxQoI5ZTgmHh0KI8RxHBsIIo7m2AjDU342wAUjHgzrVat61SoEAQK8oKHlYGZBeWaOvKUz4HAjCqEIYt2QcbDABhgHYG0cZ2GBmQFmhjUz7CTLWFnKRrFODvh5RCFEI9yCN9c2Zqemf/uXL84dOYkYHkFUXV1zID45MyPv+LHTu0rK1v/udwt+/+HSv36y8pOPNyXHH2xvtng8Y7jN5fMzFDtFgQhBBFhAhREdRgwFOZaDLIdoACM8F0FskCNDgCIBTUMG8FzUUwlwVLQPeZXleMgBSANI83x0XBh180E8H9XccNEVSRjtXrIcf8WFKcCxkagHE6B5yCA0FYRNQxSBKARBCAKaBwAijkUMy0f/wWhU95RJOs8ASNM+P0IoBIEH8W7EewHgEKIoJszArl5TpaKn0TTS5/TQCJHBEPAHaYazs/CQUvvI91sf3/zdhT7toMuu6lWOWcwej4djaZ4HHGRpyFzlSAyhfW0dK3fGLo7JmhGXuyy1YM2OxM9KTiicfpWDiKtpXfLdgV/syZ22N+emlJI1uxJihSqhw13V1H72xLn2po62dkGXQmlwEFUD2C27s6bvy74+Jn9JVsXahILfllYYMEerWt1i8z2ZXDZvV/KspJKFGceW7k1/K7VY5QrWdrS0tNepVVKDVovbrL6A1+b04BB1Oz3pQtVHhyofjS1evytr8ffx8+PylyYXL07MX7A3Y/m+3OUxBbP25C7NOb0q9+TNqYce3JXcghPd/YMd49jjxSfnJR6bnXl0dtrR2allt8Vntw3b5TK1WCga7R+lSQbxLAtJL0INtuB9sSVLkw7PyjgyM7liyf7itw6ekXqDdV0dXS0tJnVvEPORkRCFkA2hE4MTz2eVrY7JXZZ4eF58+fwDhav35vztdJuEgALD+NEz59taG0Xt9XqjbmhywkX6o3GjOEKfnWtcn3L0xvwTC1KPz0w6umpPbnqdaCyCmm3Oj8sq1scfWhp/aH7S8XU5lYv2ly7fn3PPgYINmUfeyT+1o1qU1t531hwutbF3ZJ2Ym3RkWvKJGWlHV+3Ny+ruUwzbWlvbTf0GpxOjOJaHXHTXmeWngm0YnqURTfNhJ0CfHhZuzJG+fnDo6UzlxrTalw6c3pgveDpL/GSe7plC3dvFklODtMyNFBjzDzjyn28q/r9hSZxcFBwlBCV2UWKCkTg5iRNIsZDYSYrstNLKas0B6yRBdAm6v/2685HbFffeNfjgI6YH7ux9eBHx29Uo+QG+6D6+9I5g0c146SrXuWVs9zJkWIwG5tL9M1Hf9cAwmzItJ8fWs/aHkfc53vsyS7zIkK+5/a/2TT7epLv3ovrxSv2zVaY3qgx/LezI3Hwh/52yw6+U1rxSItyQLf4sX15wsq/jolFwVqus1EouKBrPiAQdA30jgT5LSEsAlZOTYbTUQUmvjhGxf2e0/a+/5v87l9RJRe8orgnmphR4pNfN6rCIXGNuuyTrOCmVXNB3Vg3XVg7EHjF8kNXzWonipeKat0uPx3YUnOn7Y53ykWrZo63q+4xDL/jc73GRN1j/BuB+GXl+yQ6vYIeWcKa5jH4W17sAqdfA1tXuY3NcB1dThfeivFdsf7pP+9hK04O3ye68U/bEM8PZR/De/l6XW+wOSqwRhSWid3Mqu7/LzYiIsMLhVVutvbYJAzbe7zQbneYRa43ZUeF0Zvjw7WH7p6T5t+T465GxF6HlRW78KTj6EBq8G5lugcYVjH5uRHcDNzCbNc4Ehtm8YS5vXAD6F7AD8+jB2aT+zvDA856Jj3H7PrOzdNDV0Oc2aD2ECvfLCa+U8MudIbWD67GBHhvTY48ocVZGsGIX1e2OiDxhGUGqcbLvh9fhNRf5ZzmSgHI3L3dxMoyW2sNKR1iDk70uUusMqzBftDR4SIOHNHhY4vBrXLDHjSQY6sRQiw3WDAbPyh1pTapt1bLfHm1/NfPS26mX/lbcseWsZltV/4fnel9Ird5ZrZEHOTsCNsS32wPfnRQ+v6d819mOSu1Afd9gk8lep8ckNqbHg6RmKPcgURB1uxm5g1ZZAgqrV+0NSomQDKPlDk7lAFNmURintCElDn7gSIKVEkCKAynOi3BO7GAUGKMlWA1Oymw+icMvd0ckDn83Hm5zsc0+vjmI6v2o0o3OONF5B6xyokYPag2gDj8UeEmpM6LGIjF1+IZs4RvZrV+f15YZ7EmdhtdzBW+k11f3WAMIMWyQhSSLOAg5wDHcfzzuBACWREg0OvZVSdk9n3+17E9/WfHF16s2b1n11ZYbv9x84xffr/r8+7VfbLnlyx3rv9p969d7b/5y681fbr7lmy23fLd9/Zbdt2/dff/WXQ9v3f5BXKxwbNwZCPsJL+PzM+EA5BmSoyDD0iTlxB0SiUillNPhCBdhLINjBclZ2QkZxTnFrQ1tjgkHH4YoglAAojBCQYS8iHfxyMUjN0I+hIKI9yPOB0kvg006BZ3dBXn5e3fu2LVli1QgpEJhiqIuVVftj41PS88+WnGmoVVQ2Np1+6efL/v2u1sTE1bs2L7u+2/+VJg/FAgpjH1DE2Mel5cjWQR5HiEWcRSgIwiEIUvRLEtz0ZAVwDMMT3GA4hGDEBu1W4cwwvMkQhTPclMcOdUc5CCgOUDxfNRqk49iIoQQ8JBFf8eRLAc5ACGkEAN4BiEO0JFIOMiSERgkEQlZHpGIDyEY5iEFo85MCHBT0/Gr65gcpDlAsRzJhxgGoHbDQH5je1ZDW4VAYrS7KYAadcb34xLu/er752KTtp0630/4MIeLxNwhhpng+N3V9Us+/LdfZWaLJ20SrUra3dGr67PZbCxDXeVIFnAcw3KAd/IoSSxduT1u8b6cWQcKlqYVr92V+teD58RYqM9LfnumZsHW5OkJh27YX7A+/fDNe9ILdGP1fYPVVfXipk6FQKLV9o5YLMN2TO7iHogrmhObf8P+gvkpR9ckFW/KKNHasWalWoiFX0w7umRX6pyk0sVZp1buz38l+1CHK1Ar6a5ruaTVih2WcRzHXVRkDKEK/cjvT1beGZ+3Lu7g7eknVyeXr8k6sjy5ZG1y0V0H8p9NPvjJidY3yy6v2FOwOOXIqpyz69LK79uZ2ODABAajcAx/4eCFpQkn52SdmJN+Yl5mxS0HcusHLXJ1T2dn54DBSJIkD2kakh6EOgjq4YTSlSnH5mSfvCH5xOKEQy8VnBR6Qy0ioaCxfkCuCltd3mDIj1C93fv6wbO3pJUvTzu+OL1iccqxFTFp7/8P9t4rvK76avclAYNtucuyJfdC793GOIBtMAZDgARIICSEkgDG2MZFvffeu2Q1q1i997q0el9a6r2sMsvqffb/vliGZO+zz3mS73xPcvFlPuNKd/pras7fHGO871vaMKSnZKumysa2ls5WNrdPJhleg1a1Fp2VdjGApGgMBuBSy8j+iAKfxMJNUUUbYm7uC0qLbOpfA+DW4upD10O9A4oPpLXuy+jYE1HxSEjBHyo6CuTzYhMpRvXTZgd3SSPQY1Vq28HQTI+IovUJt9cllHiHZET1i8RLmt7+vnGlAoIgF0bQJEXSlHsfl2JomibdHEkzuIEBF2uEr6ezXssQvp7CieuaqJZrErmaT0vEx+NGTmeJz6cNlIxbBUYgRDAe8n/pR/4P3Ifjw+SdTqTOxUFddwACpnha2zBkGYHtQo1FbXAicqXA73rP8RcmH3lg4ZHHxx96QPyMz8pHB5jgB0H6UXu2jz1ztyHHx3Brn6t/H1DsBJPrmal11NQGoLwbH9+ELRwm4Rdpw6uE/hRuOEOa3zLaz02rT3YrH6gRHK6Xv9w6927t5GdF3Mtf3yp8t6jqTGHP63mss6kjn6XwE4vkHTWTsjoFu4w1WsUeaRL0dssFE+iEjhaqHUKU5GpdbLWDA2PuoRkfxnma//Qj/4v1dxzpvhPu0KQQxeUoKV+ysFizndXc/grhaI1ytGaivHrpYtr4a3HDp3NH38jp+X1pRgbn2xb52VbJr7rET/LHnl9be91le4uynycNr9OG40DzoGt2t318Iza+nhpbD2TbAWu3s3GbOn+7MfsInnHcEvTy/K+PSh/2Uj54v/Thp0Z++4m5n72GOniwnYvaeJBZAjslGnJIj7MRp1CDKFSKSWh4Bh1VItNSLTq2tjCtkS3BHRqkGIVi9Zof9Wuf61c/dC3/Dl/6gFp8A8yfBPPPgrkHmNnd2PQmx+QWx8Rmu3Krc9zLObHXOn7YOPGIfvxJ89yX+qUQrapsCRqYRGQydJ6vQzh6OwchOaiDg9oEsEOiIeUqSq7GZRqbELXwdHaWDh9GSZaO5CK4GLErYOs/eOx3jUJ3TB8FOoYP4zytQ6CxibR2vtoq0NhEsE2COmR6l1jnFCJOAewYWjNy1DYJhCkQWo7SUpSS6egxPRBZQAeE3ZwzxXNWbtRJ/po3/H5S98uRTS9Edj0XVP9lCbtCruXrXGNOUDFu+U1a/4fZPTWz5lUAJix4s0IVUN7vXz6c0TU2qDSNruEDENYHYyIzUFqBSGfnQggHsQhgl1hLSiBCDDvFiF2idUlVpBhyq78Jrs7taURxUZqLgFE9xUUpAYKJIBcfsvNQjGthuA7AcYB2AyhaJeKmzQFy+JJA9TVr5bPBpS9HFr5lr13hawJlaOKMsUxl7zUCkR0ED1lfiuv+tGCgccWxCIDQSV1tGn878laNZMkIgIuw4SRGMICmSYZ0jyP/WY5kdDiR3Tf4yIVL9/7pyw2Xr28KCN0cHHWff/g63+B7rgWuu+q37mrA+mtBHjciN/lGefiHePiHrPcPvtcvZJ1v6PobwVt+9N1x5erzF3/oXVXNIcaFuWXDGkxY7IABGEaQuNsOCGi1Wj6fzxoemZ2YAQQgLQRnkJuWmBEdFpOdllNXXs3tG1kZn9Ot6s1aC2bEgQ0AGyCMhFVrNawaFmSLCo6io7EzPjbp66+/vvTD9x3NDZTdCmhKLpfmF+b5BfvHxsfdLClr7ugZm1mqEIw9cuHKtktXdgSEelzz3fTtNyeCgyRWxwCfJZbLVlZWbBYrTdMUADhNOQkcw0nC7b/uYgBOMwRJEBhGuBw2O445GQKncSeF2yncTrjMuNOE4zhBEBTxt+DEOxxJ0QxF3/F+JBmKYtz5xTi4o8sG7mxp0h0ORLkIi91hwgiXgySdAOAA4HaS0rsIgsAo0gkoJ6BwmqKoO2DqVnm7I4XuqL9pjCJdjJ1C7XRkXcczl4MfvOD3emBsdufQmo0cNhhOhkdsvfDD7utBZxIy+he1E9NLi4rpObVmFYAfKmsP//mbkIYO0bK6q6eb3dstFItWV1dxzPm3fiRNkSRJkiTKgBSRdNfVkB1BqRujsrcn5O31T/htegXHSExh4POCqs1Xozcllm+MLNwfkf9IYFrVnL6bP9Hd2DXNEY3zxSvzy0aTxYQTCgt4NCjVIzjVI6poXUSBT3TusbAU9vJat1AqQshz8eV7fJM2RxfuSKzaF57/fHJhm87eKZW29zbLxKNOi9GCU2skiB1WPheWtuNatE9C6cOFnYfTbm+4HusZGv9ocPzribnXb3c1KlQTLhDdN7H3WtLmkKxdybf3xBU/5BfZsLY2pFCKV41n8xp8Iqo3J1RtjKncnFRxICytcXKZJ1N09nWNjcmtVjNFuzDaaQSAYyReiineF1+xMbny7tiK7TElLyTf7NdbegXs/q6WCZHQAplcAAwswb8rrD8aV+qTUbcl+dautEqP0PRfZ95sXkSF80hVVXNbUzOH1Sfg9ELLEzaH2YzbnYBgAElRBAyAf59oT3ieV2z+7pSaTclVPqHpEa2D0zQIZ3EfDE7YGVrlmdR0T3Dpth8zfXvHR4wkT7wqTkUAACAASURBVK1uZQ119rd297XXtTR1yccr5tUPhGfuiK+4J7Z6XXKZT3hGSDdbtgr19/crZWJIo3U5SYr6PzmSYkiMIUgCQ0lwpVFyKm3w5fiB99IG+2YNZgAmSBDVO/ladPtbmdw3EzsLJAjPwHDUFsHfRcYJ76iwCS76P24/UgThfBhno3/ziXSPNYUoPqgxCfXWRdhomVmazcntOPGS+JGHDPc/vrr/sOLQ9umzPljgkyD9ESLTx1a0C8ncbCjb5ezeB6T7wOQ2evxuSnkPmNiEja13znhjqqcZ4xnG/CZhOGsznrNY35tRnx6derFJfLRW8mjr1PnGmS8zeT/6NsacyWp6NZd1Ok/6Tqrgzym8pNK5ttqVkRIFv3SUV8XpuzXY2cbnjWvFaoyrsfMhp0BPsTQOjsZ5hyAhjKt1cVSO/3Dkf624iOvvW5I/FcVFcCFKyhFCOKPr6VF0VnJGyviicml/zUJ8nvKd6MFz+dKz+YLTaQX+7UG35X9pUbzVpTg2JHlGMfGSQX+Wsn9AGN4idCeA8Zhz8bB9YhuuXE8p7wHyDUCwnRryREq2G3L2ODKfABmv2S4+r3xi++zRQ7OHH+t96ilt1k10GpWu2TiIaRRFWat6yQrJgZ1C2KDQzk5DPUu6qjlD4xgi56tRsRaXw4YJdHFex1/Rta/BZSooXaONN6kiLGuB9tXv7YufuBbfwRdfccw/aZk+pJ8+op95TD9zzLBwzrDwe2TxG3jBX7sQpdVWr2gGZtUTYyqNRKUTqg1CrV2EkGwY46AuDurgw66f+pGkWOMU6s08nZ2N4qMwOQrTbo6UIf8wR7rXMtz7he7VVAHsEsMYV+3kqp0cjZ2rdXC1Dg7s5MAYB8b4BsCBnSKtZRxxKiFMonIIVHYhYhdAFFvPsO2AZwc8FAyuUVXT5mSR6lrL4mcF3Ldjmt+LbvhLzuCVcslnubxXIzovVilaFzEVAAgAChsIqBH8OrLmq5yeUeWaaNncO4dUyVYaZvVDMMaDrSLIwIesIo1ToiElECFEnALULoJcYjXhFhnd4Ug9xtERbncJlt7G0zv4iIML2dgoPmwGbSZQhVCJ807fMeMfOaq3+xdP986/2jf/q4HFkwPLp0ZXT42oXu1ffaV3/q2B+T/xVkMmrFlLjJ8MfySm4YvyQTkGVhhqBmfih5d+HVteJprRAeAgnE6CxCnA0CSD2wDl+Gc5ksFpEwMSunp9vv7O49L17ZGJG0Lj14fEbQ6J9wiO3uAftsE3aINv0Ea/0PV+kRv8ozZcD9zgG7TeL/S+wIh1gVHrAyK23Ajccd3vqcuX25bX+hWTwyPcpZkFzOoEDKAohiJoiqAZBuA4rtcbRQJxd1uPUjpuNthdDsJqsCml4+WF5cFXA/1+uBEfEpMVl1GYXlBRVFF3q67uVl1V0a2b6QX58Znp4SmXv7r850++iIqIHh4eNiBa3GK0o3BrfX1KcmJkdFhUTHh2VkZfT+/EzPyiBh5aQY/7he784ca939/YeDXI84b/U0FBQyZbP2uQw2NPT08aDAaMInEAXCTlJGiz2epwEgQNSABcAJgBMABgAMAKgBkAEwPMDHAA4ALAwZBWzG7FnA4cIwiKJhk3F1Ik7uZI2r06idOAYCiKIRgaBzR+J40GuKHzToIiIABw4aTTBsCs1SkwWsasrlUrgZPAYTLZ7VYn6cIYgmJo5mf6dAedMyQNKMZtDkQRJIGRDhylQVD7yNHAFO8bcfdfCb1UcnvKgrHt2HMRMZ7Bkbtj056NzWhbQgRjc4JB7vj84qTFfj444rWrQU2KOeHUQm9vf29Hq0wh12g0P/cjCUBSDE2SJEWQOhrkKCZ8roV6Bmd4xOZvSyzYE5D0RnwB28LMkuCTrNKt12M3xpduiyvdF5Z79MeYItlyv2Sqq7FNNDS0NDNjsVkdJOkCQGkFz4RlbfBP2pZYvi62eF9a+aPB8X2zCz1CxZgevBdfdSQwfUd0yfa4qvujSg/6JdWp7J1CRU9vh5gzZDYZjAAMQIaXEsr2BKbvSbt1pLjDM7LE61ryG5kVvv2jLTNrIp19TGNkyxfHta6Ebtn9gVlecaWeafWesUVHAqJuLS0MyuXTOuc7BY37wiu3xlZviLi1Kb5yb3BatWKBPzbe1tOhnBgzmwwk5cRolwUAiRW8nlxxOLHmvviqe+MrPOPKnowraIeNnSJ2e2+zZEwM2+0zAHxf3XE4KOuBot7NqY0bo0r2xBQ8FJ1VJZ4Y05ibGrrryqulAq5QOLw4K2PsOpLAnATucntFkTgCQBhbsSc8d3fcTe+Mpm25rZ6h6T/WtStJcKmz/4HIjCOZPffG3L4rsPjB8Ipbs5Z2xVRVW21dY3F/Z21/R11ff9fw9GzFoubB2NzdGbX3JNXfm1K+NzIroH1IoYL6+3vHJEJYBWE2giTd6xcUwdDu5E+KIXGGwDE7TFBXG8Wvpw6+kjDyfupgz4wGBbQWgFz2zOmo+rPprNcT2gsVeokNiGCb8O+MxN1WPjyE4qDg3/4i/xeXROPmSJKNUNw7El2XAHYIDPQIbJ5EDYapBVVeOefd37IeeHjp4Yfgo4/OHdw196udph8fotOepNKPOjO9rUXe8M1ttjZvRrgXTGynJ+4lx+4mFfdRis22SU9c9RhteI0wnKWMb5LmtwzG8wvat9hjJ3skx5qlT7WNn2wZ/0Oe4PLlltj3C2tO5bBfyZa+mSr5Ipkdny9url/k1s8Ji/ms0hFOvWCkS8YSLghUdi6Cj6itfMQhMTAcjZOjcQpRkg/jHI3zP/uR/3/qZ450r0hyEIqDUByYcVtOChFMCjn5SnVvs6i/eEhaIhCWSaqrxr7PFZ/PkJ7Nk53OaPtzWWbGaMRt+W86J1/vEr0wxH96aeVVh+U3mPE9J3qSMr2CrT2Bz+wlxjdSyl+A8XuAfBst9HI0eaP52205R8mc55jI48unfWbv37t8/xP8B46K/vDlcvvI7LKBrUWH9ChbbVCuOsdUlinN0jw8sIQUrqAZ82iNTCdnw0YeQgl1LonOrEChcWRhClbMQLx5iLUGDWngdlhTAa+k6FdCTctXDItfITMfw6ufQWs/aFWxGs3NNah5STs4rxHNaycn0MUxFJLCFpHGLFZp5OrlMe3qBKzlwxYOYuUiLj6Mi7SkREOK1YRITQpQpwB18lDMfYAC2OVOpf8Hj/0uvtrO0zq4WhcHIrgwyUMJkY4S690JgfjPqQAchGQjFBuhOEbAQXCeWi9a08tUTjnMSHQ03+Dka8w8g51rdnIhs2DZIFVhfBT0wEw/TDarsEwFEtC/eKF24v20/tci6s+ltp0Pqs3oUArmkSnUMbJGfp3b/0FyV4bEjtoIOwBK1Jneyb9S2h7WMFwrmpWpTUKtXazGZGpKAlE81MnR2zmwk6fBpZq/ceSoHhvVE6N6ioPSLFTP05u4qJUFWYcMdIcFFGioUKX+1/1zZ3rmj/UuPju09gIXPibSvSjWPy/SPSdCXhAbnxdanuLonxpWvzy4+t4I/DnH/OHg4oGY6g8ym/h6oCLpORd9o0H8ZlTRTeEUAoCdwBw45eZIgFsAZflnORK3OWwAJPcOeH397YYrNzyCYu/6MWzd9ZiNF/w9vrvh8c1Vj2+vbPrux80Xrm664Lvxgv/2b6/uuHB920W/LVeCPH4M23QpaNuFa57f/nD/11/Xzy+2i+V9w+yZqVmDTu92pAEUcJjtgAEUQZsMZqfFtTiz1FLf1tDYLJePmQxWxsUAF7DCFilb0lDRmBgSGxccHREUFhoQEhYQEh0QlhgUnhYcWZyYLx4UWVAr7iJInLAadeze7sSwkAg//4SYyOKbefUN1ZyRwcXpaQhCXBQQwLZf+UV6X/Rb9831TVdDPX2DD1+5XrOqGRwdGOUMK5UKRAc7KQJjGAdBYzhjpUg7AAYAZqy23vnFYrYgsXsgsr0noqkj5HZTxO3GnJ6+zompcbNRw5A6AEyYy4phGE5SBH2nqfQTR7r7kf8HRzoZgLvFN3c4EqcARgCMYZwEQy/ZnCk9Q29Hx78bnZDQ1KXUWsyw1mJA7U4LRuPumG+GwGmXi6ScJOUkfw6upEmSwDCXg3Q4YABu9PL2hmdvD830uhT6WV7pNMFwHfiTQRE7QuN3JmQ9EJpcP4+wxNO9zT1TCwsySPf2jaDwhs5pG1Pb0dfS2j4yOjg5PYWi6N90NoCiAUOSJI0TOhoUjE+7OXJTXMHWxAKfwJST0VnDJnIKA59ml3n6J94TWbAtrvRQVOEDQckJbPnw1MLg8BCPO7KkWTKSdiPA7TQ16wSvZ9za4J+0NaFsXULZocLagwGR7ROzvaKxCQP4TVz1Q0E5XtGl26OqHo6rOuib0awlW9nykYH+MT7XZDKpAEgY4XsGpHvGF2/JqNqWWuMZlP+b/NbOZdOk2TUknuhi8Wsa2ipvt0qW9NEdgn3Xk3fElO3IbN4cW3QgKKpodqpfLlu2Me8WNu0NqdgeVbM+uHxjTKV3QHKFZIY3Nt7S2zE+M2E0IBTtwmiXFQCFHZzPvH0k6fbd0bc2JFR6JVQ8HJXTCOlaJez6gQbOjHSFxq/29B3wDd+bVL47v8czq8szvPSJyLwIzsSUBatq7mlp7BCy2SIpb3pZiehWSLuexgkMJ90OUwRBQABECia8I7J3xVdsiK3enN+5OSTj86KqCQBujPC8AxL3J3dvS27zTGp6Pr5uCAZDUmVLWxVnoErM6RuTcpZUyxNmW+kyvDcifUd67T0pzfelVuyLyvZvHVBqkIH+XqVIgKgg3EIR/ztHAvd3D0MSpM0EQGD72Nnk4VdiWW/F9zdNrS0CYo3CS4Rzb8Q2nU4deSWuLX/MKLYCvsbkFmgLEOrnXBMuSo/q/udxpNYlgHA2QrERhg9RIggXQw4RbB3VUzyDfUELmwc5kk/+2nvwkblHn1AdOTrx8P1jz3ohf7mfznvBkfOALXUfnn3AlOWN3t5JsPaAid3k5L2Y4i5y7G5K4YFJPOwLh4DpBHCcd6GvY+gZ0voupHtHOPNqL+9Ep+DlTuWJ7qm3q8VfRHRd/bAs+3gm5+0S6alM4VuxwzfSh29Xi4frFbxKrrKSxakVDdbx5FLVNEqy1bYRyCkxMwLYJjEwbLWDo3GKEJKvxXgalxAlRTrqn+XI/zdf5H/7H+hfXP8XjoQZDswIdIADEaNau8xITmqdw/3K3sI+eSlfXsTqb1Em1C2eTxKeyRS9mc//dXpZSHtGueTj9pl328QvtY08oZh+2Wj40GH8yIGexoynSPhFavEopdxIjd8FptaB8S2k1IseOqy56aEv3ANnHKKSX0Q/uX/yUe/VJ5+ZefjRpqefG8+9qV7W8jQoy2iRGOwLsH1x2biikavQShUSswLFz0J1Mt0kx2wb0VlGUSsbsXIhm0BrkaiNcjUypobH1zQzmoUFtXRlrR9SN5ug2xb4pkGTjerzEV2DChUsIMvjECxSodxVA3fNyoZcHITk61xiHTyGTkwinBmYNQdzhQjMh03uwxFAuAjChRpSqAZCCAhhQojYhahFiFpEkMP983/w2O/i/GwPi9Kcv/OM/bs9bvqOZyzqFKBOrs4pQDAJRCg0hEKDSSH3Xg7NRkkO6uIjNhFsFUNWCWSWQXoZpGPDRi5qE+gJiYERIFTnrCmHtRDcKP5rOeu9+Or3Ymr+mD9yPmXwmYD697PZyVIXwgCIAksUSB+Zev56+u/SbvfNqBa1KtmSoWpYUSFYHIRokRnwUZqttnERF1+Fc9esAsQ6qNYNoS6WEXSrcRbKsGELR6PnqhGuzt5tBvGzzg8Hlk+0zLwxgp4eRV7hak5yoZMc9GWu/gRXf5yHvszSHufALwgNz4tML4mtv+KZjw1onmqZOy1Ezg0tvFrG+kuDKHl0zq9r9v0Czkv+RVmDk0ZA4zYX5cQAQ9AkAyj8fw9c+YcukqRNNHOTz9v/7ff3Xryy/kbw5quB27+//viN6K8rm77ILf6u4ObFm+V/Ss/7MDr109iM9yMT3gmNOxsYdyYk4ZWIxJNhcS/7hp646Hfmm686xQKRQtbf3TE7MWbW6zAnDghAOQm3vyLAaUDRJE6gOsPc/CKHO9za1lhdXdnV0TkmV6BaiHC6AE2RFjMgCQsCkU4bwHEjqiOdBIHRLidFEsDhJKbmlyqbGkPio/1CAqKiIjLSk2/dKm9tb5NKxasrC2rVssFktOH4jBE/HxJ/+FKo95Xow6HpWy77Hw4MT19UjRFgwuQcX0MsFIMYzIACDqPTRQArANw1bVhb17mkrMcDony+D9jxfcBe/7hd1yK3X/Df+tcrO7+5/Jhv8LmElNDONhlpX2GYZZMJQSBAk2YdBADhdJkoxkZRFEVR7pbkz0WTjN1uZSgaMMC9GUmSJEGRFKCBi8AIF8pQl8sq91322xMUffDbSzXysTloZWFGbl6bBrgREC5AA8AAB2GjKRdOOUhAWEknCWibw+pyWmnMgTMEBECYbHJbUNKWqOzNNyI/L6iaIgHX7Hw7JWdHWOyuiKyjN1IqJ9AR1mRfS//U8pJsabGBNTql0/OUysbWto7ObjZHAGl1NpuNpDGKwd1ZmhRF4biLpmkzAG1r2gcDYzxCM+6LKfZKKNsfW/R4YFy3jRabyItlTVtvRN8Tkbcztmx/XOnBoPSIYRlvUdXd3T05ptAZ9A6GdjC0hcbnAflmTsXWgKztsYWbE4u9U8p3X41un1zqGZuRaixf5TXs8c/2TGzwSWo8HFt58HJ65Yx5RKgcbO2UCJUrqH4NgD8WNnqE5G/N7tye3rI/ovyFsIrOFRtXrmipq2trvj3Q2zY80Nnd1a9U2eL6Jn38sryzmzbmdh9Mb/L+MapGDXXI5AKN7uuGfq+QfO+Ylo0RtVsS6vaF5abxJ/hzK929XbMLkxbEDnAGkJSNBmNO8NHN9p0RJRuSGu+LrdmX0XY4KKcdNrdxh7t4/TOAieMq9ofn7IjJ35lR45NW7xl+8/G0yiDhJB8A2YpesqATz6MKlWXeQkEkMABgpQEKGA0AKAAOgrabbBYA4vhjh1MKvWIr18c2bEvtOhhacrG8dZwCESzRw/G5ezM6NyY03BtZ+UR6SzJvaXQWah/o7+hrkYq4kFZtYwBbZ/tddeeD2Y07s9rvSWjYklT/UFRhbAdrckXd09GulEiQNYSwM4DCAX3HJJSiKJymMIZyMDRBOvWAju2eeS2x/5Vcwbn8ybeSR8J7tUF9qk8LeecKp15N4r6Txs6U2MVGIIBd7qcuBwUcFPDujLadQsT5b3+R/4uLt2rlGbFR1MlTOeQQ4GqIIZVNZCQGVNaFNatDOCW9eI3zxLPaR55a2X945dFHBE/7LP7uflfMUyD/CTLriDNjv6PggKVsPxAeoMU7wdhGMLkeKO6jxJtwxS5q7qjT9AqBnGGgU0B3gjC9CiFvS2ff7JUe7xI/2yx4qU18vln+ZdJQ8IflBSeyBl/JmTtbPP1xqjAsV9RYN8ltHJNU8gS3RgerhlsbRrmiFaWakMA0R4PxIEykx4S6/4/59X/6kf+V+vuYH46O4qA0DwFCCAhWCIkOcBCShTjEOqdkRjvaLhgp6R5rGBos5XY0LAfkCc8lDrxVKH8zq/u9nPK4oZDb0x91SF/p5T05KnlsZvEM7niH0p2x6c45kdOM5jlqzsclu4tS/gJMb2HGPYFgv67aw1TkZck8gKU8xoSdUL/16OTRg/NHHhU/eWzgNx8yk/JFBOldREYhs0yP6tYUmrUitcpPo01Y1bRPqyblsF5ioPgwece+EKYEEC6AbULUJNDrxYZlsX5VjK5J0LUxeEmpnZ9UL06rlschjUK3JjXouXrbqF7HQs2jsIODmPiwiw+TfMgpgjRyWDQF1y0gGatI9LyxawpWKlYtwhXAUbnYsJljsPGNNAehuDAlQAgJbJNBeglk5EN2tvYfvd/ucj+J/g+avJO6+JN3vAAhBAgmQJ1CxC5AbULEKYUwuYaQazEJ7BQiGA8luIiLjzgEsEMAO0SQSwS5RLBNBFv5aj1nzcBaNbPVNiFKCo1gxAC6EdClAZVj5szhlZDWmS9KxG/F95+N7vxtat8t/nj7tKZ5Bv2ufOAFv4LALuUcAwwkpXWCRsnK93ktX2XUZnYLh+Y0YtjMgy18M+AgpBDFJQaKi1KDKuew1iUwUzzYIrdiCgz0GqmECd0fhpbO9K+8OoK+Oqo/yUFf5iIvc5GTHPQVtv4kR/8yV/8q33RSZH5RYHqWo3uBo3+Jb3qebXh8CDrG158T6U+1z/yqsP906u0XY+tfTOw9m9SR0zdhAQxhxygnxoA7HMn8FziSYvQMUyKRHLh4af3l6xv9Qj1vhO+65P9JduGoyS43GeWwRqFVC1ZWhKuqMS2igGGJWstXadlqZFRn4BhMfFQv0iIjk4qp1UX26BCrt3tmYgzRoRgNMABMAOgBQBmAAmAAwAQAQhGrdvPs/MzU1ISQy2msqakoLi6/WVxddYvNZglZw3OTysWFufnFufnllQW1dmx+sXuEm3u7ISq38LuIqN9fv/Gx742/REVFFxSWNLa0jYwMi8XC8YnF5SXCaQM04XI5SABWXOCD2NSHAuL2BSTt9I9fd+H6hm8vnc4p+rTw1qcJGZdTsxZNFrUG0cyrjAabiQEtY1NfZuUf/vbSju+v7fKN3B2StDM8ZXNIgkdA4ma/uB3+sbv8ow4FRh287PvY5Suf5GYMqTXLLtfCyiplszsMOtJlZwBBMxhJ/8SRP6GkWxQDGIC7MJvJjFmtgCRoCsMJB0G5bFazhbTBgLxxu/6Qf+SeyJRt31yKGWCtGiHOSPeCjO0yQjabw+pgTBhtBEANwAJBaQBYBUALgJFhKACcVhNGOFAAkicXPAPiNkekbw+O/X12idDs4tvx32YVe4Un7gzLOHgtqVQJsYWzfZ0DfSNDqzp0UqWaXF5pbW/rbO8QCcTK8WmdzuBwONyhOyR9x5GUIDA3R3auQQ8HJWwOz9kQV7YzvnxfTNFDvjEtRlxuAzeqO3f6x2+MLvKJrzwUX34gMC10QCxe1vZ290zIZCiKukjKRdM2hlgE1Dv51Z5BubsSSnYkl+9Nq97vG183NtOtnBVrLd+Wtu8JyNmW1OCV3LA/9tb9fjk18xaubJLV2SvgS2dUmmmcfCe1ZG9c5db0Fq/05kMR5R8U9nN1TFNbZ3d9Y19/e19/e89g16xaO2EBfypu9wnJ885t3pLe8WBiw+OBqY0qTZ9MItTAf6xq3xtzc1dS0/qE2s0Zdbuic6L5ipGllYaeLuGETAdbCAdO4C4nAJMu8LuSNs/wmxtSW7fF1+9NaHgwKK9tzdgp4AwrJY1zix/ebNgZftMjunRTcs3u9OZ9KY1P57f/qZ2fIJ7P4M2ksiYSBpWxw8pYzngcVxHHFscO82L6BFG93Jxh8aIRs1oJKwBpynnv6Iw9SbVbU9o3xrfsCSj4c37tDACFUyuHA+I2RtzanNKyLrF+Y0jxH5uE/UYgNNr7FxcWcTCPgyEYCxqeOBxXtiG+dlN23+bckS0Jtw/4p98UTsmmF7rb26R8Pgrr7BaMpjA3RJIERhAEQZEYRTopgqIxPaDiO2ZPRvS8nMI9lTn+VFDj+fTeV0Kqn75W8nw876UEzpsprESuQaynZegddTYXAT9LbdzT7X/7i/xfXBKI4GodfNglVmP8VYyPMgIDPbJiGNdYtMolZVLW0BvviB9+YunQEdXRA5NHvabfOewMeIlIedaedpTKf9CS5QPnbiU7jwCxJ6PwYCbupifuohR3YWPridk9tPphwnwK171O6d5gLKcthjPTC6eH5S93iJ/rkT7fO/lOy/jn2UMXLlSHnyus/lUO/5WM8fMp/O8zxXklyr76KWGdhF8yNHSzp+/20Ah/TjSrl0EkX0tw1G6jbNeI2vwfjvzvrr/nSIKjo3gILYSAWEVLEcBDKI4eE+md0kU9f0Q5WjfKr+jg3uL0101kVMi+yBK8nS5+M2Po3ZzGGy3RBaIvmuXnusRP9woflUyeMBrOMJa3ccuvScNZBjpGLR5yjt2HyX9BT2wkxzYDiY+rx8tYst2Us8eV+TAdc8zwp2dlj3mvPfzY2MNPtb/w0kpJqXp+RYk6RYhehsxpVU1adQasidZoShc0vDHtqhj++Wa4E7AnhCkB7BIidiFq4yIOLuJyJwIKtU6R2iZVWeRrFoEaFsAQF7WxUXxUZ+HorALUKdWbxJBVDDlEGqdEbVSoZ6Y0fYtw8SocrzLkrSAtc1rluAaRQGae3sQxW1gWC1vnYOsc7om2ROsQQw4+ZOfA/+h36V3/zwakO8Dqp1QlQoAQP33s2sWITYwaxIhNAmESiJBAhBi+8/ziIw4+4nDLqPkQw4UZLkxyUNcYZJVobXy1laOxcxGXwEDzTGDUBHhGQmwihQZyECYbV+hCpS26f+5q1cgfUio/T6v+IqvpfFzt6dj60P45sR2gDFAT4JZY/U7Mrc8ym1rGViYQvVil6Z6ajxmcKJasDamcEoQUaFwyIy0xU0MqHV9vHzU421A8ecb02cjKa32rJ9iG43zLCa7xOM94jK8/ztO/zNW/wr5Txziml0X2l/imExzkJAd9VWR5VmR7SGA/0q9+SWA+I7a91jP/RqPoTN34C7niYzGd2V1KK2BIB046CRoQFMUAhnA7af9TF8EAPQC3JqeOXPPdcNV/o2+4l1/knh+CPopJGF5aae7vvVVZ2tna1NXZ3tvb29PV3dfb3dvb290/0Dk80jbKamWNtA8Ptw/0s9hDQ4O9fZ1tUqFgSb0GU+QSQTZJFYn9wyEt7T9U1lwor/RvaskXCFg6ZAEwVgB0Ztvi/JKCx58QCNj9vYUFeblFeUW5WakpSem5uXF5eQEZWd/GJLz2xV/vf/P84Q8+2vPu+1vfPHfvmdfve+vcno8+OXnR99PoDPlZrgAAIABJREFU9Jy+keEVDUQBxGqxGlCAOzGXw+JyQQB8nJJ5NDDaOzh5/dXIDTfCtvkG7bp845B/pNcfvjp91XfaZBmfmBmTKFVWR82Y/LWohD0XftxyLWhXbMaGkMR7A+O2Rqdujk7eHV9416Ww+25EbwtK8rgR5eUXud838IEbvoEtbXKrXTg+gag0uNFqN5oBA0gS/yk1+85G453YOYyyW12AYADNEE6H1Wa0Oy0YQ+CApgCwAVxN4363m48GxB9MLNx1Nexa+7B8aXa4r0M02K1aW3IAoCJAy+RSVEfPZxVNH+Xd+upW8+W6nhS2nGewWwCA9TqjUY/iTNmydo9f7KbgRM/Q+PdS8jkGm8iJf15S4x2etCMofd+VxFzpKk+50tM9MDw8OLcwPzUzPTmmGGxvE40Mj8uUc4trVqsdx3EaED9zJMMw7uAcCwA9Gt0TYSnbows84it3xFf4RN08fD36NmydwEFo86B3UOrmuNI9CVUPJFUeCMwI6hLIVfqBnt5JsQTWQhhOEiRtB+QKoD8ua9wTUrgvsXxXWuXBjNrDASklQkX35KJAa/6xrt87OHdLSuOW1Hqv+FsH/dKKJ2GOfHy0q4fPk0ytqmZI+u20kp0hhVtSmran1nmHFLxfPMAygp4Rdk9ja3NHy4iYO6ZemcOZcuXqi5HFB+OrdqY3eKd1779R8E5K6ahe18sbFqtUX9Z37Ist3hZbuS6+cn169Y6orOBRCVcNNfX18eQSs8mFOXGH3YoDsATAF9VdO0KL7k1u3ZvVtSe+/pHQwoYFdGBMKdFqgrtYe64nb01oW5/c9sukxvXxjdsSW3clNe2PvfVQRNGRyKLD4cUHwm/ujyzZE1vmE1fiHVPgHZVzIKr8QHD+sZDcgUXz1Ip+wUrnTKt2hibvyWzcltmxPqFlX0Tp77KrJwDoNeFvZJTui2/wSm/bkd+/PqHWJ7LsXHGX77Ayax5JlKl8ByZ/XdL7dFa7V3rb7nKeR17/XVG1G4LzXkq9NaS1DnD4PR3tAj5XpVFbrHa33RRDkySJEwRGUDjOEBiNk5TTCOjM3pXT4f2/SuaezZ08Ft32fkGfb6P4z8UjZ3KkL8ay3kwdTeIZJXpShljFsNM9y3Zz5M/2Z//ut/i/usQQJdRiUghTaAieBh/VU0IUly2bDEuahdLqvjfODx55cPbBxxcPHpy9f/vcc1vN1x8HmSfJnGeMqYfseYcMhbv0NVuA8BAt28SMr6en7sKVdzkVd2EznoTmYdr0ImU+i+vfIM3nXLa3VrWvc2Qn2njPtYmf7ZO91DnzaYHkyve1gedz8k/ls0/nKk8lc/+aNJJ5c7zr9jy3Vim4xR0p7umv6hscEInXrFIYFyAUW4Vx1LgQpbkIPrBm+g9H/ncX8fP/wk8cSQlhWq6hxRpKiNICA83XuaRqq1i5xu5XjNxsl9weHa3hNd5WRBSPfxAreDOV904h6083s8O7fW+PfdI29kKL4NFh+TPza8+TzvcZx/u08S2AvMKsPoFNeTnk67Gx9cT4Rlq5E4j2G6o36fN32HMOU2nP4wEn5K/tWjh6YO7oQ5yHnpZ8eREa5GsQ6xg0N2nkr6pTYG2aDipTaYYmtUsixMiDnFw1LkCdQhQXoqR7LUGkJd2gxUUJ9/IGCwVshOEiuAC2CSELTwVxIYQNE2wEjKJODmIVI/Yx1CjXGmVas1Rtl686lCvI9NrYgqZlBcozwJEInKqBqpdg7hS6LNWbOGbbsMXM0ltZeitbZ+NBmFDjdsVxcFHzP3jsdwnufMX+zYXx73qQP0Mk5pZI/8yRQpj4Ke+SuuO5gzi4iIOL4HyI4kKACwG3wlyuMUshuxBxcmA7G7JxtFaWxja4Zh/R6NhaVIAYhSaMawOjFsAyMVwD3g7RubzF0Ebh9+Xsj3N6fpfZ4l/VV9TLqWBNXi4ffd6v/IfbIoUFWAHQAcCDre/ldL8eUhhePdguXRiaWB2cVfctwGIrEGGgywCSp0x/HF57tU91nG18gWd9mqM/zjUf45lf4JuP8Ywvc/UnOfqTHP3LHOMzPMtxoePYMHRqcPXs4PI5nv5ZrvlBges5keM5vumYxH6cA32sNF5cBee79M9FdaS3ySwAkE4KdxE4wEmKAQzxX9Br4wzQAVC/tHq/X9D6a0Hrrod5+UX7XAx+Nyyeo9H3c4QD7V2yUR6nd5g7wBKxeFIOX8wVCnjiUa5ocJTXOzTaOzjSPzDCHh5gjQzJJ8cXjMaOqenAuoaPM7OeueF/4PsbPt9d33Xhxq4f/Pb+4P/wtYBTkbG/z86pFU/KYRNkdqEanXZuaUE5LhdL2Gw2b3BkeIRT2z8cWFTx6qXrO9/9cONb73t9+AePj/+w9Y9fbP7iqw1ffX3fl3+570/fbP3s4v4vfI/dCL9QVtc6t6R2YnodYkMgwBAEYFAAPs3I3ucbtj0k8RdXIzeHJeyLSfL84cb2y377v710peKWAoZbu3qV04ssCD2TFL87MHyjX+i9ITF3B8fdfS1iu2/kHr+wbd9fOXQtYueFAO/rUT4hKfticw8m5G3zjbz3u8svBoc2Li73iuVjEoUDNtlQE0MBHCdpwNCAYZg7Gpg7sTkYxeCAxBmcoOw0ZWYYHQAQAGsMgAkGpmgEgKR+4dFriTsD03dfibxY3ydfXqivr+WyhpaMxq4l+C8lzS+GJvpcvOLpF+vjG3M4MPmQX9IjgWkf59TUiKdhHKjWILXR1bRmOOwXu8EvfltwwhtxeTwrLbViF6ta9oem7gzM8Lkcn8SbEc+q2zs7RlmDCrl4aW4aXV6c4nOmBPzZySmri8RxkqZJBpA0IH7mSIZhKIqyAjCEmJ6Pzd4VW7I58fbOxNu7w0sO+CWUrKIzNIjpZO8OTNkYW+YTX/1AUuW+wOyrzaMTsGWop08pEMJqDYYRJEnbaWwNMF9Ud+4PKzySXOmdVnM4vf5IYGbGqLBnTsVWGwI7ubuCczalNXpkNO1Iqvb0T0yUzQ+PjQ93dfO5otlVlRqAL0qbvCJubstt98ho8E6seiq1KXsSUZjsnPE52Roi11snaVCoXH07p+FgcNHhtDbPpMa9Se17v0vxaxiatFka2+plKyt+/YLdIbme8fUeyQ0eGQ1e0fn+fQIFYu4ZGJZJpDrYxOC0y2knAKMC4Lvazp2hudvze7akt3glNxwJLyyeUndOTIvMtms9gv2RZR5pI+tzRu/O7Ls3tWt7zsC2gsEt6S3b429vSmnclNTgkdSyKbXNI6NjY1anR2bbptSmDVndmxPq9wfltWvJkfE1gdpcDWMPJpX6FLVuzu/cmNN1JKPhg4LbbCsxaqUyJAtPxtV4hpZsTWrcntW5PaF+b2z14dhK76DCA5HFh6LKdgQVbY6uXpfYuCmnc1NKg1fK7T3huWG8GZkRb2zt6OvqlMqEU/PTFpeDYmiGYWiapCiCojH3ciRJE06H2QSYQhZ8JrLn1aTh85miT/OHbyp0cxQYgIiL7avHo3veSBmO55nEeloM2SSwXYhg7lQb9+Pa/ej+d7/F/9XFUWFyHZBrCKkKE5vAMOIQrOh1MG7sHmR/9mfuI4+P7zukfuixpUcOyR69z/b5USb9STLjMSz3EVP2YSR7t7XOGwj2A6UXqVjPjK+nx3/pGvula2orpXqIMpzALKcYwxuk+azd+qZW/7p05mQ374Um7ott8pd6FOeKBJ9f6Qj4dUnOqZy+M/mz7+SO/zZlMKNI1lGzIK5f5FdIR24Ojdwa5g4phLNakY4QGmguTLJVGF9FSmBGhNCjWud/OPK/t3h3gsUxHopxdZg7Z1wIU3INLVjDRQgtMNBsxClEnLJV06hsaah6RHB7hF81NFAtKiqb/jpJ8mYC950S2XsZNRcqU4tlPzRNnWoSP9Mtfkw8+aDVcp6x/powvEmhp2ntcXzxfvv4Dkzpwcx4MBPbgGKPq32brniTIcubyn2GSTix+PmRyaNeS0eOLjz4HOfEm+qiStvq4rRmdMJQv6RORbS3UC1rQTUv1KJsnYOD4HwV7uYxIYqLEFIIE2IYk0CYFMIEqI2rs3PuKEAwrt4iMGhF+gU5PClDF8SIjQszbMjB0VoFKrtEo5drrHKNWaqxSNVOxapjYk0zpxYvQu1GVaJOGwlrI1Rw7gIyOIGsCFEbW+di61xsnYOts3FQlzvMhQ+7/gmOlMB2CWwXI3Yx7BQizp+GI3+DSyF8px8pRuxixC5ETQLUzkNoLgLcUxUuSnFRiqVzsXUuDoJzYZIPUXyY5CMOPmoWaS0C2MaBnSzIytGaRbBNrsMVOopjAKOQi6O1chHXCEIOagkugivNJNvI8AyMQA9GUNAwj2dylqMa2aEVbZ9EFJ2PqXsusPqLm6P1srVlG6UBoHFc+1Gp7J3YhgYFrKUBRAG+xhBeO+hfy0/griaOmS4JdGf7VMeGdM9xLE+x0OdH4RNc43Gu+RjPeoxnPsFDT/DQ4zz9C3zzMxLihBg70bf6m8HFz4fmPhdoT45Aj3McpySO42z0eYH5sf6l19jLn0yDNzqhpyKbEptFRoYmMBrDCAxgJMUwNO6eP/5Tl4umdQB0aKGH/cPWXwlady3SOzh5z4+Rr/pHdS9o2oa5Hc3tEhZfxpHMKudWF1R6yABrdWsqeGZ+ZWxidkw5PTE+MzM1Lx9XLhsMEhTN5vHfzcg+eOW699XAXX6hW65HbfwxcsP12C0BSdsCE7dei9xxJdj7SuDRv1zzrevun9dqTPj8zPKsfBoz2fVadGV2VaN3FnSzXvMN3/zx57/88HOvizc8v/lx1w/Xt397ed2fvr7nq288fYMPRqQeCct4MDjnwJXQQxcD3kvKGlXBDoJenptGEY2NwlEGfFVU7H0jeFtoyi/8YtYFRu8IjDrgG/7wNf/fJKe3Tk6OjI/VtLZNag0xfUO7rlzZ6Be6JSzuPv/wrb5hv0rJv9LQlTMqqB+frBEpKuVTQR2DJ2KzD4Wk7QhKXe8bcyC5wOe7K5kSRf/49EDfsHZ2xYaaHDYnSdLuVEkAaHfX505LEqMAwThwykiDZRr0rEJR7YNf5lV9ln3rUnF9cj971ELmyFUPhORsvJ7o4xt3uXVwRq8rr62fUWl6VjWfVbY8HJHheS1sq1/g5huhB8OSDgYl7g/O9PLL9LoQ+35iWdskvKQ2L2jsDQvoQ9fjt/inbglJfyUyj20BMr3dv7b7YHCqV1C2z5Wk0H6pdF7d3NQwyhqYmR436WCnHjWvLjl1iNlsdgC3dzpFA4IGBMXQFA0Y9+9DUlYAOCbHKynF3vFlmxPrdiU17AwrPRiYljujXmBAQi93Z0DSvbHlnrFVRxKr9gTnfFvbP6m3D/T0Knhc7doqhmEkSTtI1xogLzQOHgorOppStTu1em9q7QH/zPhBbv8KPLQMRw1IvQIytqQ1bcpq3Z5atyMqK0Q8zZpf6O3s4LIFS8uregbEdLL3xJVsSG9cn9vkmdO8OfLWa2U9KWMLFQtwq55KkCxc6BU9m1GzOTBvc3T1gcIBz7RWz8CbbyTW105opKrVsvIi5cpqAm9mr3+Bd1r3lsyezdkd3rGlV1tHJxFrX9+AXCxamV4AOEnjGA0oDY5dr2/bG5zmndO6MbPOO6d1X2RBqmKpXjndswpd6xYdjq68N77v3rTeu1Na701q8khvX5/deV92y9bc9k0FnR65nRuzOjdmdXtk93hk92zO7NyS2rohv2d7Zuv+sPw6lb1NOtM3tVardj4WVeSTX7spu25TdpNPQun5nIpONdo2szoEOz8s7nggLG9nVMmhku59BZ2705sP5HTvy+y6N7hwV3ydT2rrgcKhbZkdW5Jqd0XffDbz9p/q+7t12Mj4XHtrR29H6/iEfHZl1k44cdKdWUC4bfPd2n+SJnC72QjIPI7mZHjzyYTON2O6Lub1Ko3ADAgVANHDqyfDG8/EdYUNQRyUFiCYFLYJEefPHOmu/4G+Pyw1JtIxUpgUql1cxCHW2xaWtSbpvOJHv8Fnj809+Ij6/qPz9x+Yfnbf/PndIOY4nXO/Pf2ANeugMXevscybGToApvYR4xuIsbvJ8V8SY3fj45volSPAcIwyn7YZTgHd66T5LGo8LVs83it9uk3wQpv0dKv8fIPi66COH94tTThT1H46T/FG2tSnGaKAIlZ37Ry7ZkZUOT5cyuspHeZ0KeTTqFTnHIUdd/J7NYRwlZSoGSnECGH6Pxz531scnbsd5uZIJ1eH8VBMCBMSDclbdYq0JA+hRjQOHopJEBd7Dh7qnOivHBJWDXNv8dqqZ6KKledie98sEp1L6/00vyqRFVo9+VGL8tVO2aNDksMLq78iTedx45uE4SytO0WonnNM73eNb6anNzLjHox4CxjdbajwgDO2UXmPUSnP2UKfnD92YPbwwZXDT7MOPzHnex2fHFzRNMo1mQvqerWGt6ZeVap0o5BpRO/g6AihhnBnGv28RihGbBLYJkPsIq2dDzk5EMF25/QgRoluQa5XLEDNM8iwEloRa11cyMbR2PkqTKixyNSkRGsTIUYRbBZp7TK1RalRTWonoLXbWnWKGr6iQi6vwanz2oFJzZpcY+NraA6McVAbR2flIw4BhAsgnAf9w3Nt6U8G4z+h5B2I/Lk3KUAo936ke4+bp7PxUCcPoXl/B5EclGbp3E6wDrekXAC7BLBNgJjFeodAj/H0OBtxciGbELKKIYcEwlh6wNERPJ2dr3PxDBRXT3K0ZvaKdkRjFME2OYJJYZoHAzYCWCjDhsnaGWu23PRj28y3pUNXc2pTKjuyOwUX8tteie78KLGtb8GxhgMtAFIHuFA+/Epo3adVkm8H1b8fgU72qY5zrS8I7M+ydCd5upe56HGe8RjPepxnPM5HjvOhF/j65wTWx/muE0LHWyx1+IKjQONI1xAf8ZEX2ZZfDWlfGta8LLI/x4af75s+xdW/3Lr6aGxjWCMfAjSGMy4XjtEudz/SrYf45/qRJKZjqCHU8Jh/uMePYRv8E/bH5fkEJJwICK+fWWznC1o7O4RC/uqa2mCxG8wOvcGit9j1dqfR5jSaLGa9waIzWPXGOVi3QNJpQtGTIRFbf7hxKDbz/tSineEpd1+L+MWPYeuux2wLy/SOK/SKztsYlPTLa1H3fX3t0NXwP+RVsFQGFAOrq4hFbzVDepcLKNXG38dnbv3jNx4Xb3gFRh+KSPT4y6Wtn3198MKVoxevHfju8t5L172vBO6+FnkwOHW3X8yWi/7bv7gQUN82qzfPzS3Mzc3o7CYjAD/cqtp1LWhjYPx9wSkbgxJ8gmLfr2gqU0y0SMfGlleaezo7WSzJqva98LhDP1w76Bvmden6jr98fzYhrVSkEC+phWMTcoWSy+eIpqbEekv0kOiQb9w9F8LX+yX98lrM/ushUaNC3pq2vaNnSiw3Q6jDbHdHb7v7d24xNU1S7rm2k6DtAChsrlSu5IO8W4/6xe35PnzfxSivr/yeDU2+2Mm50K84EFu6Pixnm2/07yvqeSur3UKpEDa8l1m0JyjpQHz+xosBT6dkflBWebG993c3a56OKfAJLfQJLX4ytOCPec2TWmxS7aqZVD9yPW5naPa28OyXwnN7NJhMZwlrHjwQlOIVWrTLN+1S+6hsWdtUX81jD83OTOh0COF0AMwJaJKiCCtJ3Gk+MjgNCLe43J3Kw9CkDQCZi3wrr9InrmxzfK13WuuOsLJDwTmpioUlANKHhZ6BSfcmVG2Nr9mfVOkdXvBZZfuEydnb2y3jsTXqFRfuJCjSTjjXAPlj5+iR8OL7U6u9Uqp3pdbuCcyK6GYNqfR9M2vp7Akfv4ydGa1bstq2pdRvj83/kaPkqjTtrW1ctkC1vGLByZaxlQdjCnam1x2sGd6S1vSLyNoN4SU7g1KP5TU+nnn7QHzJ3YH/i73zjI7qzNJ1j6fbiSBA5GQMxjbtbAyYYAzObnfudufuaU/PdHBOZBDKOUsIoQQSAoQklHOsdFJF5RxLVSdVjief7/4ogd0zPXfZd+5avSZo7V/1o5Z0zqdTT+293/fN/Mb5S3dn3ro3u/aBsp5lSVcfOZeXoZ7Ukr5WdW95acHwnCUTm37kbOny+KpvJd+6O6VyXUzxn663mkhXQ1sbpoOJmVmZF/hgQJIEPxBLYHRfXNbK02nrMq9uTC3ffDY73TihISi1lYjr1j9yIntLQu365Or1yeVbE8u2JpatTixdmXx5Q2rpytSSlYlF4XGXw+OurI4vXZ9QtjG+bHPs5bWxhQ/EFDwRkVE2MFWPGRp1ppujlkMRuY8k5GxLKd6YVLzlXNpPcgs65803lKqe4clen/xJs+rxxIsPphZtSL28PLpwbWrl5pzm7Rc7duS0bUmpeyCjaXXcjQcSyvcml/2qqKF6ClfO4FU1jVBXd3db89j4kN1jY8QgJ/CiyEsyJ0qMJLMy4EVZECQRiJwLiJdQ/IXYuldyut5IbPvXzEZolvcCYAEgumv+SGz9a8nt53sI1Ak0ZFD/1xyJLqLk/ziOROyg2xxAbQDB+e5x67zd6x+e6EtIb9590LDr6fmdD88/vEW3M2zk5fXMmT1S1l5/5lYuf6c9ez2VHy517ADGbazxfnbom+zwN5jBf2CH7+OnNgLqGeA9yruPeugDIvWKx/HKyMKhjr6narDH60376/p/cF37+1wo9p0bKS/m3Th6CXs9p//7cdCnmaprVSa4agi6oleWoB3laEe9Uau3DlpYiGJUuB+mea1N1hGS1izq5gStmdfi4v9y5P/fUtl5aJEjg5AtCNmCKB3EqCBm5VELh1kF2MorLYyG4hAbp7F4lKi5oUKBVSDaUp2qavTKrdFfpLS8kql6Ixf9YVbrp7cyLunerxl9q3HgyVZsFzK4O2h7hXW9wXvfFNxv8OShwOTD/oEwbvBuefBeDvsW0G3w1a6gLixn8nawqY+AzKfN39sx9O0ts488o97yoPr7h3ztWfRc2SR9aQrXTeLmIYsPs/qUhFtF+2GaxSgWJniE5GCahW1+lPZhtC+EkjprUGtlEZwPmRIYSWqQ7huz9ZjNqTPWslFLn8nqDjXsEEJE6aDWGkq9cmvsToj2oqRPh3uMVsc4rp0mKufJKAv1Fyv1sYXMncW7pyyjRotXi3tRyovaXKjNhVJuhAjC+Fd9nnzjrwmShykxhIa3S7rzfTdEk7DNh9LBkCrqjv8tTIkIySFUAKG8KOlDycBtzyAGxj0QxYTaywjJIIRfZXF3mV2wk1WTbsUC0WW2dlsdCpsfsfv1Nifm4FCL12QJjFJSHy5oFlgNISB20OUC7W7QSIOGWW+NcbqoHYu60fOn/Jbvp7X8POFWUfvoIClMsODamO2nxT2HMns/0/k+HuDeRuz7uxf2IO69uuBzkOcQ4n0eIfYh9n2w+3nYfgAmDiDWfQj9HOJ9rNe1X+V8W2O+HgAIAM0yeEe3sLfH8jrsOqy07YN8uxHXUx2Te9S2lxD/vqvIsVuaBSAxPGCCAi9ykgQAEFj+a/tH8kLAJXOYx7f3bPzqY3FhERlbUouXHo99+LNTxWNTpmBgyuua8TkpIFEAUADYJWAHwAGAGwA/JwV8rN/l8zm9LgCuGQdeTEoN//z01sQLW5MurTyZsuSj+DWfndt4PGbLsZgNH0et/uB82McxS44n33cqbUfO5aWfRmz+8NR712u6Zq2G2fn+4SG3nXLJoFCpeebk2ZWfnwqPTrr3szObTkbuT8r+VVb+yZt1KU0dMTVNH5VXvJmavePTU+Hvfrbss6hNMZnhn5x59kREUbdqZGYeM+gHp0bdAHx2/ea6T07fcyx+eVTO6uisB88ln9UMTviYHkjX3tRWWVmhMmBDOJlQXn2+sjGhpSe5vbcARronJwemZ5VKde3NqsZbtXV1FQ3drX0uT45h7IHPE5ceS9mSdvUbn8fvOJN0vEWhpZxNbZ16GLZZrQITBPJicLYUsoeUOVHkBU4UONkPwFiAS1GgLyTlbT+f/lBc/gMRuZtOpG86kbnlWNKjERnPppavjStdlVq+6lTq2yW3IDOuwx35GtMjpxPXxlxceSLtlayrV2cpJWUbDDAqwnW2U7vpTM79p3IfiCncE1/YPkb3EdytadvTZ1PXRecti8w5GHOpYc494ArENqvXn0lfGVcSdjbn9zUdJgtRd+t6b2vTyPCg3e0RARA43uOwcxwjAim0DclLQVHmFk2KRFmSJCDzXlkckcGPr1Svjy9emlCxKat55bnSzadz49GReQDyIMO6qKx7s2uWpt7cmH5tbWzhj6/c6vcFmjuatIjCis8xIstInI8LmIFwqhN7KLrkoayK8IwbqzOr153LO1PbpbI42wZnCrVTD57M3ZjdtCqraUVi5crz+X9p1WkpZ21tPazBrPNzLp930Mm9nV/1SFLZzov1q2Kvr8nuWXOh477o4uVJFSuSytdkVa3Lb15+oWF5ftM340tWxeVvjMo81qzsnXVq+sdrG6ra6m/2T83k6GefiLq2OaZ8XWLFhtSbTyZf/fhqywjlrmtpQQyYjbayPBNggrIkSEActdEJ7ao3L1zdnVz46PmcPZE5ad2Iamyk16QvU2t/k3X1BxfrvpNf/aPiqt9erv395fpfX6n79dX6d67U/qW++/3a3o9qFB/dUr1/S/n+rd4Pb/V8Ut31abXi81s95+u7emfm1AO6LkyF4mRau+b4tdpjNb1/rOz+c0VTQmPTAGFubG9u62hFpuYR2n1laPb9hp6jmZd3ReY+Hl/6UFTZrvhrj0WVPX62eE98+f6k8r9Uqa8NkeNBAE/Mt/QoGypu6nu6+zF4ZnaCFzlRYkMQKcmsKDGixIgyJ8oSLwMAJCeQy0zuV5Pa3izA3sw1fC+tM7p9DrGLdTPBP1RNHk1XvZrWe7rdbPACxOoOzbVDj+jbD2fxf+BcW+8AnfN+JS2ilKidoPHRGeLajdbX3uh/okMyAAAgAElEQVTdvmtk5xPTD20feCTcuD/M9qdHQNZBZ/q3vdkPBS4+bLu40X1zA9DulIbWe413B4bv9o3e4xtZykxsFizPis7XOfdbQcdrjO1ogHp9dv5w7/Ceat1TVaanaoYPXTP86kLvsfer8r5fXH0gF30pZ+CnWdr3MpQXi2DVrSH9DQy6ouq8omxr0EO6haG5YD/OqRa8WppDKR4hBZQQdFZRa+axBR5Z+L/kH/4vR/6/lMrOa+zsbY70QzY/SvsxKggTrN4GdFYRmmcgKw+RgoZkIYrBZu1t7QbldQwrNqI3Buob+o8XKX+Yon413/hahuoX+QXxXZE3Rn5WPfBMk+5Qu/5Zm/lgwPkqF3iL874pOF7i559ihtZyfXeD4W8Kfd8CfavE3nXu8nBPzjou4wGQtdP9x0eG9m8Zf+IJw65t7c+v9904FpwqtbnrxukJE2GDcE5NshAVQHAWJTjMFkDwRY6EbEGYDoZag1qC01qDKMkgJIeQgpb0DVDz4zb1jL3GOh85v1AwsWDsD3EkHdBQHGzzQ1ZRQ/BqG6O0e9V2N0R7ESKotbJGkhjGh2bxBoJIs1Enaeq8lSyctzaMEKMDhFlP2rWUE6VtWsqGEH7E+pV9f77MgiGFjcoGVLYvFNx3hte33X98GOXXk0EDEQz1MjEqiFK8jgjoCJ+OdGtJL0oGIFLQkLKakrWkDyUZmOAhnIMJFqIYBR3spIIoxUNWr47y9Xll1Au6SaHXyqJ2UU1zarPfYA4MWljTPKPDOZ0daCixweJS+mS1V1TiriG3MOAFnVaplQalU3xu73zcZUVKSdf5yy1vZ9zYm3jribTu3/Xgv9FQP9AQhzXEPsy9R888Bwf2qD17sIXnMHoP4tyH2A8g1oPwwgGY3gd7d6sDB3vo73eMXHPxOgCaWO6X6sGnWoaOapyHlPbnYOaAUXyyZ+Exhe2gXnim2vhxjXoGiEEBsIzIi5ws/z9ypCh6/YAbDLKHo5I3nUlZFXNhXUrBNz44s+6Tsz8vq/jkZuWZa1cjrl9LaGyKrW1OaGi/ojAUKbVFSqwCMvToh0cncdoRDHJgIShFVTc8+PHnYcfPbUrKCz+bEfZRwobP0l6Kz3qvqjlLN5qJjr5X2XU4qWTr8dQlH8YtiU0LO5+88qMT2/7yUXxrZ7/TrunXTkwPzcni+1dK1r7352URZ9ekpd9/4vTD52Lfq2/vCwh9Dh82MW+cs4wGmNp582+ulG754MMln0Wuj83cEJW89l/fP3ft1oiF6FYr1XrEJYHjN6o3Hz9/34nE8Ni88HNpK/90/LMm2DhnqaqobbpWiWrUaL9+3uEw2wOjVvfgPK0ZmYBHhrEBU1dne0N1dVdbO4xgpnHjhIvsMJt/c7li3aex9x5LvudM9rLovC2fx71b2YIS9o5elQFBKMs8kHieC8icJAmiKIZ0KqwgcDwv8qxEAVA9OPaj3OKtJ+LWnM9YdS5jW9yll8tafnwTeq2g4bEz2dtPXVh+qnBJ1OVlH8T/qqhhjBENTuadC2XbzqStis5ffzyzfNrTOYZXNHeWXL+pHhhVeeU3r7fdey4rLCJr86nkIvWQnuJaKe/+uOzV0Tn3nks/lFDQZPYM+5mETnTN2bSwpNIlkblvVzebKLq+/gbW0zU9PjaPU15GkAGQBBEAwR9wS5LE8ywnBkSZk0Om6aIsiiKQOZ/MTwDw82u16+KKlsTf2JLTuvJc6caTudHKPjMARbrBTfH5S/Ibl2XWrM+6Hp5Y8N2SSqM/0NjRiKI9C9RsADABwPh43wIQz/UadsaVPJxTGZ5VsSq7dm1kwfHKNpXF3W6aLjeZHz518YHc1vCMxmWx19ecLfxjHdbnCNyqqYM0mGVumrLhZh50UeL3C5o2nszdHFm+Mb13SXLz5sKu+9LrdxR03Hv+8qa81nvjri1LurYxuey5jNIowwQaEHTjlpqaurbmaq2iRT82VjBoeTzqyhsXm48Uth0t6f5JQUtiVa+FDjY1tsFabHJhxMG4eCDLkuB32VhZnhRBPe6vpfkrs556WjK42IHpcRhTTNntRher8YFen4wyYCQIhj2g3yMPeaUROzdABkZpdsImjNulYVoYpNlBGzNsY8dtoI/m+mzecTsJG3sb26tmXNSIj5lecE16AGwTdD4Bmp2yuizq3qa22uu9TW1DwxOmeZvJIymccumw7eKg6+IIlzPsyDJYC03WegvXirNap6wbx5U9WGNbZ0N1DdbairY0EdOTuHWe4xgg3/axF4I85+d4PyewrCiwosQJrB2IlQOB1+M7j2ZjL1wYfjqh+0ge9Puinl9cUj6fZXjxwsChxK53K0x6J6/DHTrKj/5bjvyfCBk6QlRQQgfBY5Q8T/Iz3TD03gcNjz469cRzA5u2Te58UPft5TM/2QxSDzOpT1qTH2Tzn8FTNzsvbwO9u3jD5uDQSm5ihW/oXtdouHdkEzP9rEC9xTh+4bH93Ef/SHD8wEG8bho/UKd95rr22eqRvVUTRwqwf4pvjfxeTuGRXMXerImXUoffycVSr+qbbvbrrg+Ybqh05cqe64qOrn7TjGfSDvpxDl7w9TkklGRUeBAmeC0lGyigxUXI8r8c+f+5lI4QRwb/miP9GpLtcwEDIUOzLIrLECmo8CBq54c9fo12rLMURvL1yBV9aw2WXd3/2zTdywV9RzLQN1KvnmpMuzzw62v9zzUa36zX7Z2feNZlOxr0vx70vy64X5PwvcLYZrH/Pnn0G2DyXqF/GdBtCdZusGctE3I38WnrQfQzIy9t1D28rf+pbeqD4eDWSTBVYSPaRmxjKEF1EYzCzmE0p7eImIVDaR9KcHeWOzU0oyF4GAeIFUBWUY2LKlxUEwDB2X7SPE6pZm03CUvcAl46iQ/3EwGECigpj4L0K0gawhkVwSsoQWFnlHavxuaFST9q4RBCHLAGZxZmbZY2F5npoCIIMtmMF0zTvaPksImgdKQbo0iMIhHC+zU48u9+479ifSnj6K9K6xS1LmByAtjKNE9ThT1Dyc2jv70Kfa91/mgveQByH4Rd+yHqOYR8DrYdgNx7UHoPSu9D6Ofhv6rnVOR+JfFi98JPMfv7E8KfRzy/xGZ/qZ99WWN7EaIPwo69qGcv5j8Ie44oiFc6Zj7t7dfxIAgAF3SJss8j+EQgsUEGiKwssbIsCkDmARAA4GUgSiBk9iGJrCSyX7KZBKIseYA8w8u/TC9ZfyIt7Fz+/cczl0ZmbD6TsfKjM2s/PvnQmdi175/Z9GncqvfOPXgudeex1G+fydtwKmvLsaRN756IaegKssDi8LdaF/YnJGw6G7fiTMr9sVnfOha1+YOIP5W36hYIzEwoRqebYcMw6VIR7r/cbAz/0ydbI9O2JuatPJu67rPoIxEpqgXaND0D6bDBQPBHiSmbPjq1IS57Q1rB+siUHccjyqy2Wv1AcW37zerOtnp1RyvaN0V2Tsx+UlzyxMcnd3xy7KnImCc/PfO7uLz+eQ+EDXSpFKOMPbmzN+yPH62OSd6QnB12PmXt8egPK5tnSVf99Wp1W4/JMDagHV6Ynh6fGB7oG9SrNR0dHa1KlcJo0o3NTNv8Uy5ZM+O6Mmr7uFb5QmrxhmPJWxIu33M8674zeSuii7YdT/jnazV9fn9VS41JD5ELs363BwAQuqqAB5wku4HAiKwc4ANBwR4An1V17Igv3JJQuvVk5g8vlNfMWvq8Ps2cU+flcnXGvbFZK87lLkksCTuT8GZ+8USQg/HAs8n5KyLzNkUWPZ98pccH0IBgcrhGvEHYHrhOcT9sxu47e3FNVMkDZ4ujqrv6naKJFr6XXLTiTNqS+PyHYi6UTjmHZZDY1bE5Jndl+pUVUUk/vFFn8via6xs0HarhwTGH08uKQJLBHe2FzMgiL4TmnqLAybwgiqIEZE5gWZlfkMT3ajtWRBfdndF4X3LD8vM3tp8pPqEwTbCgun/0wdTsZbkVGy+2hl2ouyu1Yn9JpdLralW2mzBsZmKSCXpF0R0Aog2APLjv0Zj89Rc7wgrUS5Mbws9ffa+00+AGHf3zN0eJpxKK119oXFXYueJCy9ro9Hdudfb5wc2GzpbW9mnzjMvjZJiAXwLqccu5qs6jqaXbowvXx5ZujL62IfLqlpTyTXHFmyIuPB6T93ZxVYpG1262mDzuxq72+tbm2vq65uZmrbF/inKNOoOIxQ4vUAMOvwm3D+H0nNNjHBnvUqgxrX56dsLjdciyKEkSz/N+lpsjaWxwyDhtxkYnVLq+dqWmuaO7sb29ubOzpaujuVfZ2N1b295Z3dJW2dRys7G5sqmlqrm1sbWjoaW9vrmtrqk1VPXNbfVN7c2dnY3t7fWtzfUtDU3tzR29nUpIA2uxbhVa19ZZ2dRS09Ze39Fe19LU3tkBQWrDwLBhYEQ7MIyahmHTCNw3Dg9OYiOzfTOzxqlp/cgYou9TqpD2tp7axpabDfX1bfU9PV0GBJsaHKEWiKA/IMqSBOSAwPEiI0qMIDK8KPAykIAsATEgcw4Abhhtr0Q3Hs0yPp9t3JsN7c1ofyml5WBcy+vZI0ezta/k9PylyggFAIb79QSrCw2FbjtOh0ZJf/cH9X+yMFLUEaIOF1BCUNOCkhY1lIgSiznaahsTWsRHSEaPMyYLN4yzkIVVk8K4jfMMTo+cj+t8/NnRHU+Z1z41te1J5MHwqR+s42O3+zM2uXIetufutqfupS7vdXXu5voelQZW8oa7ONM93Ohq+9gGemoPYf4J408CXK3gv+Sgf+10vgSPvdGm31eP7WowPVI7cOBq33vRnQW/LLp1IE35ygX9GxnIb9KgtNLBpuphVYVOV4kormNNV9WqrrGhKd+AhcVwFqMFxCZoSBYmWAxntVZWh3N6Qgwl+t6Z7GlpDqM5hJYgWlJTspqSNZSAkAxKBrREQEswKCGguGwgWGTeC8+5dETAQPMowUGkiNiAhpQhCmhIWUNIKCkZbZKeDKJmVx/pNVABlGLVNKe0CSq7iNhFzCGoKX8ojjw0BUbpIEb7dLTry7S6uHcbUq6QEkpKCPHFnYIJXmNlYSuDEpyW5rR0aJmN0dKc3iYhOBuyVQ8F48FWDiMl3dfPW1rcr/t3pSEkhJZhm6SiWBXFQrSooUQ1/vXPG+4fWAioOgY0l3v6i9XYVf2tG4OR+Zq3MvtfujjxdFr7jy9fTEciy4d+UzVwsK7vkS7DrjniqOD/ruB8g7e9BqjD0vTDQl+YoPuGPHgvP7hUMK6UFOs9V1a40laB3J18xlMz/7y979urh57cPnJwF/mnH1trLrnmh8YmCMjm73UDDQ1UBIMQfh0ZVFPBxTtO+rREQEtwWlxECQElBAUlqCheTQANDjDCO2ClpqwDFqrWMZ9ixQvGLCNaS0BN+DSUV0s5jdbAHQ00SvEYKekICSN5mGZ1OKcjvDqK0lPWfnJujOibpVotdJmVKLIQZWZLw7TZODJHG+Y5GA+oaPtXvIz/ZTgSIoW/XRSjoTgjDQw0r3VLKivXS4P8GfDd1oUjvfTzkHs/7NkPUXthci9MHYCcX4bIA1/iyANa1xG9+5DSsq9x+EB9/0ttQ78ddMTw4CXY/iJEH9DY9kKuPbD3AOQ+oqRe6Vn4S29ftw94AeAZryQFAmJABIANMiEXydCsigOA+xJHypJwZ7M+ZE/Dy0CSJC+Q50Tw65wra06m3ReZ/63T6XdHpoWdz1kekbwuNmVH5oXw6LRVMTn3nk1ZEZ+9Kbl46an05VG5m6Jzwv788edVdXO0D5ucLjSaHouKDj8Tu/Rcyt1RSStORPw460rrjKtTDVXWNjTWN3XVN/c0t0HGweap+V9cLNp4LmZ9bHpYVOrq04m7jkXnqFBkdr4Tw0xO95sR0TuOR2xOvLA24WL46aSlv3/vrEpvEmTVAtndN9rejbW1aYwDk5O0w2BeaMYdVWbr1enZpnkCnbGZLZ62lk6FsmvMY7uo1m/5LHJtQsbK+Mx7ziWFfR75u7LacZursaZB3auYnbO6SJffZbcS5tkFfGpqqn9qxmRzwjbPZW3/8fL63+Vc+0na1V0ROdtPpT5wNm3N2Yz1iSX3ReYvjy8JSyze/Hnib0urDT5/dWu9UachzDM+rzu0GilJAAhAEGUvEBmBF4K8hxN1tuBPiyq3JBRvirmyL6EsXT3YM2tpUKka6rrbFSg6T8Z3GracvLAkonDFueyD6UWzALRPOx6Pu7g8tmRLSvWjyVc/asOOt3a/e631nUuVP0otORhf+EhcyfaEqztjLm/7PPNf0guG3OKAC7yeWLAuvmBletm2qNyyed+0CLJ7erdG5a1Ov7oyKu1H5Q39Tn97TYOmvXe0f9jhcDGCeIcjBYkXeUkUeUFmBJkRRV4SREkCvCwJ0iJHvl/XuTqmZFlO26rM9vVxdVtPX/5MMTQmgdrR2W2JWd9MvByWXH13wo1vJlU8m1PeTjubFAq91mSexRmGYTlPUGQ9AFQOjh9MLlwdd3VZes3qlKrwM3kfXW5BCa7TMFlpnNl9JmvtmYurY0o3xl3bGRH/fkVDH+ltaO7o7GwfHR+i7YTf57JaqAWnf8gr1VkDCbq5d1sMf6xB3qvBTnUPJenmr8x6Wu0i5BIQi71D33ervb2uqbG5tamzow3WQBOTs5Q7OO9m+sz2XtTUCxubOxRNrV09ver29s62llYdgpots36/FwAJSLIkSbwgUS7X8PSsSm9QoNpuFdTZq+juUShUSg0MwToEwrRqBO1Va7oUyo6e3o6e3s5eRZdCqVBCd0qpglVqRK1BNRCG6k2o3oTo9IhOq9XrDCZj/8DQ4NCIydQPw6hSpdGgCILBEKTWaeGRAROOW6xWq9lsnpicNg0OQZi+S6lp61a2N9W3Nze0tTZ2tjZ1tzX3drT0dLd1K1p7IbXBZJyamCZxyusJcrzISTLHi0zoLkusKDCCwAmSKEi8IDJ+xu0GoGE2+FJS84FM7NCF/peztW9lqdKVc0UDzugu+uWEpiOJdX++Afc4Wb1d0BO87guIlP7bcCRKiTpC1BMiRooQKahpQU0KMC6EOFJDhbbwGeR2bptiztE971JOU5YF28S1qvbXf2DatWfhgSfI7U+NPrht4Ll17vcfAznP+HO2O3O3+4qedRQ8B7pfBQMvskMPiSPh0tD9TP/S4PBaEX9ZdPyO8xwDfBGQuoBQabd/PG/9YdfggQbdU/V9T7RNHK4dfDuz5/ify4u+l9V0NM/wWo7upxnI8YuGK+VDHRUDyquIskzVXKbqqTf1GchRM9tPiDqSR0hOhQdhgkUJTkfyi355uHCbI8UvcaSA0JKGltSUrKEBREsQxSEkg5IMSnAILiBWCbVwelIy0YKeDGJWH7rgRyx+xBKEcA4hRJQECCFDVhG28gjOo1ZmUZ9BsipSUFCCmhZC7wlRAQ3NQDQP0SFWY1Haj9G+v9X1XHwFIYU7FcoBD+U3IiQTkhijFAsTQYTktDYx5HQYUo0gJIdSIkpKGCV/3cPwH3MkD1MibBM0FKcm2ZCGSf2Vc/zuFIYHTfMBBJqEKmD9FTVWbmi4OZRdqv9hFnYkq+9QHvrdwitn22LLBt+t6nuluf/JTsMTY3MHfe43Rc93BOcbwHYEzD/GD64WDd+SB+/nB+8X+8KAZn3gRrgna62c+7Cct5uJOjh3dIdp14a+b2/UHXq887N/sZuQyWlKRbi7bAJMAw3Bo9aAgeTUBBPiSPTfciSnIhc5EsYBRnj7LfSUdWiBrHMspFuJonHruM7CqonAbY70/TVHijpCQikeptnQ3iRKebWk14i7B63EOD40TajMZNk8WTZLVE9a1UMLM4YFN4z7VNTX8P35+z84vkp9+RD/Vdk4iOJ0OIdZAqiTg0hR5QC509Ib7QsvKOh9sHeRIxF8L0wd1DjvEOSdCr3ypML6PGo7iNCHVNbDCvMLXVNvahbemeBeQh0vQrYDKnqfyrFP43kecr8A2V7UEL/q7ivHvRQAPBcAIiNIrCCJHMOHrMhFCXyZI3kZyJIQWtoTZY4HQiisj5VlIMl+IFtl8M6l6ytPJn0rOu8fzqbfFZ2yLL4wLC5n6fn4+8/F3nUy+q5zqf8YlXl3fM43o7PC4gs2Z5WtP5W08d1PYpraxhYoo8V8rK5p2/mo8Pi01Wn5S2JT1x4783HZrXG3fKu9ubyyor25wajo7qm7pcHU4yIb193xwMmItWfiVkSmr4nJ3nY85v2y6j7KqdDqhzyBDy+X7zoVveJ0YljshQfSSsLej/j2mdSfF18+19FdOTFjdPnnAvyM3TWB47M2qmV0pml0/JoaalQhrS096pbe9lu39OqucYoq1489cj4tPCnn3uiMu86m3PdZ1E+KqoZsnsamlo725snZGZ/DEfS6bEEvEZQcALRNzh6razmakrfl44g1H0Zsj8j5dlr59uzr66Jzl38Wt+xEQtj5nPDU0jXZFXfHXFxzLOWnRVV6D1PX0a7FNJb5qYDfHTLnkyQJCECSpAAQWVHgWMkmgQazc0/8xS3JpVsiSn58oa6XCnQP9pdcK+6ub2yqqRmZXqgdwHd8lLPiXPm66LL9mVVDArg1ZH0o8sKq9MqNF1qXRxZuP5W88/NTa09mbTiWuv1U6oYPozd+mvjQ2dxtx5KejEyPuHJz1MX1O8W3MsrWJZWuzK7YGn0pf9Jp4eQilfrB8/kr026Ex1z8QWnroI3prmlEWjtGjf122sbxYqgjJcohTZDEySwLGE5mJEmQJCBKgJNkAHgRSFYAPm5RrI4tWpLRvDqjc31M/fboyg+7Bvt4UDtDPpZZtCq9Ykdu16as1rCEymdSS5stzrpejUKhnZ4mPAGWEYOsFGQB6LO7P6lq3RV7cdWZrG0x+Q+fzzh3o1UzQfSg/fCE9eT1lj9Xqj5sMp7pHElRIbUDYzOEs7ezS9XbMThk9HrsshAM2OzWBbx/Yl4zbVFbXToHN+jgx2w8tuCGZu3dw/PN2FC9Amnp7G1ra+toampva1Epe40G3fTklMPhCrCSzR2cmLfpYC2k0Cg6e1U9vRqVGtKo9DpsdGSAtlMsy4aU9yEFfpBlcNo2MTU5PjkxPj46MT46NTk+OzNlNs9ZLOaZmampqYnx8dHR0eHh4cHh4cGRkaGRkaHRkcmx0amx0anxsenJidnpqfnZmYX5OeuChbRYKStOLpaVsFoJiwWn583zk5MzE6Pzc1Pm+en56QnL7JTDuuB1UH6PPehz+tw2G2GZmxofGTAZDdiQStEHqY2w2ohBfTpkwIQODemHR/VjM1NmnHC5vX5WYCXAA8DLgONFVpZFWZAlThLZkGpb4AMC6/J4LXYgtZLc0Yzm5zLgF3L6vpehe7d4xIDzFgBUDvlfiju/k1zz/k1I6WVQig81tEJdokXL4sWPjb//s/o/UxqKQyleT0p6UsJoCSIFDcFDOIcS3J2d+8XUO4pDSKEH92oJ19QsTqiR3j++W//gt+cefY7e8rjlkR0TT28gfrWTi98r5j/vuvAIkbXRW7KdKt8BDC+Aiefc/WuF0ZXSSFigb0VgZDNw/Aj4/sj7PhTYBJkvZdm8Sevv1YOHmkzP3tI9UT90oHn6l8W6Tz65Gf/DnKuvZvQcyTa+kaz5YwZ0sWSgvWIYvtEPXTMqr2INNyA9ujAxxw7jvJEQMJJXE4wSDyI4q6cEEy31UZKREHS4oF1EydC941GKR2wCbJM0NFDS8h2HeYhiEJKBCR7GBRiXNDhQ4yKC8zqSNdKsiQoaCL/B4kcsQczKY6SEELJyQeyd55UWHqakkMJXTclKOtTjFDUEDxOhDcK/kkMs0uTfGJ3zKMWHBLwowYW6jDAeQIggQgS1Nh4mghAeQGwcYuPUBKMiOIj+ou8D0zxCS6hNRmgZ+vo5jf8RR8JEMHQSNCSrIdlFr5+vrC/+gitwVjsXMI7Y4LYB6KoGvq5rrxiorB7+10vo6xnY68Ujr16s/UN5ap7u3A3jD9r6nm0zPK0deQ6nXmJ93+M8b8jOo4DcLUxsEUz3i4P3cYN3y4NLgHYNX7/On7+BzX4okPkoyHqZ+sXjul0rhh9ajT644caR/fbWRvM8pbbYughG6wAoJaILfhPFa6xBhLyT58JoceELjqR4NclqcABZRczq6bPYxiwjs2QjbUm3UsUhjtSQLEIyOtJpIv49R4ohjkSsACEFiAogJIMSot7K9VudA9aFabJumqqapKrGyPZBfMBgJWDcpyaYr3gZ/8tzpM4uwDSvJ3jMEkDtrBrnWi0gAiNf6bTuV9mfQ7z7Yc8BDbUPxvdB1CGN8w4+HoTog9AXKPm0inhWQ+2ByMN691vD3Gs65/Nt03sbRg7D9sMa+pCSPqCyH9B498Oe/YjjAEy92TOQMGKdlAErCkBgZEngOE7kBVkE0hcG2DInySGOlCRBkgTxNkdyQAoCMQgWOZIE4I+XK5d9HvPNqJx7zmfeH5uxLurS9rj8hyOT1n50Yt3HEeuPJWw8lbL2WMKSj88+cDJxzZ9PPvC7D/6QX9IxOomhfYbZ2d+UXl9zLvJbEQn3RWXcfT5x8/m4iA7NkAhU4/PGeXKSdFppxxxFjtltkwBUTC9sPZ2w4mzSN89nLE+6tDEy/bWkbIR0tKkhvdWe1Nyz7YMT66LSw5Ly/+F02srI3PBTGRvPJuyKT38mPu3FxIzfFlw+dr0yp6undXoGdgUU83iHaaAX0fY0dfX1Qqbubl1X6yTpvGaa3X4uY2l8zj3R2f8Ykbn0RMpPi+tGaF9zc2t3R+PM7LjbRvIi4wRgMACSOjVvZRRs+DRy+cnEdfEXd2SWb025svR01l0fn38wKuvV/IpfVvc8mlS0OrZgdWr58vjLK0+kv5V3U+vmGrq6UUQ9NzsRDHjutHuBKMuixACJFwVGkEkAKsaJh08lbU+++tD5kn8qbkJdwRvd9VWtVzuhjl6sp39uutcS3JYC6IAAACAASURBVBt3fU1c1cpzpU8lXjf4xLYZz9Yzacszry/PunXv2QsvZl1+O/fSy/m3fl3Z+VG75tMmVWRvX87AQvGsrUUA0Ix5zObREd5fFFaHxxQuT722I6EkQTdnDghXMf3WyMLlaTUr4sveuNxptAk99W1oc+uoTmcjcJbnJCCHIFIAvCjygsRyIHC7HylLgiyIMh/0saJgAeDzDs2amIL7k2+ty+p4ILlt2+nL7zbr9SxosTqezyxYF1u4K63+8cym9WcKDyWUdC64urB+hUI7NYW7fKGITIYRg05Rwmz+XOPEqV5dHDJ4wTTRMjg5YqWNpkHC7tbNkigZwCjWYPFD0/PY0JgO1rbV1ELdnUODxmDAAyQecFzQ4ZyZmsYMfT1quLOrp7elXdXQXFffWN/c1tDa0dDa0dze0dndpVJ2I2pFv0E/OTpitZidTjvDsYIoe30MbrXNz82MjQ5PTo6bzXMzc9PT5pkF0rJAWnwBvyAIixwpyUAGoigGAoGA3+v3efw+j8/r9nndfp8n4PcGA77Q616Py+1yuJz2ULldDrfbGyqPx+f1+v3+YDDIsiwfDLIMw7Esy7JBhgkwQX/A5/d7fYLP43fZfS57wO8OBjw+rzPodfFBH894JT4AZA4AXhaCQZ/TZSds5IJ93kparBYrYSZJC0mRlI2222inwxfwBlmGE3hOkhkAeAAkIANJ5gAQZSm03xKy/hEEDx+kRYGyS0wbHnwts3VfuuZAivb1BM1HZZPWAKAANyCA0w26l2NuvlPaBXOSysrqCREjpS9zJEb+d/AhV9McTPNaSjDQooEWMVKEb3PkFyhDcou9SZpTE4GJBbt3YNgYGVm/e1/fw09Zdzy+sHXn8M5lxHe3Cud2B7P28WVHmfIDeO46Z8lKR/N6yfRQcGijy3QvN7KEHVjmNa0RpnYJ9rcY+oce2w98nt/7vScI5wfw+NFq+KEmw+4aw3O3Rr5b2v/eqaaInxXmvZ7X9PJF6Egy9qt0JD5f21hm0pX366+aNOUGxQ1TT8/EyFRwggJGC4fgrIZkVXgQsYuolTFS4qAdDNiAkRC0Vh6z8hgpYgRASQmlRJi+w5GSmpJhelGWoKE4iOJCHAlZRYgCvQucaiGos/FGmkXNHmzBa6JYlBAQnIdxCSKACpcVFl6JcxpKVNmByg6UNnCHI+/gRUgUEdJFLOaPfPlekBJKfTF514bUHgSDWgOIxY9afRju15FBzMaorR611QPTQdjOqQhGQbCa2++mJnkNJUA0D9tCf8vXPg/Q/4Uj8QCEMxrrosYZo1iU/Krc82WugM3MoFVAkNmum1Dvdbjzmq63bjy+wvizbPTVi4NHc3t+cKkgoiP2qvHXLabdLaY9XYanxuZe8PrfYnxvSp6XgeN5af5RfnAVN7CE7/9Heehu0LdS7tgQKN3iyXrQmfqAlLXP8d5Tg/tWzj+6du6Rh5qfeGomMYWaJVAL2YX7tQ6AkhK8EDBRvJoIKWmYO5EuKCGihICSjIbiNGQQsUqIVcKsHoPFPmSZmCDaCTzZbCsYI4b0OBPq/upI92I/cvGLAXubI0WI5hGch0k/RLsh2oeQHEoIWmtQh3vGcP0YqR61dQzbuvspk4GwYLj/a+i1/+4Pjq9+v/9mqYmACg/qrZzOGtS7RcwJ2mhwEl14sdu6V2PfjS5y5H6IvMORIYK8w5F35trPo45nNdQzanIfRB1QkYd7iVfV9oOQ/QWV7bDSdljtPIR496P+PYhzN0weUoz/CR5DgrIPAFFgZElgWVaSJFmUJEkSJDFUXCgiWfobHMnKIivLAAAfkOwAfHS1ZunH5++Lyl4VlbshIfex+MLf3GxPwwajGzuS2qH4Vji6UXOqou10Y8e56pZPiq6l32yAZxf6Z831Na0TLu/Pr91cH5vwrYiku89k3HU6ZenJuKP5ZX+o63i7qOZXZfW/vdHw08vX/lBT/081DW9X1L1ScGPn+Yvb4i+viL+yNv369sSLz30e0TM609MDw2OWhhHzG8l52yJT749Iu+tcxtrMa/dF5q2IuxQef2nJ2dS7P48KOxG94XTMjrOxT8Yk/zT/6sn6jrrx2QHKNTBp1mN9WLfSN2de8HLXBhc2nEy+Oyrzvti8+yLzV53M+GlR06SNbWtshXraLPNTPhvFAoB5/ScbldtPpS7/JH5l1IVNmeXh0RdWfB675XTKo1E5/3yrMVljap5zaxjws9KWzREXV5wrWB19dfmZ7Ndzr2MOrrG7F4LU0zNjgaBblJg7HAlEiZN5kReCvGQF4NLA5IOn4ramXHnwfOG/Xm3Tu3zFtaUKqFbRj4zgk1Muh84L9qdW3hdRuiqm9Jm06wYXZ3KDneeTV2RfXplbsTmlpGiC0FjtA3Zu1MtBMwvqqYUhtzzOgxERaAPCtMszaiX1Vvs/l9ati7oYllS6Pa4oQjU6FRArhka3xly+P6MhLLn6hcJuxC53tSvQpsYhDKGsZoZjBSCLsiTKggR4UeBEiRFBUJQCMs8BLjTVloHACwBYADjdodkUmX1vRP7ahJs7E2ufPJ17rE5h9DBKgv5RXvFjEZl7Y4qPpFT8urTj46tN8DzdCxs72pWjQ5MOh42X/CJg/Yzb6fU4BHmSEbQ2r9pMoPNkG4p2KntrKm/09nS09/Y29yrrWzqqq+ra2rvbmzpaK+u765v7EHRqbNzv9XGBIOPxiMGgzLIBj9s6Nz1u1I4oe8a62o2wWo+oMVSDoGoEg/VG3fDo0PTsFEWQTqfTF/AG+CAn86IscRzn9wY4gXe4nG6vxx8M2J0Ot9fDCXyQZfg7K8SCKItSyFWe51lZXPwXu23wBEIVsnySJEkURUEQBEEIJa3LIpBFEMLxO28FZCDLIpB5IPOyxEoiIwpBUWBCoYU8zwoCJ8qCBERB4gVJlIDMi4IoSzIAsiwKAscwgUDA5/d7A26/zx90MZybF/ycyHISx0oCJwKZlyVOFDhB4jmZ5wEnSxyQuNAqiyTykrhoACQIHoGxiQLllNiOOd9byc2HM5CjWX0vJ6t+U6Ab94FRWejxgveqjPsib/2ysFsRkDSEEJr8hrx+7nzY/zfIRVTTnIbiEJugo0UjJRpIQUd+0QwL0QxKhCazjIZmEKt7bnBqtqC44ciRngcfpb+9b2Hzg+Nb1w3tuz/4wS6Qudd7YQ+o/z5o+Q5ZsiFQGw6MG6Th1fzoEm70m+zQ3T79kuDgA8C8R6K/77d+10e9GfS87bT/YWT6J90D+2t0z7Sanqnvf/HG0D/FKk7/rDjttbza75ToX8rX/SgVjSobq6oY1pTqjCUwXAh3XEE6awd1o65hqzhAShjOwjSvxIMKa0DnAv8RR6LkFxwJ03xIOKUhZZgCMBViL0FDCRqCh3EBsUoQKSKkgJG8lmBQixea82CWgJESYUrUEILSKigJUUNLkF3SUJyKDCidoNcOemlJgXNKnFURHERxXwqrWzxCIVGsmrq9v/jFV5Q7HMmECsP92pCmlvDpSb+W9CFWN2R1I1QAplkVwShJDrLJGlpSU6KK4lUEoyIYNcmGvKW/7nmAaD5UX4ZIlOJhgoUsLGRhEZzXEWKotMTXn2vTktrCDDgANmxrazK0X9d0XIHQ6uFrtYPv56EvxmuO5GCvX6z5l5vJJcb3mgYONZj2N2BPo2P7COdrfv8bovdl4HpBJndzY5uYwTCu7y5p8C7QvwRo1jOVmx25m/15D/G5TzMxe+e+t3F6x1LnY7v0Dz+t+e7bhL5/yGyFCB9mBxpKVC34DbSoJnmICnXcGYTkEEJECRElOC0RCNlJanEBswpa3K+1uvusc0OUYoFMnrFfGKb6dIQPJliY4LWkT2cNhqxJb3MkH5pXQDSP4SxC+BHKi1BehAogJIcQQQz391vofny6n+rvo01GakxHkFpr8L+hzuY/4kiI4tQ4p7PwyLwXpoOQXWoiwAfKyRd6rHsWOdJ3QGMLceRBjfPfQGSII/ch9POobT/m3IPYn9VQu9XkPiV5WG1/DfMd1DhfUNkOa+gXIMdB1LcP9e9GXE9r6L2Q9a02Uw3tp2TAi5wsCSwbDHlfy7dNZ26zYyipT/jCjOb2fiQnyQAAr8Q5ATh1s3HpJ+dWxF3cGHfpwcSLW47Hf9jQbQoK3cOj2ul54zxpnKNHLI4BOzVksYwSxIzFgg3317S1Xi2/2e/2vnGhcMnxs3dHpC+PKlqReGV5zIV1EWlhx6I2H89a/n786pOZ938WvzoybVN01voz6Ss+TFj9eerG2JJViWXhqaVb43N2vvdZBdYH6YdqWpRGi6tIN/xKWl74R2cfSLq4Malo2bms5dGFy2KLlsYV3BuVd09UXlhi8crk4iXRefd/ELnh46inT8a/U3ijZZ6e8YOB/nHHlIViwa1J28ZTKXdHZiyLzV8RXbTqZNZ3L9bMuOWWpnZFZ+vEyKCbdtoFkI71P3wybWNS+ca0ivCEK/ceS9p6IuEXJZW5xvFGwos5bNjUnNowbqL4n+Xe3BFTuDqyeEPs9RXnc17NLkfpYGNnj0ajGp8c8ficvBBc5EhJlkVJkHiJYzlOwIGU2T+4PS5ldWrx+sjCd652DgbkqqZaRUf18OjIgtXsCDCoQ3o6oeyemMtbL1Q9nlI84BbGA+BwRs6SuOT7EvLWRGRdHiX7qUBjU1ttXcPN+kbV6JTC7MxXDyY1q+LrOzoN/f1T5n7S/aeyhu3xxWuTyrdGXDynnhoKiLWz8w8klizLqF+ZVLU3t0VpF9uVariprh9VW6xzAY4VABAkURR5AATACZLISnJQloOAZwAnAF6WRQkAiZcBwctZKuzVnOKnUwsPZl//fkHT8cq2y0rtEE6ag0zL7EKt1dVm5yE/wDwSvGCbIG0YplP3qGYmJr0euyC5ecDKgPf7PDRND09Oon0D7T2qttZuhUatVHX3drVCqk4IVvSqOtWqbri3FVHBfYjepNGOG4dmxqYW5i1+f5DnRVmWeZYLtQC9HoffTrnNs/bxYWpukpqfoSxzFGmx0aTdbvd6vSzLMizPcgIj8KwocDIvAREACQAJAMCyrMgLQAZCkJc5CUgACKE0SPEODoZ+JEniOIHjBI4X7xTLCRwnhLqWovRvC8gASEAWQyomQRS4EMMBmQcyJ4mMKPpDBaQgCHktyZIoSwKQRQAEIAtA5oHMCIv9Q0YQg7zACIt8CURGkjkRCDKQgCwCQQAsA1gGiIzEB2SekSVOBrwoMRIfAJxPkEQplK8tcIIkirIgSgGRdwYYygtA67j3O7ENr6TrXsntP5KmfCmp+fQNOBMdjVRZX8uFXsyEfl/R10yzapzXE3yoARny+tGRdyJq//7P6v9MLXYZaQ6meT0lmCjeRPEmWkDIL6MkoyUCKOlDSd807SN6NJrf/q7n8SfmHnuO3vzo3KY1w48spX6/GcQ/w+c+Zb/wGHvziOvGM5ayFUCzSR5aIQ/fBya+JY7e5TN+02sKF6YeB8RhYPsOQ7zJud8MeN8ym7+vMRxqNe5pHnyxuf+ZuqHv5+k++Utt2isXKl7O0751afK1zP53M+DiqilFzQh2Wa0tUiquQN21AwiK91slIyHpSB61i5hTVhGMwuJHbILWyhpIoY9anGtrcQElBJQKcST4Qs4SGiuTEkKICBGCSG6RwAhRi4swHsBwv2bO3jthRefsgzamD/erxin1ghfGAxDOKK0BDcWhTgG2MwrcpbQJKopV4X7VgldldqkXvGqLT2MNopQYyqFetGohRQ0pqykAU9KdCgHunSySEEfqyKDJxplsjIEKaHGvifCYaJ/JFtTTfpQMICQTanCqKRGiRdgmQDSvIYNqIqAhgzD9tc/nv+fIxd/ZykMWFsODfXZ+0CX12UQ9IWotX5tTYZpXEZzeAbRzgR7NRGulpr2kV3vN2FFtii3AXo3ufCnb8Nol5Y9K8tPhM3WDP6o3Hq7T7u4Z2D2OH3b7XuG8RwXnC7LjBWF6Z3AonO//ljT0DTBwD9CvFVq22AvX+goeYnN2Sbn7nf/80MC2u/Cd22Yefrbn23vHr92cmZjsI70oIagpsdcSRClRQwl3djYW81xuc6TR5jNSbgPB6nBBSwS0uN9A4H027QyRN2kvGaQGMMKrIVkNIWC4X2dhb3Nk8LZLY+hiiogVhNg0ZCF0Z9tVhws6wqcnKT1l1ZOUnvDqcE5n/ar7rP/lORKxixAtGikZMwchGws5QaMN/EUxeVCxsBuin8G8+2HfQbVtP0Ttg2wHNe5/34zch9B7UHqf1r4Xs+1GqecQ6nnUsR9x7NfYnldRhyHvixrHYQ19ELI/j3j2oL7dsOcZyLFX59t3C7k4Tc3JchCIMuA5PiADTpZCeu2gLAdliZWlEE1Ki3wpsrLEyZIQaqvIIgCS7GcZLwCR9W0rTkSGpxVtTCrYkpC76UT8+9UtQ55Axa26mpq6hpb2W/UNHZ3dVS111TVV9Y017U011Q0Vjd3N3UqN0ev9TVnNipMx90XmLou5vCq1fH1a6fakgu2JuSsjcsLO5qyKLAyLurQ6qXBpZMba2AthJ1OWHo8Ni8xcmpB3T0Lmipj4TZ99nqaGusanm+rbBsdmxh3+CtPIP+WXPh+ZvvmDiMeiL+xILt4Yk78x5tL66KJV54vWJN5Yn1EblnAzLPHaqqiiu9+NWvXB+Z9euXVj3DJOeMcN44SbaZ/1PhqZuyQya1Vcwer4KyvP5BzOvGayBevaOjs7242mfr9HnA2AP1V3bjp/MSy+fGl0yT98GPfQuYxohQ6ye1Qz8/UwVtla01jf0FTTZpjzfCftyqbYS/dHXVqdUL4qJufV7DIY9zS2dalVipGxQafbxvEBWRIEEGpTyYLEA4aVGIGWxfLZhWcz88NTL4dHl7yaeUttlzsQQ0td3YChf25qMiCB+kniqfTy8AtV67PKH47KwWif0eJ5v64xPCJ2VXLh2tjCT9sGunBROTTRqu/vmbI04J5Pe/RPRWfv/ODsS+dSGuEhhXHcYPV8WtW1K6lsfdKNLWeLjvVO9TN8K2nZmVi4Oq1ybdzVZ1OqOglvq6pL1XzLgKrMllkfx/AACKIsCSIAEhDEEEdKchAILBB4WZRkWRTEICcEOQCG3J52nKonHR203+gHQw7/8MzCgNHU1zfQiRrr9YPlSqRKAdUoNM1KZWNrS1tTI6JUzk9P+Px2VnQyXBAACUiiyAZw69z83NTk6Ih5fGbY1D82MDA/PTU2PjQzPzExPWQlpghi0mJesJMUbSEduIOy0C6nj+UEEQBeFGRZBgDIQFpMiBY4IPDBgMfvc3l9Tr/f6/f7/X4/w3CiKAsiEERZEO90XkUAhP/D3XtGR3Wfa98nx7HjRjPFYIxt3HAlphswYMC4xHacOD3xSeIncXryJK5xofeOJASiI4oEAiQkIaFeZvb00cxo1HuZsvee3nb59/fDHskkOX5XfM77rufJmXV/0GLJEh5GzI/rvq7rZgwBRVUkWeNIhrA2SFEZYwghCNMH6zWgZCMPyhihTDukjjEmf0Obf8OdFH8OkQiqCKoYKRgplABK/oYjCVYYUT9XQTW9cORuYfouNsVaHAoRqF0awiCBUBJhGWGFQoWpMlMlCiSEFQJkBhVGIGMIYQVBiaKUpkFSAqBW90MwpoAQiVA1zli+nX9xS9mqA45ndxmf31P78u6yxR9mr9l+ceUe49e3cCsPu352sfOqFxj9SGv81VxuZhFqHGkT/uU50iACnag2BFRdQLaIarMA2wKkPczScQ0emAXFykt2f9Lhjzl9sZi7t2vzHsP8Rb2zn4k+NX9w8tSexyb0vnY33PIUy5qdzHoomP2wkPPI0LFpoZKJzHm31HSb6r4ZtX8FtPy71DxG7XyEep5j/Es0slINrZJTK4Xgs66OxdeNT5banyl2Lyt0vHTO8ZtPy7a+cfzc6iPmNYc6X9/b+tb+5l1Hmy5daOEu2i2nddypxvpLDqPJ0+EHzSFm8kODgMxhwgWhXlA5QTX4FYtftflBkx82+aGdh1Y/Mqe1QA3dtF2zdoIY2nls9gKDH3A81DjSKGKrSJoEYuUlG59oDsS7Qom+ULwvGOkXowNCtLG1p2ko4BJSRm+00RPlApIhrNTzUaOQsApJO59w+eNOX8zujVk8CcNwYjTfM3J5BHMi5gQ6uuNOo6SINW6zikiLYzuCoCVGW2PYGVQsvlhXUBpI4n6JuMOyjU9aRNUSQEYeNvpVU4g2xVlTnNnCwCRKRiFlDnxp/+LfceRo/5HBC8w+xRVSuxXWD1hngjl4ZB7+0nokJwJORHoBNYnU0hasLLbU5OpMuUZDnuF4ruVnGcaXspyrDjteyrn0Qcm2887fFztWlTiWlTvm2nvnh2Ir5fgKJbiMxtZQzzOgczpuuY223oRbbmbuKazxvui5iWL2dDXzIXh4rvrB0x1z7uh9+B7/w193PDpP//7Hgs3Z64+ZhyQuiBt41eSHHI8MQvpfDpyIDAI28dgsKFYh2RKKtwSjbl518MgmyGYeWISwNezs9l3qCBY2iz1WXuF4yPHIxKesn+uRWg27OprDM/HUxNP0xcHPw8qa21j74VJsfmDzI23+yafxX4YjvyivXeeTG3xqE0/NHtkQVLkwuxpgP69pW/I5R8ZHODK8hEv8oxipNQHNMQlzzeJ8S2CeWZxnFBYag4tMoWeNoZVmabkxslQvPqsPzDdG5xnj84zxeYbIs044O9+4o3WoixCJEcIgRBKhKqUpSlOMSoxKjCqMgjQ43tD7wzBKqyWIMUhSspRibNv1uomfbpl0MPfuvccmbz0w5S9bfpVb1BVOXcoraLxe0dxk5/SNLrvFYOWsRr1JV9dq0btcnKPZ6mxyDRDy67yKu/66fdyOE+N35o3ZmTthY/Y9H+2ctWHftPX75mTkP7L51CObT83OuDD5r7sf2XboiV1H12TkPrf39Lx9p5/cffiZ7ftWbdxxusHW3B3UlVdZOWOzu92XAq1xcLnT88GVmjf2nJq1Yd89722+58/bH/go676/Hp2+9tzd6/Lv+PD0V7dduG3L+Sk7z927+9TE97e8k1/aEUWGWuuQN9w4LM3bcWLCpoNTthybtvv8hA0HF+w7XTHEX6qtrdTVWxzuZIIZB6PLdhybuuX0mC1nJmw+OWPD4V9crq7iw9Wu5hP5eQWlV0uqirj6GkOtuSfBXjmUd/eeE1/ZlH3r1mOTtmatyTpt9EaKr1XqGuvbOtxiJKAoEsMIMaptORGBTJGZDMIEmxLoxZy8qXvOT9yS98jHx853RWs7h65er3W1tvkC/jhj60qr716XMebghbFbj7x4rIgTo+Ze3+nevlk79t+z98xNn+RMf//gX8pbqgcTV9zec63CT/Kq7/40c+rGw/N2nPjJkUKnDxY1uLj+8PoK26Nbc6dsOT9z0/nflnW4ZKU25H1yZ/Y9u87cs/7Y1zefqhwWyhrL6suv2MyNA97+OAQaR2KIGCUMMS2vjZlMGdSayBHDhEkqiGOi+mPRlpDY0N11VW8qqzNcLC27Xlhcdj6vuqi0vLTqanVjQUWl3mKpqKuxNVkb6qvtJq67vc3vG5LUaAqHGWOqrEjRKKOQwDgA8VhQSAUjSSGSECNAgUJAjErxYCKQgOFIyh+OhiRJUiQVAarKiDKmYqRoKjvGGGNAsMKIzFiKkiQiMkMpBlIMAEY+7ysYQURC0iCIiYqwApHEmFZ8QxGjiGHIMGJE05MhVAEAGq6lT40zhqG2tUYQI4QARoAhyBAkGNKR7TXTltkUM4pHIvwEj+yRKYOUpRmRkvQ//AhWtJ9NShDDiCFIgEyAzJDKMGBIpUhmWGEUMKr9J2B0MEWQIQ1qCdF6GAhlhGDIEGSYEAwhVBFWGIOEAkYhoQBipGCmUgoZIlTFGPZF1F3lLc9vu77mSNu8rfXfPmx990rbZ/W9rx+sW7G3Y0lm1+Is57eP2ct46ooym5gypy92qGZR1SDyfwBHmgSgE9WagFIvSmZBcYuoK8h6ImmOHHmrkxz+RLMv0uINCbnFZYtWN937sPjoE8P3Pdg3Y2r7kgn8x0/hzKeUrIfD+6fHjj4UPPZA7NL9zPmwbLsDtIzHbXeg9ptQ2620ZwbzLKD+FyH/KkusVqIvxBMreobnGpvnXzM9U+JcdMm+LM/ydo5h0/86nb18X+lLpwZePtz7xjbje4dclwv7ywvc5jyT/ay+IVdfVeQ0uYWeOHNGmJGHhgDmgrjWm9Txii1EjD5Fa/zRxuYHo+/rN3Bk+s/RzsMmPzR5VKMP6HlFCyObgsguEIdIdf0B41CgPRhrHho6c6ngT+/973ff/fPhQ5l1RnNr/2BXIG4bCtX18g3eBBdS64SUk4+3BBJdoWR/SOoLpjoFyelL2m7gSO0eslmE2q3jdGn05yiJNW6zBbAG8c4Qbk+yjiRzhVSzNzoQUwOIBQjrikI7n2gSlaYANvpAg0e2hEmLwtpV5kpQa0AyC0mLmPrS7/tfwJGcR7H4U20J1cOYwFifylwBYB760v5IvShzQVzrkR1R1jwsV1931edx5tOGpjN1ly80fXKu/bWs5uVZLSuzK39+escx0ydFjhfK3KtK7XO5tqcDkRVSbHlKWEITLzNhIei+n7WNYW1fxa03sY4pzHxfvOAuMXs6yXkUHJrNNi/0vTyja9b04Rmzuh9bWPqt7wUaOI8nbOmPG4NEL0CDVzX44KgC/Xcc2RaOtwcjbYLSLMCRH/OYOdra5a1pF6udgtfMI70A9QIyCgmLP5XmyHR95uccmZa306OZQyQukL6sbRCw2c+sPmbzUbsP2X3/LJf/y3DkF74OBLVRABYfbBKAzp8whWgRz37Z0LWkwTfPEvq6JbrIGFtljizhxLmN4gJ9fJEhqM1CY3rmG4PzjcF5pvQH843BhcbgIkN4kSG8mAsv5oKLufBiLrzIEF5kCC4yhBdx8UX6o7t0EwAAIABJREFU1FONoWWVPX/kOpowizOGsALUFMUEUYUwgJmqQglAiVCVMUipjBiF2nY7/e6i7c0IIyylgihmBzn3lA0HxmacH78rd/z2Y+M/3P/98+UtSVpSVlNR22Cyu3p7vZ1Dfqevq8M/MOgb8g57hgeHPF6/LxoTFWVtcf19728et+PEnXsv37whd9LarB+eK77Y483rGSru9VX1BCq7g8Wd/JUub1mfr3E42BYEtr64ywcNfFIfjzcGvK3Dww6DtbCw0GKyevq9nS3dDlt7V6e/pz/c1huq7fHlmlwbr1b89tTFb2Wenr/10H1rMyZ9knHXxuNjtp+6e3/BtD35d36W+fXP9hgGQkaLy+puaxPk5buP3bkxe+yGYxMz8m/bcWT21tzKYW8xZy1r0HEOZ1JihZb+RTvO3r7+9Fd35d+16/y0jw6sr7I7xMSZvPziwotGfU1jfWmry9kfTJ1v5+dk5N+y+cgdu8/duuHI5K0Hfnml3CVGrpWX1uorm/taxERYUcDofe30OhNDCFUAFB9lb5+6PHnTkUnZJWM2Hv1uQXW9wnQB2ekPeSgr86aezygav/HSxF0l92048purde5ef1GDyRQI/fZyydh3N96bWThle+nMnTWP7iqcnV1+386LU7ZfvHfvlfvWHvt2dsHVwUidrflKRY2l37O1vPbJT7Y/8OmBOeuO/+aMqS8UtQqxXx+7+M39Z3985NKnFyvMAz6d1V5ZVGjndN7BPllKavChndIeYRGkiXaEaXjCEIlhGEFKREqIw77eJpdF11hjrKkyVNcYq+pMVXpTrcFkMFsdTldbZ1vnAN/XOzw00D88NOj1iWIwEY/KIJGkMYYRw2gUdyAlI2lxQrQbjJqAp3l5mUqwQqiqmXpVCrXRPgYMQKadh8YqJoAwlTAFM5Wku65GStTpCNSlrY3ad9fw8Yv6+UcE+3+YEVj8uxn9s9Zu3FNK0xtqDBHBCFNAGCAUUkIYpgzJEEBKKGOIQBVKAMmEAS0PA6EKoEQZZAxp7hTGCGUAYQVCiDFGWAFQQlBllAEAMEWYQcIgpZQRRjBTEKaMUMoYZRQzDV4BQymCKWEQI8ogwjLDgEJEEAYISoyZRfV72dXP7jM9f7Rr9Z76g8ahLshaE/CE079i17WlmabnM7m3TuirAkz3eYNMOrXNBYghSA3BL92r8n/b2HnICWqtmKoV4iY+4RTltihuTzGbHzT6ZWMEGnwp61C0xRsaGhiOtXdxr33T9vizw9Pnhh+Y0/XAfc1zJvh/PhPumh/f95hy8KnEgZnBjCmpi1MZdx91TFEdt+P2m0nr7cQ9gbbfSwefoPwiHFiFxJfU4BKivjAsLm1oeqzc+EiZ7ckS1/KStu8dN6/947mMNVkFS46Zl+R0vrzP/m6W+cjp9sZLTq7AyeVZK07ryq+Yjc0+h6DoffHREulR+tFW1TZB62mCZlHzQUIuCHUh2OBTOM2h6FONnrjdn3TxktMrObzAOJQy8tAUog28bBCV1jhzh4BZkGxCrL617ce//umb331xzXNPvDB/xndWzHpz1dwP/vAf165d7vPxbf6IfTjaJACbAPtDoc7hoYLCK1t37ti2e9/FinqHP9HYH9J5UgYR6AW1bjjSFAUGX8Iqktq+lCFIdQJp8CM9T0whZgkxjocN3pRZVEfz2trxFbOgWES1Jwy8MvND1h1Ddn/S4kvaReQIMC37ot2JNguSWZCsAcUe+tJ64T+aI9Pjl6y84gwgd4i0BokrgOx+xeqVvuzXr/XFDQIy+ZFNgO1hZGwaqDjLtVxos5y2V5+35+S1fXtv47OZ3MoTxm8ePrm2fPfV5rcKmhaUNX+9tml2d/8cmHpBDa+RQ8tYZDkaegJ3ToLNN0H3V1jHGNYyRTXcFTwyTcyaqh6axfYujLwz2/L4hJ7HH++d+VTpMwu8uw6GhoMN/ignqPYwbeBVk49oSuENKIm0vfZgCgmI+VTcGpCMQynOp5pCKVMk2BFwtAgdDoE38TLHE407bWJSsyWMlsuaRWwUiSEwkpsRiIVnFp5ZBJK2lorUIkCTmDSJCbOYsPKK3U8c/v9x/sgvGk5EOh5afLBJQDp/yhRiVwX2W33fs7WD80zBZ6yxhYboCkNwCSfO1wcXGZL/KUTeSJALjcGFn0NkeLFBHOVIjS8X6+NLdKn5RmlF9cDvdO1WxMKMIKpAkKIEIKxo70CayMEoIETCIEEY1OSlUW0SY4gxJoimVBAjLMfcPmXDgdv3nb1t+8nbtxwZ//Ghb58pa47T8rLa+gauta07GIiF4lIIJGJAllUFpFQlIcspIAOqMHbY1PzMpr0Tdxy9bVf+ndvzJn2W/Y2sMxaVlRqbqg3ORr2zrsFeXm8urjOW1Rirq8xV181GfSdn7CustufV6vMqKhp09bpr1xzOln4PL0jIp7LeCOzgUz3eZM9Q3Ojqbu0XugLxlmjSnoSlfOLTxqbnD+fO2Hpy7NYTk/YW3Lzp5K1bjz26fm9hax/ndldZjI5gcuXBM1P2n5m898KYgwU37T429ZPssva+SqPzWnVjU1tHJA4b+2NPbTw0eX/+LRl5Y3bmTvxw7/++orP6UxU1hqqK6trqGkO7K0SZOSC/dbZswsbsW/bm3r7v7K2bjoz/cNMGvd0y5Cu5Vqw31ts7nL6ICCHWwCh9YptijCFCACI5wlgm53xi26kJ289P3n3+ga1Hvn++fG1D84lm/8fltm8cLr573Yk7Np27a/3p1RkXLvWGzdb2/MJr1oHB68PCLy5cf3rLqXs+PTkn4/qDGVembc2duuHY3Z/lzNx49Md5tefbeUdIqaqoLSootLla8jnzXwqK368wbKt3F3fHPLwgKNgekAxRZowxszfa1u+pr62rLC6yGfW+oUFZTlGKNehBBBNECWFpEiKEIKwVR1EqU5SiIAnkeCDs7+nvaG9r7mlp7mlp7m1u63N39rZ39/b29g8PefiAGIhKsXA8Ho0kkuF4Kp6QFQVADABTNenuRo6EbFROS3OkFknRWmkolQmVMVMhA6OTpjIGKNNO/KkaruGRKMsIEzONCLUOyP9fH+l9N6XaU0dHZM6RX7/BNKn5lWl6OQ4xAghCDBCBAKmEEIgBQCrECsSKAmQFyAghFUoAqSNfMK1uUkoZxRDJihoDII6RgiHCmFLGJFmFEGNMEUIQqooiJRUZMooYSyqyBFOEqhSCWCicSsmAst4U23zVtHz71UWHHM/sNf/HOTcXYAFAA4wV9sR+kNOw6kDj87sqf3nWWBVgVd6Utsu283AkiZkWkP6P/4X83xyLgA0i0IuyXkyZRMkuKo4gcIVRswDtIWASk32A9aVgvxAIdnSaDx7SL17sfugZ//TZ/vse73j03v5X7k9+9LSaOTuV8Xgq85Fo5vToiSlq+T3MNp26JwDXLbTta6j5Dtg8mXY9ynzzWfA5HFoJgi+osTWhyCp3/8Ia+9NllidKmp4pdL18qeUXa8u2vHXyxOrD1QtzLPP3Wn54wHLgjKv4QpvxnMV4zlKTy13PMzc29jgGkvYQ4AJJs6iaRdX4D36+UYi8kSO5IDSHmS3CLCFm8qsWX9zhjzm8UcdgxOFJ2f2KWYSciBr9sjGgtsZZawTpPCGTh3cOD/7+vd+8uHL2qrnT3lr56DsvPvGD52a+sej+b6+cs/bjP9frdX1CyO0JWHp8l4su/PKdn/3o+298+N6f1q1b96ePPtt+5GxbFBt51RImthgziJLRH9cPhVoSzBZgphAzh5kpxIwBZgpQU4CO9DLCES8dNPnTySeLqLaIcmcEdSdoWww5g4qVl8w+yaD1WQrAEgDmgKwttU2i9F/IgX0RR5oFxSaoTQJwiNApQocAmnjV5v/SemS9qHA8NHmAxau0haCjXawtbDKebbKcNtfnW07mu9/O4lZkNC7L1r92+PJfinIu2P9XgXNlafOCGvvs9q5npMgaFH0VhFfT8Ari/Trqmqq6b4bur7D221nLXchyV+TMdCF7snzoEXZgofLuIveiaW2PzuyeOav+6Wccv3s33D2o8wi2sGITZM4n23zYNFK5/3cc6UUsyBiPWUcUWXzQICBjSDIEQ61CXzPvs/Mxkx9yPDEI2CxINjFuTP80aWUORKsBMgSw9gpMt98Lmh8m/eK0iKo5MHLUW5DT/op/7mn8l+dIs4h1PDR70xxpDNJSkb1v9y663r3AIMyxxBZwkaX64FJDYJEx8qwh+UUQqbHj6KQhkosuNoiaJLnIENZAczEXXapLLG1iz1d732lo06s0yDBksmaxkiBVR95g0xs9xgDBiKjpqI0WvsEwnROAOAVhnLJTzp4pGzNu2Xv25u25N287Pm7j8VdOl9oj8Pq1Wl1DY3dnl5qSgBYAJ4xixiCjCsUKhQqFgNV4/av2Zt297fD4A5fG770yacPR+RuzKwOg0e4ovV5RfvWquaHWxNVfKy8tL6sy6u19XYLHq/b4cU+IdYhSU3uPxzPU39HcEYoeq9NtqdNttro+M9jfLazYcbWmOaiW623lpTWll0uvlZfVNupM1mZjt6cuGFt44NKkTScm7Sn8tw1nxx4omLF273GTg+tqLWmscsfll47kT9ubN3H3la/sOH/LvnNT1h0r7fA0tgxcqdGbOzuHhJgjQh78eNdt23K+evTCrRln71iX9fqJawXdEeNQopWX2gNSM2XFQ+EPrhmf3n3u1m2nbjt46e6cK/fsOjlve+blwWB9c1txcRFnarC3O3xBEWE64jkjmBJKMaYIERURNcVwU0R563jZtL8emrG/YPKuk3etz3pw+5GnN5+b8dnxOz/OGbc1d2bGxZU5l3Zct3SEWFlR5elT58prajrEcP1AZHe1+63jZfPWZT+y8eiDH+5btevMb/Jqd9e1NA5LrYOh4sLrpefyGwtLxL6BuCT3SClHPKkb8Bg7+g01tQ11jdU665Uq/cXy+muV9eUlpVWFhbWVFU6b1e/zqKpMGdGiwRADDBnRnIeEkhEZjamMUciQypCKkSLJ8XA0EI6IyWgoERZTwZAUiqZi8WQyKSmyChCCjBFIKUWMqZgBbVvMKGajSWE80oRPAIVagPpGjsRQi4JAwlIaR2pVA6N9VowCRhVGFUZkhiVNtiQUaK5EQsiNr/Yb7YY3sp8Gml/qof22/3FkBSgqVFUIAAIAQAg1SyUhjCBMEE7Tsva7owxpTzdAACCI0uKoihEiUAPo0Q249irSYtqqKquqTChgDDFGMAJYlSiSCYwTmGQEahfeMYaMMEqZCiWIFUYZhkSWZYhBCqqQYYBkVUkiAAGkMmPDEj6u63p986klWy4uyeYe+vjyW8c4i8gigNlDIKO+64eH6l/eU7t6c9FfLpiqRFLtk0bW2SMS1/+U49oj73/QIqpaIpsTZBMvuz2KW1RaIpKfMR6qyVgwWFV+8fVv2WY91vPA474Zj3U/MLNj0f2xX8+h+xfEDz0kH5wV3j89mDNJKprGDNOZeyJt+xpo/TfacitoHgfaZtDBuSy4gkZWwsgqGFmVSL7e3r+4zjnnun1eqWNOoWvpOeePckwf/uBU1ss5pStPOJ7NsS3fqXs3x3K1qNl00dZ0ijOc4ipzDdXX2hydSXeImIIKF0ppR4Y1WLxxDzs6xpFFrcaRBhEYRWwSgMWfag5JfQllMK72h1OdAbk9As2C1OiX9YJqFlVnUHHySW6It3u97oHOd9/7xY9enfP2i4/9atUDbzz8lbcXjP3JgvHfXzR1+WPjX1sxOz83i+Oq1m/46wuLZ2356Fe2usJeF+fr7wyGIu5en6WHtwVVk6AYQ8AUVIx8TD8QaIkSOw8tAWQPs6YIMwuE45FBwAYBa6XfIx+na+FNAjKL0CnKjoDcHAZtSdqeYo4IMgsS501yPtnIy2l1VlS0qM0/30c4Ol/EkZ+3EflGTwRBO/+le6/0YWTwA/OQYh2UWgTQNpzk6rrLT3PG0wbdRUvBBddnJ+2v7q9bvKv+1UO1Pz2Xd1T3h0vu711tfq7aPtfRMkf0Ps/ib+LwyzC0kgnP4r4HVfcdqvsrpPUW6h7HnJNTV2f6j06IH76fZs1jW5YPvf6IY9bdXQ896H7syYrVr/j0nN3rdUVTZm/U5E04fdDEU5N2XSWgGNL5KmAWpF6FDiM2oLKWMLQI2BSghqDcKIRd/rjDJ1m1blGeGASU5siAatY4kmdat5RRxNpfGmZRtYgpbWxiSvPDaE5ZiyhbgoolKI1+wj/5NP7Lc6RFIBxPzF5sF0gjn+JEVBFgG1pDz5a2LdT551viCw3Rpfrgc+bQYmP8WV1cw8SFhvDfKZEj4DiCj1x0MRddxEUXG8QlXHCJPs2R843BxVx0WWN8uYMtqxh6u7qlQaECo5BBjAABEGAGMIOIqQABNCLSMKYQog0gGFJtcQkoAwBiGeMkZRfaPdM2Z92858zXduXduuf8mJ1nl524YgxJ18ur62or21qdUiKsUBlDNDKEAkJUimQMUpBn7Benz9+7Yf/4nedu2nRm3Nbch9Zmv1dsbo4lGlrdNY3VZkNNk5OzuJuaBgZ6EurxWscH5yq+m3nx5yfLfnHw/MZTF519/b3Dg/aw/P39OQ+t3TZ2w+6xWzLHvbf5sT+sP24ftA9HjZxbV1avq6vn6urMlQ2O5s42BbxypGrapjNT9pTcvrPkroySmR/vz7e3cS2uq9evtifBGzmX7t5wetLWon9bf3bM/qL7t1463O6ri+AqPmyORIcl3KGwbxzJm7zz0E37T96ecX78jrMPbTn3/dyGTytatzV0bue6fl9leTHnykMbj92+9vjX9hZMyi55JOvyrPWHN9SYDIFkWZ3+WmmxTl/b3tMmREIaR6qYoDRKIkwBZABQVcJSirGiVv67h64+sOHQpB2HHzh49sGMM5PfP/jMwfIHdl6c+lnWG7mXL/QMtImxBp2z6MLVmqpanUnvaO9sHwz0R1mbxC64+0938pd7gvWDcdtwoqlHMFpbqsoqi8/nG6tqXA36Lou9y9VscVirDPXl1WXXSgtrS0sqiq7WV1ZfLykvLy6rr6xuqCi36xrsdntXV1coFFKhoslkgEJAVThinSWEEURHhD82mkamBGEMVaggBCiDSAsFQ0QQHsmvMEYZo4AxpElu5HO7INFwSkOrkcco3n1uLGSQUkCIigmVNUDUWHDUhsiIyoiahkhyI0fCkZqCNMHfMBBTlI6djdbxfFmO/JxTP39QSkeokZCRnbjmG8EIUKgwKDOYYkBmWCEYYopYeu+t7awJGTGaUAZH719jJDOqpa1Vlo6RA4xkjGQtowNBigCZMciYqioJVZUJZYRRCFWsUIiRTCSVKBhThhijjGBFxYgyAqGqKpKCcISwpjDM0be+vjbrz2crMq1DWa7oz08bX9504bOL5pK24Prr7u9mXn9pd9XLe2rf2FG6/VpLgx8ZApgLqcaAOpqT0JojLV++5/n/ttGL2Mwjuw/Y/EAvqA0BtVEABj9w9EstouLDTFDVmBRlUV/Pru1ls+d3Pfjw0AMP9cyY4X5y+vCbT5MNy1j2nGDW3amsB8WMyaFzk3DjDOaait23o/abUNe/weabQetdsG8W4ZfSyGoUXQ0Sq2DqheHAS5x7Qalpbql9SbF76aW2Vw9b//hp6ZaVWReeyzSsONL24pGmnxy0ZJxz1l+2Wk9VO07puTP6mqImzuJv9pGmENXzyUY+ZrlBd/w7fBwdww2j9yY5X8rgS9mFZG9KDVGWYiwOmaiyIYlafPFGn2QKIhMv2/zxpqFQuxDq8nncbdZt63774durfvXi/T9feOc7i+/84/LbP/vmvXt+sWDXb5d/8KO5b70485tL7n5l4eQfr37oD99b8PYrT7/z7cV/+eV3N639qKyyqtcXaA2nmiMy54uYhHhzRHbwEbeQdPqSNkFuCkC7iIw+xeDVqhmRwQ/MAhnhyDRfmgRkFrFFlE18yhZUW5K0JUntIcXEJ0x8wsSnTHzKKKRMgqKlwfSC2uj//06PFKGZB9rdRZNXNvsUKw9swpfmSF0EGfygyaPah+Qmr9wuQquDv5Kv586YjBes5fmuQ/ktb2VUL9lc8fIh0zePlmwv++C869eFzasrmuYbm+b0dy+liTdZ5DUQXs0iz+PhJ5W2CaDlq7j1JuK+nbVMQvUP+U+NCxy+Wzn4FMt4PvTObPvT4zsevXfgkSfKZs91Hs7x8IIjEDb5omZvwuEFZn+aI7WW9VFPsD2QcIUlZ1C28opBQMYgNQTVRn/U5kdWPzbx1CBog0yiZBY0XRz+DUcGYJojAylLIGkJRC2BqCWQ1FByVKE0izDtRggkzcH4P/k0/stzpFWkHE+MXmwLUJ0gcYJaF2L7+5LLS9sXNXgXWKKLzYnnjOHnTJHFxvjChmh6Q20IzzeGb1xnL+aiS/SjM2qIDC80Cku44DJdeIk+rEmYiwzhZbros1awqLTjp5UOncKCmicPMJoiDEIGFQaSDEQZiDI1QkCMgqTMmDYKY4ARDSIZUwCkMsYxxIp6/Pduyrh55+lbd1+8fe/FO/edm3fkfGMkWV5TVV1X5nSbolFfgkTT9cUYUs1eyRhBGKtAZeyY0T5388Gxnxy6edPp8QeuTN58/KmNJ7JtbTXDwe5wasgf4iMpHjG9mDhoaJn5wd5xH+wZs/HojL3nH3h/z+9PFlmGwjVGZ0eEbizRz9l5aszWk5MPlU7bkTfz/YM/yrleO6C2D6Lu3nhTj9c5LPSIKc4fO9I3uPBwxfjt+WP3ld62o/j2Teef3ZFr8MVqjIZLxVeao8p3jl6968Oj0/ZU3LS9cNyB69O2Fc06cPa1s+XfzS/6XWFRU0TqktlWQ/O9f916356zMzOvPniwYtKG/Ckf5T62reChLece2Hp27NZjU/ecH7Mt95bteVOOXL9t/ZEHPsn8yYnS+qFwbXP35auldVXXuYZaH++NpZKIYEDoCKkTLQABqKoyNSYnkir2J1mdR/qo2rzyyNl5GUce37bvpczzbxwtfvt8TW6X355I1rqspdfLL+dfqS6vNZoszb3tju52i6vd1Troah+2uHuuO5urm5qrjfaqen1xWXlu/tkLRfk6a31tXUN7a4d/iI8FowLva29zuZtMdn2Nxcw5bdaO5ubBjs6Brq6utta2VndLS/OQZ1gMBpJSCmLNYgi1HnKttV4T/RDBmvOBwRGLYTo1gtIxEUYQlQgF9IZ2Um0VnmY7LThCKMWEQkBVlWHKEGEQj4ajKUGUAKw5FrFmK02jJINM68pOX2hEaYWOIcYQHCnTVjDR1Ep04wCqAqoqVNEGUBUR9QaOJNq3+LIc+UW+yZEWobQvNm0dQYDAJAYJAmJMjREQwyABYErzLktyXFGTiKgqATE5EVeSMoMJJSlBGRGVMKgNYhgxHIsnZTVJmEIZJAym99oMIAIRAghTlbEkY0nGJMZSUJWTEFAmMSYxFo5JclxhmEqpKGAsnJBTkkIZiwBU3eV5N6/mmQ8O/urYJS6qDjM2RFhRe/LVrVdmf3B25b6ql45Z5u+qXXbAuHJHzVsZ1WcsfnuQWXmgC6nau4JF1FQfaBJGqmT+lUcvYpMfWj3A7FF1PrUhADkRmwViHVS7YsyvUFlVWDzIzI32H/+oZfZ8zyOz+mfe75g5oWXlvYn3l7C9y9T9j4YzpkQzp4k5ExOlU5njftpyl+y6SW37Cu75qtz8NdAzDfHP4NByEF6pRFfJyRcU5SV7z5LKpmeKLYtKnKuLml856/759rotPz2R/Xx23XN77Sv22n54yLTlXFvhpU59nsF8rEJ/uq4mn2vU99r7ZTuPTX7VxMsGPjn6fnwjTd7Ijn/HQ/YQsAWhTZBdwdSQDOKMKYxJkKQYEyFziBqHQaMn3izEuoRoa2fH3j3b3/npN19aNOMHy6Z+Z95Xf71q7L5fP9OU+8tg41bFeTBs3DtYvcV07g8nP1296WezDv31xfU/n/P9xeO+t3TKm8seXDp7+huvPv+H3/+qtL621e93ByLuYGxQgp4U8iSAL4nbI9AlpKzeuMWTsPmVJgHYRWDlFa3F0yQgjkc3cmSjL9noS5pEyR4CZiFp8IRN3pAjGHeFFJuoVUsmTAIwBZEhgHVfvt/xizjSJIDR24zapF2bX/Lr14nAJAC3QJxeYBpMNQuwqTdecr2p4ZzdkN9Uf771ckHXu9m1qzddfznbtvpQxXsFm4/YPrzY/FqZc2GNZU6ze6EceZXFXpcjq2lsDebnK13TQNvXsPvfifs21jaJWWYGLo7zZ4+PHpzJDi2R/rrAtXRC65OTvA89pp89t+IXv5IHPU2DfqM/bvZJFi8w+5lJQCZRMomSSVBG4mVKoyfEeaMmb0LvlTgeGoPEEFR1/kS6ll9IK8cGAWmfP8qRthGONNzAkeZA0hyMmoNRcyBpDqS0rnLtGJKW5jaIwBiQDaHkP/k0/stzpKZHjnBkkvOldCF2wg9erexd2uCZbwxrHLnUGF5sjD/bEFuijy7moqMouTCdqglq+LhUH16qD2scmWZNk7BULz7fEF7eGF5kCM4ziwuNwcVceK4pPv+q+xdVDitgccYYJkwhNIGVRFRJhLAUZGqQoTADYaRGMUiN1I8jwAjU7t1ghWFJAlhCKCKhyoHAg5syb9928s6dF8fuvnjnvrwnM07VRRJV+oYq3XVHqzUaE2SaTN/AIFqYAVFGNKpQVdgSkd4+VXjP+3um7Dg7+XDxxD35927Jnbvl6K+u6LPtQxfcQmFH8HgL/05h42NrM+5Yd2xy5tXxmSW3bz798Lqcw6ae7hC8VlJvaB/MtXXNXpc9dv2JqTnVt27Kn7o5f9p7h9bsv/BJqetEs3iyI3C6J3yqI/KXSue8rLMT9l786r4Lt+y9dNP63Anrj/6uUN8ehyW1lddqq2yRxM/yKsb+5cCUfcW3ZV4be/D6XXtKx+wtmLIL+AeSAAAgAElEQVTjzPj1ux7+bJ1OiHeFYJ0/8YPs049tOXbvllN37ykau+faV7dcmpBx7fYDV27ef3HskcLbDuTdsu3UHdtPTd555sFNOb/MryrzJK3twxevVhRdKbQadA6LMREJq6o66vkbESORVkmjEIAZiSdSwx5hMCx1KawhKlVGEo0y5qKyW2F2b8za0Venry8oOFNadLmmotLAWSxN9uGwL05ADGKPP2ozNumr6q0GXcP1Kq5KZ9ebDY11eq7G5NRxLp2jo90bioaSIJZUA6HgQH+3Z7BnuK/LG/ALYXF4eDAg+sKhgCD4o8mEEI/EpVRKVSBOl8iktToGEWOQMpViQCFkSAMviom2iSaMknTwH2IMVa2xXBMLR9ANQ8QAoUwhRGJYYRSm22qgSlQprWuiUY7U9EWQzqvcsGjWaFJ7vREMNXGUApbOQ2vk+jcEqaVnsAZekCFAocpUbf5BjyQ3xm7++xwJgKKqsqqqAACEECIYIKgAVQVJAFMQyRAriEDEMGYEMSIzmEBqggCJsRSjIQgDKggTEmUswliUshhhIcAEBQcxizOWYixMSAAqUYZTjCUYi2IWoyyqgEEx0ismOiPYyismX6yFj3T7+K7+Ya6tt9jeVtHS6+zzB8KJRFJq7+k4VdV09Gqdo9enMhYkRCfE/3TJ/NSneZ+WWVoxCzEWpKyiT/n+IW7ubv3sTMeCbOfCQ66lB+1LtpT94bShZhC2xJhhMMkF0yXD1kBa79EK5/6P/4X83xyOh0YfMHlUg1flfCrHI7NAbCLTDcntCebq87BonDU5ej77hJs/v/+RJ3wPz+qYOcUxZ3z/zx9Be5ayzHny3gcSWdNDOZMiFyar+umsdRpqvUNy/rvs/ne1+/ZE63joeQRHFoLIciX8vBJ9MR572R9+qdr5zLWmOSWOpVddr+Y7fpRpfO+PV7JfPHDlxSO2FXudL2+r/3N24/mLnQ0FnYaznOlMY/mZ2qoym7FNaBKAySubvLItgK1BfKP/7HOIHInd3JC8SX+OMwQdQWAXleaQNCSDBGOAMQBxirIwZi0RYA1Cg18yDoVafKK1vX3de398bfmcbz736KvzJvx46Zgtbz9pOf9b1Z2FWzKixi0x09aEZXvUtAk076Et+4MNnwnctqQzq7Ns/WdvPfn6nNv+48VH31z1+KoFD/7kR984l3/c0dXmT6XCCMuMyZSlEPMotD2QdHpCLn+8NaC4hJSTT7oDstOfsvuTVl4y8fLo1Wzt6qNBVCwBYA1IVn/c5g+3hOJ9EuhJgbaIZPPHzd6EWVAsAWL6u3s5/9x8Yc6GV7WLiKNj5FUj/6X1zlpeMfPALSIXDwxDspUHDo9ca+2pybPqz9sMZ9sqCnq2HtN9Z0fVKxm21dm1b5/K3FG3Kc/9/WL30jLLQqNzoSisIvE35NgqnFiDg0th/4Ow7Q6NI4n7Luackbg2wZdzZ+DgNDn7Kbh9Yf+3pzfPGTf0yMPNc+aVLFkN68wt3cOGQNLkV43DitnPzLzGkckbUVLHxwx80uRXjTzkRGAMIlMQGIWUSUwaAsn0sdA0TaYtB1ptpI0nFoFozyQXHGl6CqTMgZQxmDIGU4agagiqRlFrLaWj+3FDABqC/2xP0/8AjsR6AXFeYA1inZDkvHFjiOUHyI8N/PMNnjn6wCJjbKkhtJgLPmuIPadPLtVFNZRcaAgvTEdngou54ChELtWHl3DpLM48U3Ce2b9UL75QF15VH17CBeeZRQ0l51qTC8vaftfQ3EpYikCmJFgyRmNRlvKyWB+NdLBoG4u202gnjQ8yiSexAZrwUjVESFLTmzBRMVKSKpYQisvQKCTm7Do6ec+5KbsvT9x1YfzOC49sO1Llj1bquWpdtbPVEY9FFKxqPkstRJIutGOYMMwQijB2ztX16v4zD249PmH3mbuzrjycVTxx08mJ64/fs+nUIzvOP747b+b205M3Hx23JeeO7Wfvz7k+fmPuvZ8eeSe/trJPbDA1FV+41GAzGLz8T09cnrn5+OQ9l7+y4ezUrGsTdxWM2XTo7q3Hp28+PvWzQ/d8fPjB9bkPbb94765Lt+w48+97z922/eQ9m469fKIkv81rcneWlhfV19c6Q7EdxpZZ6w9P2pZ7596CCZnF0/aXjt1z7d6MazMOnHl8y87qQaHR1GLt9dcPBb5/pODpTYfvWnds4v7iW3YUjM0oum3/hVv2nbtrX95d207M2HZ81rajy/blbql36jyJpr5AdYX+6qXi+srKFptlsKNTiSexCjD+mxbqkSgxUgiCGDBGkonIYP9AV3c/Z2sp19tqba3lBmtlg/FaaUX51ZLykqKK62UmPWc32FvaWn3+IRUkEYNxBAMJifcJvp7uPkdzd1P7UNvQUNtQh93V2dLE+7pCEU84GpAxVhmTKZMAlJWEAmQFqEI8FJMTKTmJEKAUI4IRo0kAFAIgQ4SlKwlH18HaGSRtIz/qR6QEIJJOSUMMKFQYUjFRFSxDJmuIBihUNacjxgwwzCChgGAVU6RSKFEAMSAYjtTTMIKottTWls4Mpn+FjKbF0+AmE6oSrBIM04YKjAkhWnkNGf1NEoQQQgCPOi9HTjrBG0XKGx2T6cDZl32MLKRHR/tGKiYyREkVyYgqjKmMJTGLKFilVKYsSVmcsihlEcKihEUwCTMmUuYFdFAhw4ANAtYVRy4hYQiQyv749c5gdW+0sjtc5PJcaBq85PIcq3Ydr7PmctaTDZZdl2o+PHTlkyOFey5XlzRy58sbMgrq/pRV+INtZ9ZebihvH7L0DlbaXZvPXv32pwf/mF1Y7h70SzAgKY7egR9kXf/OljMFtn4eswCjfYztbBh4Zb/uJ8caz3fFnQrTh9HGmu7le2oXZTQ9f7Ln2YymZYdcyzMM38quyzIOWaPMGlAMvpRBu5w7wpGGAOREzPH/+jkbHzTy6dpFkx/afNjmo3Y/a/Ap1mCqyd1OXG29G7bql690zprVf++9wzMfbn9kYu8b98Q2z1YOfR0ceEjJfCB++P7ImfFq1TTqmk7aJuCWryH3V9WW25Ltd8p9M2loLk4+J4eeU0KrQOx1XvhmU8eqYvucEve84pbnrzR/77j5tx+XrH/z2LnlB6yrcxwv7nX+bB934KS++nyL5YzTmKvnzhvKLnF6c6/Tl7QHJKMnafYp5iAzhth/4oYMqlxINfxtec1oxMHqT1n8KYsv6RAT/Uk5RilgDGGWwjQIWWtItQaA0S/ZvMEaq3Xj9s2vLX5szdenfm/JvT9fMSnzj882nf01X/3J8PV3Aw0fQte2hHlDSPeJ6tgWN24Uav+qNu1ImreEdevC3JbKAz98/5szvr/g9m/PG/fLlx5f8vi4n35nRW5udkKJQ4YAwZQxRYUiYl3BaPOw2C7GWvmItc9r6fO2COEWf9jpj9j5mIVPmPiU1iVpEaA5hG0hZAvCJlFqDcl9KchDGiREQGwgCVsDks2XsPpkTcv8L9zX/iKO1Jpr9II6OtqvfNmv38hDMw9svpSdVw1+YORhE6+auvjKS7q6s5wxt7Uuv+fQGfsvMvQv7zW/ctjw3UNn/lqy62zr28Wtq66al9c5lnQPLFETb6YSK9TECyiyAg8/jtrGkpabift21TmBOiahuinC8TuCOVPDWTPxgQXhXz/WvODOvsdmtj7xRMNj8/07cjy9XkMgYRKAyStrHGkWJLOYMInJUY40BmRLAJlFrBVMGoKyOZAyC0ntwqFBVEyfS5JYuxukVTuNWqi1LirLf1YaoAuln+S/KVUMQMM/fWf1X54jzSLWC0jnA7YQ0Qlxw3DMHGaXw+xXjvhqne+ZBt8CLvKsPrRALy41xlcY5WW66FLd55JkGiL/hiODGkdqZUBzLf6lenFNXXhNXXipPjjPLD5jEeeZggud6nPVPe8ZO7sZU1GKJXka86Coh3VdlRxnQ7pMT+X2/mubeku391dkeOqPwQEd8dlotJupQcYUxhAhBGOcVLFCiAxoa4IsyzozM+vK/Qeu3rP38l1bLjz42cGKgcj1Oq6irs7hbI4H4rIEAYIIIaJtJCHC2v04RhkGQUUZZGyfuX3erhNjNmRP2nN+/LpTU/deHbOj4NZdBXdmXB2bUXT7rvwxu89Nziq4c9uJRzKL7v/kyJs5Jdc8SYvHezz3qKG+tLo0L6QkK/rFV/ZfuOfT49P3FN69v3jiviszjhaOz8j72vbTt287M3H3lSmZ5XdlVd15oHzinou3bT85edPhFfvzdunb24Jq4fmC6qsF9UVXO/zBSj71rZzC+zcfG7Pl+OQd52fsvDJuY+ndmy5P3HD4qc17dINCeVnt+csljiGfK862VbleyCpeeLhq2sa8qetPP7D17Kxd+QsOX3vpZOXPChoPWPsreaWJl+t0jqt5xSV5JVx1Q7PF1O6wR31+EElgWYUqoAxRdmNlNFYxUjFSVZkxCJVYMuCLD/u8rQNuY6up3l7XaG6s0Znr6k119Q0NDVZHc3dHf19Lvz/IQylOEiGGFJXiFCWYESURiUST8RTxh2AgAhFmyURYFPsUJciUGMEQUJaAWIaAMqRSGEdQS0NTRgBSAVCYdl6ZUZVCMMKR2hkkbVUKVYARGFluq5goWsEhxIrKVIkpKpQIkBkGlABAVUAViBWIkYKgjFWFAIwxg0xhSCUAIKggmCAghtUUgYRRhSBAcLqXhxJAoUKVFJVHOVJDUkDhSNt2grAUIVIayDXeZZgxJR3lJgomCkYAqwDKCgKai1IbNHqK8O9iNzfUev/njy/K00DGtNHKKVVKtQGMpTCLqDCkoBBgokwHo3KnP2rv6DO29tW6+q/Zeq5w7fl19vOV3Nny2t0XS3fmF286fWnjycs7L1ZkFut3Xqj56+FL39mR/70d+b87VrmvtueI2b+20P6DXRdXvJ/1zsGSLH2XLsmqQ2jtZeM3Pzv5TmbpYcOAR8Y+xBqH4O+PVC/769FNVW2tiA1B5mPslLn3zW2Xfn9CVzuk8IwFGBtI4h8V9c//7Ny+ho5BwkSG21P404vWV7fXvryX+9GR+l+ervheTsmqg1VLDpoX7dGv2KNbvc/8wn7jywcaPrjW1hBjLpnVDAUsYaAV+9kE1RoAxoDKBaFexPp/fY60eVWTAHQhaAghG48dXmwfwuZhZIkxgz88NOSJlF4vWrLK9MQc7+yn+QdmDN3/QPdTk6K/eYwcXRA9eH98390g56Hw4fvil8Yx472sfSpqu5W2fpV13AZbx8RaxkDfMyy5DEkrkqGlILQGxb87OPBGhX5xkWNBcduiwtbnC5p/fFj//q/PbFm57/LS7KGl2dZv7Hd9dNx1qcBuzLXbc4ymkw11uQ1V5U53d7g9As1iwuiNmvyqTkDVATpauDjCkerfceQoRGq5EKs/ZfWnLL6knY91RxNBAJOIyAqSCBNV5uIlEy9bA4qLD5+6dHH2/Ce+tfSBt1Y//NZzk3/3wkRd9luBqk88JX9M6T6G9nUx3QeKZR1o2hLWfxri1kv2XRHTtlDtBwn9WrHyI/vJ/7X7p7N+tuDmd5ZP/vH8ce+8+sTSJ8Z/+Me3kjGeMiClYgRDoKhBSLqEoHvI38YHnUO++ua2Bne7a9jb7gu4fUGnP2TloxY+YRYkrffHEkBmUTX7JKs33hFWBcRijIUJjjDGA9IdUVz+pNUrmX2KkYfGL5+D+UI9MgA1jtSJqk5UtbuL/4X78lyAmHlgHIxa/LIpQA0CbhKAYzBSXlhdfbbWlOuuP9d18nzznw43fWOX+fUjttcyL/+p4MDZ1t8Xtb9yxby62rG8uWuhnPhOKrVcSqzGsVXE9zTqGEdbb6HuMZJ9PHGMY4ZpodNjI8emCZnTyeEF4MO5rmdv635ihmvmvS0Pz2v92buxAd4oRk2CYvKmRjgyaRYTZuFzjuQCirZw4HioEyS9mDCJSZuYMgQShvR5Q80libVeca3054YzV9AQ0P5nkZlHJh4bBKoXaWMANwRRXQjpg5IhKBsD6dMG2olOTvwf10P+ha8zPtYoKPUC5nho4xN2PmIMpurDcItHebmyZ3F16DkrXKAXl+g9y4yBpVxssS62sDG0QB+cbwzPN8fmmEJPG/1Pmzwr9b7lev+yOt+KOv5FQ+QVa2KFJTxP75tr6ltu9j7bGH2uEXzLlHip3ruwTljjAvMtgSfO2bY3dkShTFUB9l9n3I5A3q99B9f4s9YImWuEzDX+rDWegy8NZb80cOilgcwXPKe+K15/N+XMYaKOAR8mUhxBCDFETGHMHoz87OjJJ9fueGDd4Wmfnr7nk11z1u663OOptDVVV1W0Om0B0SdBOb2ITMuQEFNAsMqQipRULBEPq7gPsnNtnjePFdzz8e6xH+8ds/PK+Mxr44/V3HG88ms5pbceKhx3+MrUY0VTNx56ZN2Bn5+5WtLntfv54pqKS5fPGequGaor+/v7fSlQ3sv/6mzZo59lTV6bc9/+K2N2XByz58rYAyVjs8rHZJaO21c0cc+lybsvTn9/22Mf7XjnbElpn2gbDhRV1OZdyK+qLDMYDJ2Dw93heHnn0KZr9W8du/xaVv5LWQU/PJT7zqmCP+de2HGllOsbrre7i0quXyut1LV0u7zh1pBq8iaudQr5jr6LLQPlw2GTN2D1B2weXt/WVc6Ziq5XFZWWl16rqCi/rm/UtbW08j6/lEwhkFbL/t9WopQyxgghqqpGo1G/3z80NNTb39fT19vT19s30D8wNOjxeXlRCISCcLQWh5IbkUVjo7RHEBNKAKEqYSmGECWAUAAZUJkKqKp1K2q3lUeVRUwRpAQQzDR1EGNA6AgMYcBICkIVaz5EALGiYFVBEGE2+vUJVSmVCZEQlgGWMAWIqBBJCMuYaO49PKL/AcIgYhAxCBkADKkUEsoQwRArgCqQqZAhQJiKGFEUhtJ9QIDgNEciIDMKKEREBUiVIZIhAkjGNIloklAVQ4Qgw4wpjCWQKmOMCZMhUgECQKFQQVCVFRBTiKQSFSqMKZgmZTWZUhVMCcSKypIKCiAlxcj/w957RslRnmn/u+u06/UG2xibDMYIERQREsooAiKaJGSSycH2AjYZAUIooCxN0CjnnKXR5NTT3ZU6T049oVPFzpXreaqe90P1DLK9/h979/js+v2/fe4POnNKc6p7uqt/dd/3dV0asuz1EFEBchamNVPJ5TKKJipIThpCBooi1JMQsAgl8losL/dkDIIGVbRxujV+oN6/7TxRUh766Ih/cWnj87vdL28599Wh+oOn6oqOlX+4u/rBZTvv+2z3hwexk2Rna0I84g78cvOhGR+WvFR21j2UTEg6A9AxT/tjm+sXrzjc0B5nFZUxlF6EPi53T/ywaOnJun4LMUCPGtbFnuSTKw++UnyaTCNOlNIIdUvosxPEkrUn11S1dAFkU+Mu98DP11c/UtpU1Jr2WogU0YkgP3XVxbvX1jyyHX/xZPerZ8O/ONB6fyk+d6Nj9jpizmZqfgk1p4iYscE9bS02cwM5p8iz8OPjT62/uOpiR00MBGSE84ozmiEYibI9q1mlUIxm97f+xy/I/83ycMjXp1H9MsXrlKC6GBljQSAKsIgaEWTV4w+9/lr96NGD149mr76555bb2m75N+HpW7SvJkslY7JF12eKf5LecVn20A8Rfp1KfV9p+w7s+6bZ8Q3V+2215XJz8GZIL0CpZ0BmiiHeAfQHouy9Tv/cRv+Mho6px6hpB1vv3RH49a+Ply0srZy3g7h3p39OWe2LxXU7Dgaqj7Z4T7aHjgZrd9fVnHQGO9nAQCrAyr6kTgkqwUjueM4ZT+NJGRcAxiGcN3AhRwopUsiRvELxIsWLuCBigoLxhps3XTxwc7pnMB9i9I4Mas9aQUH1s2IrL3Vn1I48ckUlj2B4GLknKfpa/C89tfDRmdc/ee8NT0277Nmx3zz4xnQT3wi865LNSyXfirxzmexeruIrRHxlGvsyjX+RIz5RqA9VcgXjeC/v/zTv/9yz59lfz/nXX0770VNTr/75lKufvvumx6bfWHNqO0Ji2sjmkcKKQkSWOthkKMZ3Jviu/p5gi6ujoyEaccXCTYO9DT0DZCszRKTlppTh5CUPlw5wljeu+WJiF6/FVSuLkIhQ1rJSCEVlvYPLehJZMiGSnIELJpb8i+9zsATEaUAwkGKhhzMLPjW07qVVL616GJ0afs9TnEVxFh7PEIksGc9QiSzF5ElWtd0MXCxw0LqLg27ebKJVJ6OSSYjzWrOgunkZ4/MEn8X4PMaLJKt6adDo6jl9uMF5DPMc8dQeDG7Y6XlwTd3dOwJzNtYu3n54M/ZBZc/TF1sWnAre2tQ7JibcreXnatl5IDUXsdNQ/yjQ9gMQ+kez9Ttm5/eQ5wf66SsyRVeppaONLaPh2omhxy9rH3VNdPRt7Tfe4lwwL1VTF47n3AnNzRgkYwu01a+L0UkG4AkdT6gEo9htYIo1SFYlmDyVAkRSJrg8LkiEANwcdLLAyRluHmEcwjiEc4gcdv/x/tXuM//mOZJi8jijuVmLYIGPFoNMzstJGG/sSaMXMGZ6PT3OmR6PZacS8hSHNLlBnoKJU7DUNDc7C4vNxqJzXUPzsP57yIH73bF7nJH5zZH5jujc5vgsJzsF4+4ghEkBaRLBTiLyExtz08qj97mkeSFrTDMzppl5sHHg3FAcSoPZtvORsx+zex4b2nS3VjReKxqvbxmvb5mob5moFE2UiydKxRNzRZOEkinRbXPC+5+IV34st59E6Q5kCrqUy+VyKc0Y0s0jwbavmvBPar3vVfnfLXd+crqaopONJFVdVe4l3DQTFXUVDW+V2SIS26bEhBqyDENXM5Iak0CLaJ6KZD5oCjy098JVH5Zd/fmea1YdvOKrgz9cufdHy7df9UXZ9V9uW1h8eLm7vSlleNl0pdt98tyJ2qozQbwhFu6MRgZjqcyghkgJ7exkXzzhmLpm37Wfbb3q87KfLNv+k+U7rlq588Y1e8duOjC5+PCyOu+hbhrjDXeYvVCPnTh9oaqqCsdcHcFgIhZPi2oib3SkdK9guHmzkYMNXJ7IqIGcSsYZ/2Ckoslx7mJFfX0j2eSg3CSB+yhfh79zkGztq6daqty+8vrmygZXTaO7sqax/GL1xYuVtdV1zsamQCDQ1dUVj8dzuRwAYCS25E/2t+yUPNtYEkJN0yRJyufzopgTxVw+nxXFnCTlVVXWdRWAQjz6pTPZwhajbSVTMNFBpmnaft0IAtunx+ZIDWn2duPwmqM+Erluj2IRtMUxNqoiHZl2qcAwDA0YCgQqNDVgGsCEEFoI2Bl9umkN569YGkSahUwTGfYWYwE0zUvP+Q8U05otNDZN2bIUhFRk6ciECJq6pui6rgNDN6AGTcNCNu9KSk7TcwDkIMxDoBhAgVCyYEYxBGBmDCOr6znTUiCSgJmFVhaYGkQAIFOzDNVSDKRpSBVNWYVaXs+pSMqBbNbIyUiVkSqakqZLwMwDE0qmljQMVkccNAQD0ZbFIMRANCAqQ6IaSrCOjt5zhH+3q3fNRWLr6aYjtc3byuv/o+jYAyt2Pr5ixye7qw+7+mu65ZN96IVDwUmfHH9xu6M2gngTRBE63QOf3FT/6Pr6Qx1WH0I0QmGEPjrpXPDF4fePk90aSiHEIHSujV5UjD+6/uLpjkwUoRhCbg396rx34vLDb5+s8xooglA3QjuDzANfnXps45kiMtojIn8SneuRX9vpmPfp4ee21mynho4FhzZVeF7f3TT7ywuTvjj7wJbql/bUv1By/ufLDyzY6Jq7pmnOV/UL1zsWrnfcvbph1sqG2V81zd/gXLjJuWCLc+7GpllrG2etbZy3qfn+UvzNXQ0bGsMVEcOdQk5Gd8byOC17eJ0qZNgoPlbxsoqtuCykM/8tl4s2AnHgpVWMkylawmnZy8NOFlFD2dgQ015cVjdvgX/sxNgNtwz9+Lr2m2/on3WZ8uuxxvo7xKKbxdIbsiU/Su/+V+Xsj5DnSsP/71rnt2DPN8yOb+ot/2J0X2vFx1jsAot9XE9N1aSpOXFRR3hWPTWzzj+92nfn6eA9RztfXu/+dMmOoukbyueUee4pIx8srftoD3n8SIvjaIvvaIjYj9cdcjibWn1hzhfNeBmR4hSSlXFaxBjRzUo4r+AcJBhEsibFSRSf83KSlzUoTqE4heQVnDcw3nTzyMVBFw9CCa1dMDuyqDWDfJxOJkQPnfezok8wMVqlUiZOy/5YutlDvfiLB2eN/fH86Vf+fOqP31lwbWDHmxq2nq3/PEOuzlBf5fDlIr5cIr7ME19miOVp8osc8UmefD/r+FDxfM673s1SS/mGj/a8NfU38654+e5rn5x8zZKp1z98xzUbPvuVKNGJDJ3U8zmo9Ca62ofaO6Pdg4megX5vZ7A8HDzNhWsGQsd7Q6c7OxuDsV6SF10cxGjVH8/7WNOT0DxxsYVV+nMwoSFGNxOqHpVBb1oO0TlPPEfRCmmHbrN/sQ4MSxj/GUeqPkbzMdrw2x4SLCAYiNMAp0WcFnE6R9F23rdu532TKYQJFpFCRAq5WMPFGkQS4gJw8bqbt5cR83Zvj2RVDw1coci5M66mo83EIazpUHDbntCS9c3zy/xzNjkeLTu6quHjc23PXwzdezJwa237bX3xmYo4X8suAKn5iJ2JBm812i7Tg/9ktn4H9XzP8v67VXFVpuwqqeRnRslouOGO/peu7x591eCNP+26cVTT1Mn9u3fGI0lPQqN4UODIEZS0/80AL48IWsNpmaA1L2/5BOQTTK+geXid4iSCyeO0SLA6wVs4j9yXGMoWctKHPcn/Sh/bv3mODCRkD6NjLCRY3cdKQUb0M4qXNWpyaFln5h5nZFRjbIzXmBZCdzWrM5rEsU3Cnc3R2a7ue5p9D9S5H65yPFLR8HhVw2MN/vtryAWV+MyL5J3lvtsutt/SFL+dyo91K7c6YhN92ZO7jbMAACAASURBVDkB/b6m1L3NyhRCv7E+fHtl35ueXqIfz/l3Dhx4tWft7OSGCbnN44yScaBkHCgZZxaPM4vHgZJxRsk4rXScVXqrXnKrsHFU/5pberbMjh97Q6S2o8FqpLGGmk5rag4hxkADOdUfZchIwhdNkT1Dgxzvxl2NDdUeCmN5RoEQgQLBABOO9I2gBaQMh6BmQoMW0u0xPsBJeFKvpsV9IXqTq/v9c+5f7q94ds+F35xqXOPs2N1C4ymLiOdrvB2HT13Yd2D/xfIzQa9zqCeYTbGZNM+lkmGa9Q0m3IMswcl+EZ3t4U50JA6EhvYEBw61R8/2801Mjkyr1CBPdEcbsNC58vozJy9Ul9e4mhy4G4v0h9M8J6bz8SgTCHQ2Ov3lDcTpWtdxB360vvlss+tsQ8PpyvJjp49XVZc3O+qHOoKDHW09LcGQz+8hvY5mrLqmoaKyuqm20VHX5KhvaG5odDqaPRTR3tbS19vNcVw6nZZlGQAw4kENIfxTeSewYPxuXDpUHVH42kNw20DeLnN4MfH3o/PUgqDEROawqbUtCbczYAwEdJsj7dwXy9RNOCKXMYdz1UfO07zUD9wyDQRMZAGgA1WBmmxauoVMy7JMYAEAoGUCuwltajZlmsiw02gsC47E9P2ha6MtuDY1G0AhUIdD3nU78c8uCwETQRu4bQjVIJB1TUGWggwd2TN0Q7Ps/2OoumQiHSHVAgqCOoK6BSQTpIGaNg1ZB5pqAgUaCpANU4KWqMtSXhIVhHKmmdMBQEjUgGwiA6KMAYcU1K6anrxRn1DPd0VPeAfW1bWubuj6pML/3JZTv91VseKY88MDtY8s3z75nd2PrD93nBgM55QhDV7sSb6wv/beVXsPuP0MNFPIiiH0Fd4x7Yuy355salURA7IcQpUx9NSWxvtXVuz0SR2mOWTlWy30/mnfwhXlvzvdRomoSzfaVHSyKz+3LLBgQ9PnF8OnerQT/doqIvHgbue4dRcXrD+xtDq0pr5lZV3X07vw6Stqpn1R8cDGxmeKa57YVPXkVveC9Y7JX9ZNXVnzUGnzI1tqZnx+Yvrq6qmb8cmbqLvWNM9aWTNn5YW5K8/ev6HpvnV1i9bW3r+uxq4HNzU9WuK+f33lQ5uqHtlS83BR/eMljqd34a8d9b91tvVIe7yB1X15RCQRRuseDng44IrlbYi0Q+2GJdvan7/P9L+2mqNiQNDdvOhgs56EQtEKxWmtCaWfFvrqGi8+/lTtTbeFx0yM3jBq8Lqrg6N/knzuWvTlHWbR+HzRT+Vt1+W2/zBz6LuW48eo5QdW+/dA9zeNrr8HHd+2ei9HsdEodScS5hqJRVp6lizPjrDznKE7yolJlYEZ5dTkU61P7fAve+fMpoWbt0/fVDd/a+t9m92vlTXtOtnZeKyTOhT07qeadjscF32+7jhFpykmZxvckAmZTMgFO0ZWJRhI0ohkYKFhzBg+GnkZOOz0aWIccnHIzSO3AFtYo4W3WtIokEIUb2K06k4oWFxx0TrGQzKF3KzmTUje3sHNW9a98vzPH31k+ryJl214c65IlrKNK9LEerl1G+/ZkvWuzHq+zJLLsuSytGdZ2rMsQ36UJd5L178nU8vy3mVaYIUZWOsqeuq9hVfufe/hF6Ze/8yUaxZPuf6NJxdEh9r76Uigt9vX3dnRXtnRWdUfbmSjjUz32Yh3B+3Zlm8/kGzZQbccGOyp6U6Eg4JCccgbAy1RhWQAQWtkQvYycohXO1J6V0rrTMltnBSiRV8sR8VlDw1I1sRYqznxX+VIFoxs+3lZzW5G+hjNx+keDtge6Ritu2Kam1XsKkT/scDNATcHccHCeJNIWnYIoYs18JSFJ5GL1zFOtXUtGC9inEwyuocGnqH0xRpfzeFG995m7FDwyKHO14vJe4qoOUXUfcWn3j/32VHva+UtD5/2314RuD3Yc5ecu1dN3wNSC5FwN4pN0DquUALfNdu/i/r+yfT/M3Jcnd17Zab0GrhttLl5QvrD8YN3XNd3/VX9N45qHnMb8bt3kl1DwajoEeAwOP4BR+o+ARG0gSUkglFsjvQnLX8K+mg5JChBXqYSOYrWfALyJRHG2tHtf+Ap+1e8z/y/gCNVD6PbOwEeRvbRYiCh+hIAT1l74+Jzwcht9T234ukpVP6uup77mlvnXax9vKH6Pzzlq9rOlnae2dN15lD3+SO9F/f01GztqlrXXrU0VPMG6Xi0mZzd0DbJ0XeXk5vhS4+jUnc0M/c52LtrhYlNqXmt2Zlnqc/qyl01Kwb3Px7bMC29ZgzccgvacbtUNkUqmyKXTVG32nWnuvVOuexOveR2c+d4c9cEqWQMvWHcYNHc6MFfJs6/h1gX0gcyapKRlcFYsrutt6mmprr6nLOm0VFb21hXefr04ZraCzjpYnlO1QxkoEICMLT0YZQ0EEBIQ0izgCJlM4kE090f8XaG3S097RG+PZHp4KTWlBbkZW8sQ/ayWEe8vIE6ebbu9Iny+qo60u3y+vCu7lA80S+JGRMaCJmKogwORUl/qAEjat14kz/gbG11d3ZjPb2urs76oL/C3XyuvrauruHMqbOnj56sOXPRWdVANLq6Wtp4mklmM5qhmwDKmVxiMNLV0RkIBSm/r9nrv1jfWFFXV9NQX99Y53Y1tbf4Ott8aYGWsql8LhOP022tXQTpJ6mAL9geDPiCAV8w6G9tDfX0dQ8lInxGyEjZEWXuSLsRAGAYxp/iyBGuAkAHQP+aKYdNYoAJbWd4u29XQLGvaXKEIwuykuE1PgAtYCC9QIQI6F/nB0IdjdiFDs/WbZMaMMKRYCTBb2ST0tZWA0MrRCOaJjQAgNZI9gyAKgQqsAXIpr1iaD9NfeTXFp7W8LOwzIJzuIngcHQksixkK20g0A2YA1AyoWrHVVsmAEDXDFnUZdGUZaQqSLN3OlUEVATt+bhmyKoqAx2aAEEDGEBRoaaaQLJQFqEMQhmEcgjlAJSRRWtGWIMtaYmKC346dYEKXvCGth6vXXWk4u09Tc9sr3is+OwTG089t2nfqxuPLl57fNFXZ+esOvfLPa6jbWlvFrlzaCMWm7Gi8sUjXoK3kghxCLlT6IVj7hkrj+x2dfMIZRDqVc3ldYFZKw++cch9vDXdIaNGXt1E8I9ubbh75dlX9nmK3R3lfcyymvYny5qmL6+8Z23Vbw473t5/4Z2DtY+tOzVjU/P0L8vv/fL088W1z5ZWz1l5bPyywxNWnZ3yyYF7Vxy759O9i1acmP75mYVF+KJi8r71jkeLGu9fW/lYcfOSXaHHd7f+fEdw8d7g4j3kU3u9z55of7Vi6Fc13NsVyfcr+I9r4p82DC2r6lxR17OmsX+DM7LRPbQJi2yh4iU+Zl9bdm9Hbn+XeKBLPdSjnxq0KlnUkEW+PCKSEKN1ggY+AYWSyMsaWDQ/Yh08EsTnTmpu4W+eI53RnCep1LDpBi5vJzW7EjnvQDLT30N8uaJywuSOUWMiP7u175prIuOv7Zr2Y33paLRpIth6a774OmnbVfm935cvfA/5LkPt/2x1fwd2/YPW9ndGxz9bQ9cjYSLMTkOp6YCfr+bmCNlZgd5pFZ4xZ6nxZ/3TK0JzDra8vLRyw2Nl++aVnJ2/w7+ouOvRta7Vu/HKs33eI62h/V58l7NuXxNJ9fvZnIvPuficm5UIRvEkNIrWSM7AksA2YLL7Z97CHiT0JpCPtexuEMZCN2u5WQvjIcYbPlq1Q4koziJ4y27aORnDyegYD50scDIGxRpdguLt7D578Ux947mt694iTi6VA8WcayUaOtxyYWmCKM0Gv8r6lqfJT9PUJ2nPZ2nP0jT1UQZ/FwU30A2fxhs/j9d/plLrsk2rP7jnx6ufmfj2/NtemHLtL6bcsGjK6H37tnVGh9pjdA+b6m0519NyarD9KN+5P926JUUuzxBfKN5VadfnCWz9QOhk12BriMtSLKRiRihaUEnjjEbQGkUrHkb10qqXkb0JiYpJRFQm4zpJWySLMNZy0X/x+8HeqiRYQDI6ZUMkq/hYhUqIHlqy94MpHtgc6U5obg4MF7ykgDOmuOKyPRrGaNVF6xhvYgJyc8A2aCQ4GeNkjFMJVicZ0MLI9a62iiN1zt2N3iMt54+H39vuX7jeMX9raF5R+StHVu1wvVve8sSZwJjz3ttdrROyqXvl9L0wfQ9KzUfMXVr3DVLoe2b7d1H4H/XAt5D36vyJK/nSy/UdP4NFY401U5l5N3f99IrIzbeSN42qfOCBNOZvC6cI3vyaI3+/KBaSrOrh5UBa96cgxRoko3sFoyWe782CAdlsT2o+Wg5wlk9AJAP+2MHUdiD/K31s/+Y50kvrJAPcnO7mVYyTSVb20rovAXwcqEyjz/uyd9d0TqromF3tfbDy/K+pM0fadlT0lnriG7qZ5YOJTyJD70cG3hvqfz8+tDQa/zzMrA7RxQ2R/bvaj77fdOgXZ/bOqSQW+bk7PPLPauKT6yMzsMw0d/5eLPH62fN7zqz2HngsXnqXVjLJ2nK7tmmUXDxaLh2rlI5VS8aqJeP04q8rt2WMWjbe3HUH3DFOKR6b2jyBLZmR2L6AqfoIsTXIYhRo8LzERfmeYKAnRHSRWG/Q6yObnO6aUKevs68jlUpJkmJqFjQQtNPnLsm1A1CSlbSipJGlImTIuWykf6Al2OrFMMzlbnI4q+qbyqvrz1+sOX+u8vyZispztU3VDqqJIJ045nL7WwMRPqEgw0LIMKCiKKqsqIqUTnG9fZ1eH465mxqbaiqqLpy+cOrU+ZMXKs5U1ZbX1V+8cOGEo64qgLs6vJ6+ltZEeDAnZIBiQNs52zBNVbc0TVNFIcmEI72t3d0tXV0tHe3tnR2tLcGejtbEUDgrJOQUr+cylqwgRdezcl7IZ7lsmkmzPMNwNMPRnMCnsxlRllRd04EB/+gBAADgP4fIwkbpMEfaKcy6ruq6arcfjYIxovkHNSzvuKS3ByUbKL/u/1m6aWkjfwv9a5T8PY60UbKw1wpG3L+HAXd4dG5vVdrj75FzME0ATTRy2wBNzYR2FGGBI217SZsjbTa1G5Mjcn4LGQW9DhBN2wzIBHYcC9BEoImaLpggg0wFmUZhRm9qBlCQwUNDUEFK0dOakTGMLDDzOhJly8xBLWfqCjJ1hDSE8iYSDLMLoU6A2lWACVJtXDo/IO73RkoaWr444fj4aONv9te8vLv28U1nH990fsFnO5dsOr7q4PGPD11YvKXmrk+OPLju4sbGKJnWhyzUNJj+3b7maW/tXFPZNQAQj4yIhc50CbO3OB7c2Xy6L9+PUJeFdrfnZxXXT1pds2S3b01DtKS+c2V1x8M7nOPXNk5d2/zARudLOwMPbKiauaZh+hbnzGJ82irH1M+Ozfns5MxlJ2atvjB7fe2ctVWL1pU/tPbMkm01j2w5/8w+16sH8Nd31H1wGP/0jO+9M95P6ntX4PSa5nCRe7DEGS4hh9bg0a1d4q6wdnhAP9+vnenOnenMloe1s2H9QgRVJlAtj+o4VMuBWk5v4k2cQx4OeZPIm1LtIGw8iZyC6eANtwDJDPLkEJFCRBphaeROIUxAmIDIlOnLGQQLCNrw0JaXQR7aImKah1H9KeNSB/JLdZf/4xfk/2ZRUYUS1Bo+50gDL48cMYVgcz1RLnbmSO1DD5A3jWZvmxC/4aaO6y7rnvajzMu3mZvGGMW3Kltvypdend1+uXz8R2bz91Hb90HnN8zubxhd35Bbv6l1X2bFb7My07TcLJicArNzZXFhX2JKfWjCBf/4s63jT/hnlnc/Xur93S8Plc7deG7hTveina2Pbmh5fRN55HDQdaI9sN/n34859jQ5znlb+lO4kGvicw4h7+ZlitP8LPCzgOQMF6/jSR0TbKWC/bVtECwgEqaHM+2v82F/FoDzBs4rVFyl4ioZ13Ea4JyJ8wjjTXdBlguaaLWZ1t0JjYrle5JicHCgO+wf6LhI+0s5YpnWuSnl3/zR0zdt+2hRNvhV2rc8TX2UIj9MeT5Ke5amqU8y+AdDlUuz3q1q50G5ZTfdsFL3FO15e9av51z+3qJbX5p29TPTbpgz/vrHnny4qaUlSCc7k+pQH9bXUREO7I9712U8SyXitwr+Wxl/N+/4gHOuHgoc6x4MhtgkxSk2OLoY1c1qGKfbkYkYrduqZ4qFBG3gCQOPQyJhEgyyvQn/0veDzZE2p5Ks6mFkmyPJeJ5KiB5GtjnS1jITw91HFwddnOXiLPuVJFidSoh+RgpySpCX/ZxMsqqbMdwcJBhIMsDD6CSrjrjnkAxoo2W3t7/yeEPznnr/0VDNyfAXe1vu+6runu0tc4prFu8tXl+//EzLs2dCE855x9cHxjLMPWJ6EUjfi1ILED9LD4+WWr8P2/7J7P2m2vIPqOUKufIqbtv35e1Xq1tusjZP5Z68re2WKyOjx7T97JbKO6dyJyr6enkiaf0pjiRozZfUO1WrF6B22aI4BadFD6+2Mdm4hgSEBmQzxMg+WvWyGsEov2cq/nv1V/nY/s1zpN28xXjDndRcgopxOskALw08cdOZRIei6m8d7S9ebHrfcX6Lb095Yl9k4AMu+nY+9rIytFgNPyz3Pij2PCT2PGR0LlJ7H5L7F2ejr3H0Jz2JTfW9JQf9G19vOvVAtXOKU5jo0Sdg3CRPZraLv+9o87Zzm/GjL8d2zEqVTgLb7gBFt+Q23SqWTVRLbldLbldLxurFY/XicUbROKNoglE0QSkeKxWNkYpv14pvAyVjYOlYvXisVHx7aP1Uyb0cpSmEpIyopDMSHU9wdITu7+biA+Fwe1d/W4yNJPh4Pp9VZNHUDVvqYXehRjbhFCBZyLCQhpAGDNlQ80o+k0sluchAJNzd1Rbyeikcd7vdbgrDvQTpJwOtZKjL39HfHaYZLqXIeQgky9RNZEcPW5alqnI2l+SSCZqLDnS19He39ne3h7vaujtCbUFfwEN4CXdrd6Crty3c1xUbDGf5JJBVoBhyVkHAVtVayA4E0TUxn+YFOiFwQi7DCLyQSvI8m0qy2RRranmgp6CWQYaEoII0GamyqapAlguJyYU23iXQNxymfKmGBiFkz1j/uEawrwB/UINAhUCFCAFkXVoQIfg1WRb4cqRnaceZIKjagS6FkbeljQC9gXQd6SMtSWAal8qNTdMcTleHl0zhC2kxwDR0oEBTsxO37bE4MA2rEFYDNVMHpmH3F23VTmFcPnymJoI2gNq7lYZVWLss9K2hamgCNFLIzCErb4E81LNAywAtk5cYRc1ohqwCQwWWAiwFQhkAVcvmoCIgxCOUQiiDUMqEHDT6clZ7GgUEEx9K1YQ6zzipA/XebZWBdy4EXtl17s2tB1/duOO5dfueWHt8/mcHF606+Xxx9YqKjnUN3ctr+x/c3DBjecXTO4kD/SgO5E6Aysjsw1+VP7P+4rmWrIBQFqEuFX15pmXuu4c31kXDFkog1K6jUiw8vRi7fXX5M7uaPrqA/+4s9UgZdtOK+unFrXOKiAVrKu/58th9a8/dtebitBL8jjX1dy6vfHSjY9GGqnlrHfM2OR7Y5nlqd+cL+6iX91JvHGt561znh/WDKwl+gzdfFBAPDlgnaHQupjUKqJmBGIfcKdTAm44MakgiJ2u6WQtjkDuFGlNmQ9qs4zRXyvSlUHsOtWetrjwKpJA/izDecPMymdYpQfLyGT+bCzJiIJ4LMZlWPu1lYIBHds+AoA0PZ/p56GUNglFIViZZmWDVwrcmnSPptGtQ9jIoKCBvwiKjOkVrXsHwCgUNZkFWKUC3AJ1J+H8BR3rjhkcwmtIKmUd4HDYN5Tq5jNDV43njxeYJ4zt/egN90yjm5lEdt14euvdf0fq7wNZbxZLrs1uvzuy4Irf/cq3yx8h3mdXxT0bX3xtdf691fkvu+FctfAPk7gTZu5XMbD05HcoL+NR8qmdCuW/iudbJpzsnHgssONTx5qeNKx7Zc+zuEue87b77iqgXNlJrd7bUHm9zHfR59uHEIXf9MZcH7+/ktGY+28SLTl7BBM0nmCHBCvImyRlORsWTOp7U8aSKJ9WCpIYDruFv9IIeloMYp9vxdF5a9zA6lbBDq8EwjakYPcxnvEnxZvNAOsTmAzTLcS2ZeNUQtozD3sl6P8kF1gbO/K6vfmXGvyrj/TxNfpAi3k3hH6TIj9PE0iy+lHFvVLqO9TlKUbwi4ykWmlf6D77xHwu+/9HDNz035d8XT/7R/TNuWvjAXKynN8jn8EgynBjq7ff1hk5FiPVJ7EOZeEcm3sniv1U9q5Pe0mjHhd5oW2tSoATJzctuXsZoGeN0nLeDEwHGQhdjulmLFBDBI4y1cBrhNCIYi2KQbWT4F5XtN44zGsEoBCN5GNnLSX5O9jKil5G9rEJxGjWMkhRve9ZAN2u5OMvNWiQHvazhY5X+HIzJKC6bURH054w2QaVoBWcMgoEeGnpoQDK6nWpt+y+GYhLVkag652za3+A/5Gs63l18uGvxurpFZcE5pc0P7Dyw9OKWQ/6XTrdOueC7s9o3ri8yJ5u+H+YWQWEe4meD6Fi14zIQ+g7o/qbW/g9m6w9A83X83h/ktl4mb7re3Dwh+drY0MQrwjeOHvzZGOdtE8OrtsS7aU/auHSWfemMm2KNUBb0QRRFqBcgX1IlWdmfMtp5OaojDqEhFbVwMpUQKVoiE+IwR2r/jyP/rHLzJsZDTNDcvGxr43HGoBIGGdcJRsHY5Ok292HqYGPX1q742mRmVX7gFWnweXVwsTbwmD7wmDG0WI8tUeNLtPCDcu/9+Z77s72PZQd+KcTfHmI+7WKX10QOftx4+L5q71R3Ykzz4K2N4UfrW5edP1N/7FexPfNyxROSWyZLJePl4tH5rXeou2fKpePk0nFy6QSl5A6l+E6leLJadJdadBcsuUMunpjdcke2eLJSOkUrmagV36ZuuTG27hZ2/2MitR0pMUkXswZIiaIk5cV8VlWkbD6TFjN5VRS1vGbI0FQv3W+7dBnOFgirUJb0vGEqFgLQ0iUpL6aFXIpPClwiERsY6u8N9/T2dvf2dkcGo/HBWIoRNEU37Wgd01RNc1iIjArD4mF/7LScSopJLsvFU2xUYCMCH0slE7kckxW4jJDJZVVZAYphyLqlI2QhLa9YGrT3D00ADcOAEBYS+xCSVcXOcUHI0PQctEQDSToSTSQDKElyRlZy0NItZBqaDobRGUETmRYyLWSikZ3IP5cjDdW2XURAu/Tn5rACZmSBcthD8Q/LPq4QZFIYIusjHor2doGBdLuGtwkL26uXNDiBbR06LP8ppMKYsDBJN3QJAhUBaEF7rRJCoCNDtQwAADCgbg+1TaiZBQ24VnDeMVVo6QBBHZkKgsAsrDPKyJIsJFmmZBqSaSimoiHVQKqGVBVpkqnloJY1gI6AilAOIcFCLESMjhgNJRSrS8iTnFZOg4N90jZPbGN1YPnJpo8PVryzo/aljTVPrqh4avmxV9fserdk/683nnhy6fHbPzy1aMXx7Y2h5jBT25dc19A974tjY3+7d6dnYAAhFqFuE31wzjt3xZF3T2GdCKWgSiN0tg+9scP5RknV2YAQgygB0YUEevtkx+zllfesqXntIPFxeeid8+0LN9RMXeeauME566uau1eemrb8xF1fVN653nnvFnL+upoH11cv3lDz0g7XkyV1z+x2vXo48NHFgU9OedY2tJbgzDYvuzeUPt0D62i1iTWcedSUQvU8as4gRxrVcmY9Bx0CxJO6LwUDaeBPGZSgEoLuEQxXLB9MQi8DqYSJ04BMmS5OaY7mnIM5R9ygOMsZEV1xtT4iOQWzgdWcab0pZTh4zc3plKASnOhK5FxxEWc0Z38Wj8l4QscTBkEDL488NMAjSoCDft7wCpqHVz0csPWYFC15aOBloIcGVFz1MHpAMD28jtGyLS+wNQTukRL+5y/I/83yJiDFaS5B9qUsYkihYtnowODQoUOOaVNCo0aFb7x2cNQNgzdf1zvtyugb11vbx0lbf5rdelW67LL0nh/KZ35iua9ELf9mdPwd6P4HveMbSsd31d4rjfg4mJytZ+bKqbv11DxFXNg7dHedf8z5wF1n22aeaJ90PPTztfiyZ48UL9hRNX9naNZm3/3rnZ/soo4fa3ceb3HtxcjDWMNxZ121v70v3ZkCLi7v4hQXq+G8YS8bBJOWhwMuRsY5aDcaMUHBBA3joYsHzuFcxEKr0n6yrOphZB8HfBywNciehEbFZSohUokcEc8TjOThdZLRW7KIopWAILaksrHB2jbn2u7qV9L4awMVzw7VvqV1FPPkmgy1PEN+miPey2C/S7nfTbs/zmLLRPxLqX1n3d63fvPk7cSpT/WuHUrgK7bhw+VLfrxs8XVvzPmXVxZe+cyDY1968xdNHa1eRsBjgp/NdSSi/X3OuH9nEluWwz/Mk0tT5BcMWRSm9rS1VrYMtAdYjuCzTl5yJjWcUWxvGpw3CN7EBctmOExAuC0ZZhBOmwQNSOa/ovMY5kgFp0WCkTysaHNkS0oPJTU/r1Fc4QTsdq/t1G2HBJKs6eNAgFVbGDmpIwkhGaE8tAQd9mdVPyN5GJWkLQ8NvQlIMsDuAdv2Ot6oFBjMVNd4Gw43eA4QriPtR0/2vV3kXFTkm1tKzSsr//WJ3dvJN0+EZp73zaykJoR6p6czD4D8/Ro/BybnmPQko+sKI/ht0PkN0PNtteV7yHtj6vAPMyX/rmy5xth8u7J0QsfsK7uvvY7/6bi2m8ZRz70utIR9QvZSbc2lmhsfa/p5rT1vhAHqUVFA0L2sEUxa7YLekzP7RLMrA4KcZq8UE4zy+7Pskfjs/8eRf6KcAsJ4aK/KulnNRetYwiDjOsnlvQm6N9XTHj3f0rkiPvSuGHlF6fuFFl6s9z9h9D+mhR/Xwk/I/Uvy4SeSvY+qkae0yGIQfdyMPgGGnhD7H+eHfsHR1hO5ngAAIABJREFUL4T7l1X37PsdXj+vwTcD657h6HrpQtWRs5v9e3+eKR6rbbw1tWWaWDZJ335bfusdmaI7jdIxRukYo2ScUTLeKJ5kFE82iqeAoinalkliybRU2Vxu60KuZF6yaFq2ZIJcOtYoG9e/elL/obcQ41f1dN4yRKibpgmhZfcFC0YtSNdMBSDVshTLUoaVH9owUwJgGgbUNVO1xcK2laBmQQua9gaeDoy8KqbFTDafy4l5WRZtMlNlRVV1G+/g8M4ltEwb0UZGxvZ4FJhQM3RZMfKyIWpWXkc5Q1dN0wCmrkJoIGQiBJGmAMuygAlVYKgmsNUrBkIqgJahI2TqmmJZUNUlgFQJZnSU1y1N1SUAdIRMZFoIIctEqgYtC9rkCBC0ycxAEKCv/ajt/DsDFhy8/xRHmrpyaX2NlZaMLBWZCoIqgsOgaZvzfD10vqQfWQi//trm0Bg2yhnx9xnmSM12zLGV9SMNS2jp0FQv6U1qCGgjdwXIUCxdQaqBdHvpEVqahmTJ0gxoAAB0AFVDlw1dNoACTA0A0TDyupE3gAxMTUdARaaMLIg0HQEFQduGI2tZeQuKyGQgoi3EIDOBYMyE/Trsla3OvNUyGMV7BisD3YeagyUV+LoT9av2X/hi56kPi/e8uGHfwi/3Tfts/z2rjr9YVvnpWc+Gpu7X97ke3eh4ZJ3r/ZNtFbFsGKEm1vqqfOCGT+ufPeDDUxaLUD9CF5Pms0fwKevOHW5L0QixqhSB6MvKjlmfHnllZ1X9UDIDUWsWlDazT6w5f99Hu98sqlh5qmH1afcbB8nZy47dV9J49/qGWStrZnxZdefyygkrqmevbl6wo+2RMv+Sfb7nDgdfOdrzbh33ReXQaixc4udLPdy5qFnF6rWCXsPrlbThSKPGpO4QLJ9k+fIIYyEuiN4MoJLpQFL1soafN3wpKZDNB5KSjxZ9SRWPZ0g6izNZN531pbX2HGpLQQ9L+7hUIKnidM7NZZrjtIfN+uP55rjm4QAWzXs44GINLIPqErkmPtecMxs5w5HQ3JxOpBR3UnIyqiMOvYLiS+okpzUnZBejegTo5SGWkKgEIOM6lpDcCQmjVZwGOA1wxvAldSKeJ+J5P6/5ONUVy2NxxZdC9tXPFm24ebtMjP/b949kTCwhNcVTXlbzDsmdbD7q97h+9aZv7Ji+n14fvfnayLgbW6774eCC68xN04TNV+VKrspvvyK57fvJff8Kaq5G/qvM9u9qnX8He76ldX5L6fw3fehGk78LZBbo6YVqcq6euj+XvifYMfMCMfZCcPbptrmHWyadanvmo+oN87dsn1bcMH93x7Q13sc3u4tP+mvOtjcf9jv3uagTVOVpZ31zey+jtaUgnlRJrmDa7BGsoIBCKeTloZtVSNoiGUCwKj4szXZx0MkCexsSsyGSNSnW9NDAS6v2DqWfBT5a9SYkXyznT+QCdNbPqV5O8jByY58QSiEfpwaTUltOHOg4Ear7uOviU5GLD7N1zw5Wvhqpe5d1fZrCPs9hH0vYe3nXOynn71LNH+fcXyj4KqVze6Di8wPrn+1r3phr3ZRofCtPvt95+rnQ0Ve6z/1O8G4LOrYTvspgvJ+I0X4200SrAT4VTbTyHSdSxJqMe1maXM15N9Edx/vby9v68FCsP8CnKD7n5mVXSreNJO3wRlKwcMFycZaTNR2cadMkxiGCsQgaELRB/eX52gSr44zyRxwpdeat9iwMJg2KUwoHMBrB6hStEbRBMBDnkIezAhxsZZVOVsoaUEMIIKRZMA/NWF5vYSQfq3hoy5uwvAnooeGIKAdjIRFXgrRS4wjVHWsk9jqJgy0VZyLLt3nu2+CZWxKYXVL30uFDW1z/cTQw57x3XgVxp6fjrlTmASAuUtjZQLgb8VNgz1Ug8A3Y+S0r/E9S6LuoZVTu+OWZkn/TSq7WN9+M1t/Zv+jarquuzNwwNvzTMbVzH+CpEJWgL/X6udQDiEqYWFQiEplQWmnNAh8HqATwc6gliQK85qNFHy0XFm1Z+PsJ719D5P+POJJg/kTZaT+FFxeShXY0pKLIm7D8rO7jVJKVMVrGGYXg5FY63s2Q0cS+7MCHoPtFq2MJ7Hxa7Xne6H9N639G639UH/i52v+EFH5KDP9CHHwmO/SEGFmiDD6rhF/Qen8Jws+CgUeNwUW5vpciA5/XtG5Z3do4ozY042hVccWuswd+I5TeKxfPkEsnZMruyJbOSG+dmd52p1F8q1Y6Rt06Rtk6Xto6SSmZqhVPBUVTzKJJWtnkVOmMzk1zmFOvs2d/3VF8T2rbLL1sorputFgyOVy2KFK1EomDwFBEXdcsw7QKgIigiYYtI03TFJEsWbJqKcBSzT8UfNgOMkgfHstCy7RdoJHt+Wx7DZqKZiqmpRSiSixtxJLGNEGh4TcSWweGnaILNjfD4ctguIZ7hPZRyG45mpatTUamNXKwCexIPXNkIm9zoYY0BWkaUm3bRd3SLs1TKeRK/9mFTAOZxiUECexpsy09QSZEQLM50j7ahCo0VQAVABXTkE1DBoaiA8UOjLHPBA0ruy1kWhZSgZUHmmrqxtcRgxaAyIC6hQyETEO3IEAImZaV15EpGZpq6jJQdcuQdNlW8xiGYSEDIU3Xc5okIl1HQEaWpGpQQZZhGJplcBnBhIaOALKgDkUAJQOIEClZJSlqOQvpFlDyeVpT87oB89DKWCiFUBKhpIkEhOIQxhBsl8QOFXkzyM2jJhYeHshv97A7T2O7zuArjzpf3V75/D78pa3lTy/dufxw9W+2H3rjQOWsZQenfrDn5ZKT2+udnQORmq6ej05Rcz/f8+q2mroeEFcUCYFgBj635tTjX1aVOqJxE6WQEofoVECcsQF7ZpeDyAABoSGIzvSDB0od04ux90/hZ8KiK4uKyOjj2xpmra+9r9j9SInr5b3eJ0tcC9fWzVxZNXt11cI1F+9bfWrRyqML1p5/qKjmuT3O/zju/eRcaFVVx5aG3jJH+HiLfKZdu9hnVMatKh7VpZE7hbwCwlIZZ0pqTkKHYDlZ044AxjmzmYduDpIMIFmV4ESMk92cjrHQzRg4o9h6WxenOHjDwQEHbxR2pDjd7kzYRbDALUCMhyQ3cpnWMEFxJ225tGZHkJEcxHnNnVScKamgfREMZxI2J6EzCTHeLvPPqJGD4YhfzHBrwfg93SVrDhcq1P/0BfzPLNuF5I+rQ0BEn9KaRA5GI4VMjqOHNm9xTJrpG33L4Ohb2Z/e2H3NZa3Tr06+Pxlumyxu/olcdlOy6CfJHT9QLvzQpH5otf2z0f4tve0fzI5v5lr/Ueq7FvFTUHKOlZxvpBfJ2YdU/oHB6H1V3tvPem+rCE47E7zraPsTW9wfPHdw3/zSc9N2+GfsbFu4vum3Rc2njoawUz5yl4M86blwrLna0UaFU9hglmR0j2CRcR2L6zgNPDzypJBHgASjYIk8PqD4Y1owkW9j8p28HIjniIEkEU0FIpkWPkfQnCNC4/EMEZewuEKwujsO3HFAMqArh7yRpGeA680hIip7YoXOiC8JcCbbHM2182qY7g97i2nXO6nGVzNNb6abX0o1vpxx/DZDfiS7PlaJT2ViacbxYar5QxlfphBfiO7Pks2fJj3L+eBnMdev+y88GT7+UOLCklTD6zDwvkh+GcdL2L4aLhNpTSSxMB8UMjVRyRNh6FiIDuyhyeVsaG07ubW95UI43tUeG/LTgo8VPXSeiGVwWiYF5I9LnkiGHEwRkSwZ10kWYRxycZZTKNzb4IU/ty2R+a9wpP3OJxgJp0UPKwZTWnsWRC0UQahHRV5Bwe32W9LAODUkQA+ju2IGySOSRWRM6RD0Xl7Nq4ak6ZqhAtOQTMgoentKImIZmyI8NPTQFklbBAMxFro50ExnvHTO5eu7eLIRP+zEdxOO031Fu72PrnMu2OaZtsNz79Z9axo/vND93DFiZmVoeiU1biA2G4gLjezdcnoWyEy3IjcZvu+A1m/Dnn9ROr5ntPzYbLgmt/tyuegqUDrKLJ4ZeW5UzzWXxa4aFR11Z/2tU1r3H+ocinTFci5epxLAk1AITqZYiHOQZGWCUQhGIWjtD+rSBJrhMG6dYHV3TCZZ1TYGwhO6O6ZSCcP3l+f9/Jn1v48jWd1Gxj9Vwyg5XBHkiRqBhOpjNHsY5GXTQTbRz7ijzNFk/HNp8HnQ96jZ/RjofhL0LlF7X1Z6lhj9T1iRxWDwKS38nNT/bLbv6VzkqfzAYrl/sdH3DOx9HvY+p/ct0cJPwJ4l6d7XOjvfP9974O3m6lcP7zp+7MPgwaeypfPV4uli2aTs9olS6RRx69Rc2WSjZLxWOk7dOk4qGy+WTRK3TlFKphrFk82iiWrppOS2Wakzz6NwKQqXJU6/GC+Zni8aq228VS65M1Iyt//4W2YUMyVBM1QdmSbSTWRYdkPR5jkATdOUh3kLmNolHIkKo1hzmCCHe2b2lNYGTWAauqVppqqZqmFKhikZpmJjpWaqKlRUqECg22VCYwQiLasg6/m6Cn1K3e53jjxGONK6xOMGQmtkFfCSVOUCShZocrgK89/hcMP/1Azy/+Pxh+cPCi8gAABCWEDBYT5GCKHhSbk17AFk/wQYigEUHWg60IChWYYOgQ6ArioAQNt5Ceo60FQIoe1vbumaBAzZMjVbQ2OZumFkJV1WgGogqFkGRKZm6iow8pqmm1A2JM1UdEuDlokQ0gw9J6YlIGZADhgKQKaOTFFXo0oqA+WMYgGENBNJCAmmvapoZYCqI8SrZmfS8NIqFsk0dQxVeULnXVhxjW9dJfHFqYb39535/ODZd0oPvrLx0FMrD8xefXrhyjPL9lXtrvVtqA0+v6dh4vLyOSsvbHdEyJTpTokVPHzpkG/OF2c/PeftQYhXpAhCu1r5eSv3PlNa3sQiHqG4brQB9MaO6kdWn1t5sbVbRxxCHl79/Bg55SvivvU1a+s7djW3bakNvXfSP33F6bvWVz+0/OgLG0+/uunkE18dvferM/cVNTxU1HT/2oo3D3leP+h941jbOxfCnzUxa8lUkT9T4heODMKTUXSeQTUCakwiVwrZ3m84izws8nPIm0R4ChIpw8OrQVrxciLJaRgPXRx0M8DefCJZ08VBjIUko3uYS6PGgJsxCEahmDzF5N2s4mINJ2c4OYNg9YJjyDBQEr/HkQbFGpeopBWqwHbDi9qChgkKJkg4r9gaamfSsPcX7SyTSxnx9+s/50iSVwp1CUcOD0bNSzmSYhDF/M1w5J+qAGMSEY1kIM5KPUJmqLmJ/OUL2Kjb2m67tf/mUeHrrui+/fLYk6PlVVOMsnFy0ZXS1p+lSq/IHLjMqLscBX5gdfwz6Pi20f4tre0f8x3/pkRGoeQ0JNyNUgtg5n4lfT8Xv7ele2ald3x54I7y0F1nWubt9rz0Wfmnj+84snBr3cytobtLA0uKXV/t9lQeDZBH3b597oZ9TZVncLwlFrD9fWgNo/X2LHINSl4etuRRcyTtHhLakmKIScVysJ4KHjl3trq5Ptjd4e/s8HV29dJ0bzzWn+I7k1xXNuWn+abeBJUQCUbxp5CbMZqjIhHPt6a0ICOS0UxbFvlZQKV0jIc+wcSZrDuea+fl7lhHIlSW8X2i4L9V8Q8Uz+9U4rcK8VHe94mMfSq6l4rupSLxmUh8lsOW5rClEva5Ri6VAp+mAx+x2Bt09S/os48y5xdzVb8UibfTxIoIvn2opz6epjt5mYplfWzSkUj3JPnEgFvwb+epVQn/pkTP+Xgs2M3Eg3GOSGRJTvNxupeRPYzqEaxAPN/GKZ1prS2tBziDtO/fhMKiBVbgyEKG53+pH2YUWpK0aHOkX1BaUnrEREMm6laQL6ljtFyAp4TiHExhccXNACcNGyMymVC7M2YnL2d1SzaRrQhM62Agp4YExcPIJAP+mCMxFjRzOS8jEu3xyvOY63AztZdwnuzZdTD49CZyQSk5tcy7oOTwZxVLT7a9dMKzoKJ1RiU1rjcyQ8svNLJ3K5nZRmY6it0Mgt8Drf9odv+L1v49GPqx2XR1ft/lUsnVRslNaskU5ldj+m+5MnLtz4Z+OtYxaiK5el2st79tUHAwChHTqbiMs5KHBiQHvazypzjSZYuK+BGVeuHyRTKAYg0Pr1OsQTKQpC0vY9q/7a9R/+s4cvgiro/o2kZaApdUAbpJRiejpjei+KOil1Yp3vQIUisb7kt4+Miu7NAyZfB5vf9+vf9BLfy4EX7K7H3KCL+sdi8B/YvNyDNa+Hlt8Fcg/q409JYceVUMPyP3PG72PYl6n4bdz6pdz6m9L6K+p5SORzNdS/ojy8tbdu87/YVr12Jh3zypdLpaMjW3bVJ2+3ijZLxWMlHaOlkrnqKVTFS2js9tG5/ZPjG7bbK4dbJaOgkUjxc3jYlvuTNd8TKK7ULRXdELrw6UzJS33aUV36ZsHc+VTO3Z+ohE7UFCt2nI/4e9846P4j7zv3PJXeLk7uKaxMYVO8bGxnQwvTc3sGmiGAy4xzGxjU3HmN5BXaI3IdElJCQhCUmr3Zmd2SZp1cuq7e7UrbPT2/f3x0gCkvh+8d3r2uuyr+ePZdiXWGB29j3P83w+H0nTBSBKQOpV7xrzW02VuzOL77ghalo3b91TqqpqqgwU2Rhq90QSKz1aEEXRBaMkXRB6igOCqt3TnuxpCt7jcSjpsqBJgibxxlYfUPUeO0UAuqfNPXaEd4uOu3ucd6HkHUG0BHr/iG4O7lEa/2BE3l8tTQO63lt3HpIiK5raE2kDVFWXFFnq+fcx3mEvrytKj48SEHUgAI0HCgdUTtU4RYzpCgs0XtdEoKtA0xVF4sQoUEVViGkiq2uioguCynUbg/MBRQiJYoTjgrIcUVVG1QRO5mUgcRrDqlFRZxWV1zRFASCmaAGgUZqkqDojyGENhDTQAkAtL1SH1GpaLqz2X0L9ZxyhE/bg/oLabRfKNyZlfXX85srjpoUpZYuP5H9y+Mq6tMztpy+sSM0Z/236a6tT/nS8ILfWU+7pvOr2fX7i9tid1z696KxlNBqABg1caI/NSoVmHiq7Wk36AQgAUC2AL84jEzac33TF3AFAAIA6FcQ78ekHL89JyEtCgkV+HqbEHSbP20mF43bnz9yfv+YiuuUKvOaCdeb2q4M2Fb626eq8wzmLDl+OO3x1UXLB7MT8RWfNGy6jG7PKtl68vTsfOYy2pzVGz7bxFz2xEly+TShllFYRBHAYWCPAGgRQQCsnlQpCMVMKRKlWWrHSipUQYJyHKNlGKi5cceDdgmU7wVdifKVPcPilHqWCcZGVrbjevfBESAjB2QgGIRnDndjgSBvG2DDGivMWXDYKwY3LiwDd8QFRrLgKUQYIikaD0LBsNLASIdUesYuxAMfDNItQLEyz3UtytGiod1FS7PV1+4vSeuqe470c2ZtXdvfrexyGNTveXf/tF/D/YNlx1UbrFRhfG+DpDl/1/oO3hw5tef6FjldfaXrumepnH/FMeVJYN1RLHsYnP88nPsEk9Q0f7SNcfwIgj4GaB9T6n2sNv5Bq/ilW/S9ccx+FGKKHJqqBSSA0U2PeYIMz6lsm3bYPuOkYdrNy9I2q0VfccftLNn5wYt/MxNwZqbZJ8VVvHobXnnBcuFhbccHhPFtek2nPSy8sLaqu7mJdtISQooUQzbhQ1hqqMrLOvcG6KNcUDLk7OtoI/Gh60ser4qZPGhD3zsg/rnp95cIpC94asyJuxsZvPkxN23Oj8FK1p6aZ9DXRwTYWmNuDFl/M4uftYWD2xRwU5w7JpraAM6C7gsDBAjgAUFKHsagVZxsC0bo2u9cZH7FvlKD1PLSVRTdKtg0svI6EVovo9xHLxohlI2vbytq2hqH1Ect63vadaPmCgVfTyBdB+NOYeQVXtpy5vSJw+0PcvJqyHWxzZDU1Iy3BcE1Qt+Mc6ifc4WCA9dMNN8L2+AC80+9I4QKVMTbQEmKdOFvhFy2kag9oLkp0EpKDVCr9keao5NNAhwJqI6oNF2CcRwIyRPWcw9SfqYZ/3PmAUoqVkCCMg/wsjMUMnY2DYJs5tYnXaxnNTsvGRNtKSBAmoCRvo1WE1iFKM/kElJBrwoqLZDtiMimDKABBFbQzopuIOQjeThv5Md0oacw5rYQCEYopwFlJztkRLi5ymM6X289YzVk1ly/VfpbsmBkPj0lyTEm8tjpr50n7F5erZufWjstDX61tHRUNThGjk/jIRCUyFuAvK7UPK1W/UOv+War5V736N8Dch8/8LZPymJD4XDR5UHTTiPYxT7f0fdrz1AvW514tWvFxxFld24qX+Rm4S7T6WAiP2fyylVBs+A/2I0sDajmtltOqiVbMlGKEJFlICfUrKCYifgHxSTZMd+DARgDr/yGOvDsp/K7o8bun2/cUpth8nMMbRQgBDkh2mmjEzN7OC0zLFrHxD3rDPK3pHaF1ScyzSvKs1JoX6+0r5dbFsmcJ1/J+sOEzCdsDuBNyJJ3tXBdt/oRrXKy3LgCeOLkpjm1cEmtZLne+H6ubzdbPiXZ87mvfUWtaU3diZjhtlJgyXEoeGU0fGT06WE9+BSS9IqQMF5PGi0nD+JQhkfRBwaODgkeHRNOG8SlD5KSBUtpgOnVk8EqcgG6JIFvbLi9tTR4TSRsWS3mFTxkYThnSuH8UlbsBeCGghDlFYYHAAUHQBaln7mys0HW3uhT17mjiXo40ZrtG+jZQZKCId7PUvZ27O44zPW41mgQ0GYgyEI1Ive7oZ6OteEduokqaKuqqgZKqrihAVYBq4KkGVKCrQJGBrABVUXVDwKFIPb91N0re81f48zCaXib+cY8e/Q3o3e9UFEVSZEkSZFlWFMVojsqKJquKpMhAVwBQdGP0rstAEXVZUGRek+TuLGlVBLKgGyuVmmR0WxVO4MM8H1NlGUgq4CRZVXhZElRVlYEeASKtsjFNVQEAQBE0pWfFW4lpKgtAQAceQcQBIACgNNAZ4dxeGmql8qr8l93hDLipoLzy3NWChIzcvedvrT5XuDzx8sLvD3+ZfG5N0sUPD2ZPXnd+wqaLyxOL9t5wZ6PtSZB37kl4wOZrS46hmbWcmwdtAJxqCC1MLJyzp+Csi/brIAy0Fg1suV45ZOP5L3Pq2lQQBqBNA1me8OTDxaO3Z19qDHs00MZpt5qDn54yz9h1fVX6zcRb8GWXb/+t6pVnLNMP5U/bk/vGjusLdmd9cbRg2p4b0w+XzE63zdxfNv9w2ZIjJZ9nVH1xtX5TsW9XBXYYwZKcVFp1+EyzcM2nFtLAFAJwULeHFXtMM8dAaVgzR3UnByCKgYkoiodRLGDzB2z+kA2LojhjSDJtGGPHORclumjJ0KAUYHypTzB3SlCnZPLJFZhqIXSUBNWdstMrG7pLK85acRbGZQuuGSYgFlKBSAEhYkZkLUQoZkyy4rzdz9j9jM1vXKBlBJdsmIrgkpXkIIrpya5VELznG5HiEYpFSRYl+e5ZNqHBpGahNEMubQmIMMWjJItQMQMlYYrvgUjeTvD/P4788+MIxSIUD/dwJER1dzR7ObI38cyBaQ7sfz1HooQGEQqKsZ0E4y8ymRe9Z33u+fBLL+Iv9697uo/rlUfxZS+CgyO01BdjR/pwR54KJj4WO9tHK3sGVD+m1P1CafhHreEXQtXPo+5HhfZ+eni8Fp4q0VO18EwpMosmJ1jqRuVYn89zjcypHJddM+l89effXDn8bvzpyUnmmWk10w44lh4yJ2W6S642wmdslacrXBft+WdKrY6OakK0khxEi2acs9KKg9bKO8KwL2TDqDqSiCic3QWt/uOKJW+MeWNM32lDHpwz+uElU55cNOGpeaOemD/66VnDHps18tk504Z+smr27r1rruVlVXs8LQHeRTLmzoCNVmFStfh5B61ZMdHsE5whYGOBOQBgTIH8ETsZa6LpmqayDnhvGFrPmzZGTdsj0FYW2RysWNNR8oFg3xq1bgxD60PWDSHrhjC8NoqsExybI0XvB0o/Ic1fRKyrJeRzDflcQP4UsX7ThWwmas+0NJTWelsraR7GNBsuuGgyKATYYHWs5iwD7aBM3wfd51TWI8kswYP6oGLBFQuhI7TupGQjS8blC7cwsl8HXRqoi2o2nIMxDiV55F7nwp7g5h/NkTZatxKKxc9DfhbGOBvOoRiL+mMuiqukBScloqRoJe6MaysjwEarZkyCSdXYN0BJ0YYLDpypDYgtUbUpLFeTHOqPIoRgDwDDLfJelFSshFIWEs0kX0mKtyvqSs6VO89AlvPOW9ca16c73j5YMT7RNjWp4P2Th4+Y112qjcuuGXXD9qq9bhhJjOcjk4XoJIWZAMjBastTSuUvtZpfy+4HgPtRYO0jXvttNO13sYSnw0kvKXte877Rt+H3v2196pmq3w/ImTidu1Xc1IJXYKwVU6w4DxMs6pNgv4Ri7A9yJK2X0no5rZqo7q4kREpWQrL6eBsu2HAB8QtWr2TDdJTQEPz/EEf+9frBvUlaQUkeIWIwxcOBsIuqbfFmEW27+cbP5PploHah1rCUa/2EafsD3/a+7JmveJbIbYukjuXh5o/Jpg1K+BwA5ap8m+nczbR+y7V8oLYtBu0LRM+7TOvcSNs8xrecbVrA1i1gm5fLnZ9x1av8F2fgCcPF1EFS8nAmbSSTPhgk9QdJr4jJI6XESWLiSD55WDR9YPjowPDRQdG0QXzKICFlIJvcj4p/ue3Q8NbUWR2nF3hPz/anj/EeeTGS9iqbOoBNHeQ5MLjzwvta2w2gkqwmskDidKmXI7tdXXRJ4zVdVEE3Ryq9OXu9EKmroBcigSIaY1yj03Z3Pl9Pz1FXVd3oJRpKbV5hBZUXNcHw4tb17lmwMZW+68XdQKloouF0I+iCqAmqYXmtiECSgSIrmizqMg+6lcuaKt7NfHcDJVANHP0L38d7ufP/W8pdD1mWJUUWZUk+/BZrAAAgAElEQVSUJWNgrWmaouqyokmyavQjFTEqyYykxiQ1JiucLLGSGBNEhhVCrBzhlLCgBAWBFgRakMO8HiP5INttsQQEABjDZxvoLACMqgdlQOrAC0CbBtoE1R9T6yPAjMmlFCgmwMUa+izSchr1JJnqv7/dtDG//pPTpk+PFn6elvN52s0Pj1bM2l04a0fJ3J1Zu9Ovpl+5ceTqzU8PZY3fcmbW3psZaJPNF22k5fw6amX89Xd3nk0qtmE6iEpqiwK2ltSO3nLm87MwEgAkAJ1qrCAClp+oeHt/0enqaDsAnbrs4MG31yqH7CtckFl/3EWWdEk3OuS1BS1DD5omJFbMScz+JhNZd7JiVWLxlF054/cXTNuX+/bOK4t2nZu/79LChLz3jpX/IdOx5pJj0yX77lzXEVNXqo08URM+447ktGl5HqnAJxVRYhEhmKOgPAxMUVAWBmUBYI8AG8WZfCKESYaasnuZ3SfBHYI5rEJBCaZ4mGAgf8TiZ824YCFVl59zeGNoR8TaySBe1upjLV7O1BUri+jmgI7iAPUBs1834bqJAhAJnJ2y3atYMRkiBQvJwARrIUQzoVhI1UTp5aRWQcpWQkAIASIlw97Ziol2P+v0sXY/b/PLqF+24ZLdr9ow5V6OlKy4IcIV4Z7uIEqKKKHace3POBKiRYQyNhpjCMUaFNiz6v5vc+RfFCXDlNz9E+5w5J0heC9H2nHVgasOXHX+eJ/n/2kFeZWK9midnyFrPVXb9xcPG1377PP0c8/5nnm2+ulH6yY8wXwzBMQPlBKeYA8/JiY+G0h7hM9+EtifUWsfEmv/QW74qdJwP+u6P9rwlOQbqEenqOGZIjlVDs+MhKa2do24VTMk29kvp2r4Zce4i+45idbv3j9xembCzYnHnTPSa2YfRNYkma9eqYUuNUDHEddZuDTDXJ5fWdMWcZCCCWcgmjf5oygtwLjopERLO1bt97XinefOpS6cM3HqyBdmj3hmwbinF014fMHoh+Jee3D5uMdXTXxmxbgnP5zy4sJRz84f8/zUwQ+MHfiPs2f03bLpYwts8tCBan+gtJkw+wSEBpBfRkkAETpKKXBELSc12C8h/qCTCDeTmLsu32/dH7VuFKCtjGVvFNnF2b8Pm9d13f4wbPmWQTcw6IYwvDYMr2XQ9TH0mzD0ZaBoRbB8dRDZwKAbOOtXrGV1xLqWRr/3OA93Nec2tLtrAhFrQC9q450k185HlFhrqPa64ExkTN+Rpl1SV6HOd8pyRNRAV0xzUrIR+WHFWSvOI6Tq9DHuoNjM6U0cqA6pdkJE/NxdeuHu+g9yJIRJsF+wYqINFxB/DPExNoxF/TEU4xH8ziIcSmnmLhbBJcjHm7o4G6nZKR32SwiuQF0M7I1afYwNY1CM7c3d7tZ644oNM1DSeKKUBgUTybloxeRoK7xQjp4yW04hpdfqdh6zLdhfNiXZOjWlZMHRE9tvbz9fu/hK9bAb6KCK6kEdnWNi4WlCdIoSnaTTw+WOfkr1v6jVD2juB4H7YeD8rVLwm8jxR6MJT8QSnwMHhmNLnq95+cG2555qefnV7AFD6ONpXa0ESvJ2SrdREkQKti753+ZIE6WbKN1MqhZSNdzabbhkw4VKWqpn9HpWrwyKiJ9D/EK3ZOc/52P7P44j/0xY0zvFNu4S7ilcteIqHJCgoAQFBSgQtdNt9f4ib8fhYOtXQusSpXmR3rhIbV4meFay7e/zHQul9rdjDe8KrQvlzvcZzyehti0acw7oRaKQz3TuZDs3Sh2fKx3L5baFYttctn1OtPPtSNs8xbNIbHxPaF4KWt8FDe+wt2dhaUNjaQOF5CGx1GGx1CFG/iGfPEJOGCcmjhKSh/EpA2PpL8fSBrCpA/mUQULyIO3MIOn4sFD8EPLIWOHsOyBvGciew54YFkkdGEsZyKYMwRJHek4tEBszgO6TAC8bVtGabOxB/hlH6rKia4rh/KLqkqKJd2EZ0FXDUEZWNbGXxrolIbKuSxqQNN3IN5GApujdvUwdaEAXNcEwKez1JjTg9A7a9e5iGipmRVI0uXfSrWiy1t2aNKbw3euPki6rqqwqkqFc7jVT7H3bf83o8U6Q4F/WDz26VdW61usEaciBJEUUJJHhhQgnRnk5JqqspLKyLKsCD2QOKDzQeaDxQGd1jVGVEAAhAIJACwElBKSQrlBAx4HeBUCHCrpYsSMq1od5CI8UdxAFrV033c03nPUZJkd8gWX7DcvGK7fXn7qyKfX0ptPZn6TmzDty8/U912d+d3LZoYzPj13/w7Hrsw7nDlt/bvTGjLVXq89V01dauERnbHYyOnkftKmwtZLicKC2AhBfVj/5wPW30m0VAdEHQBAAmFQ/Pnl73uGcdEtDEICIDjoBOFDRPPG70ytSb91oE1oB8AAQ76DePlwwaM2590+a0x3tCeXODdnIjN2XX1ifMXx3wezdl1Ym5q1MK525N3fU/tuzkornxV/7OL3oq+MV32TY12S7N5W27TBjRyz0uXr6UquQ0xXL65KKCc0c1a0MQFiAhIAtChyMZo+qLhbAAcFMhdFoxBYMVzIiSnNwQKqg+DJvGMUZazuNYqwN51CMh70xGOPshOjEZEcnX+ZjTf4YhMesOGNcLmFcNGOyA+92QrFjkh1XbaRmNeApxNsowYmLTq+IYqKFEGFKRCkJ9UlWTIYIY0OIMzjSWHWqIJQyytDQSAguQYRSTmplhGrBZZufd/p4u080ONKOKQ6fasMUKyEY9ngWSuj2WL7TFBRhSkZI1Y4bHAlgUoMozViChHoNqO+CyH+Xf5vcs1XG9upsul36jB1KEsAk6EFJ1Y6rDlx24P/r/SMRTLe3hYmOIJF9q2L+Eku/V9ue79fZ54mWxx+tffkR7+IXpF1DlSMviIcfF5OeENL6hjMekkqf0KufkOr+Rai9T677B6n2ft79r1x7PxEfroWnaqFZEjWDC033khOQppdzawfecA+8WjUs0zn5hOODDXmHZqdcmZ6GTDxeOTPJ9X48euSUrfiyGzlXCR1HkPPI9cwSxNlRH5BsFAfTLBoSLFgE8kdQnIE6yNZQpKrevW3L19Ne6zd92FNxk/vHjeu7YGyfuLG/jRv9SNzIR5aOemz52CfeG/XbeQMfXfraU6smP7t0/C8+efunXy19cPnbv1nyVv/z59NafJ3V/kBFexQl9Qq/ApPASgLYL0G0WIFLdkJ04YFKnG7BOupr8nD0IINsEqBNDLw7Yt/B2rZGoU1ExZdYySdh6GvOtjGGrI+hazn72qhlNVHyYfD2JyHo2+7URGht0PwlBW/AHXubq060eUxur6cqKpsDenEb0xCIBmVSai/BzYkxaHfYvCNUdRIwNUDGNSkEdEDzqjsgQaRgIVgLFoHwGELKNj9vJ3gnzTkCgp2WUUK2YiLsF+6VDBsoKcM/PrcTJXWE0Hp0EZINl1CMR32cAxdRjEcxHiVkY6INYRKCK+aOSCUt1YQ11B9D/TEnJSO4ZMVklJBhjDN7GcjPoqRoo2WUMtZXBCshdGchYoq9p24HeBMtoJQE1RO3LluspyqgU3DppcrEk44Vh00zUyzTUstmp1xan3/gdPXSK5VDb9gHlzhebfSMYcIzRWa6GJ2kBkeL3kFKza9l9wOa+0Gt5teg5hGt7JHImQejCY/zyX3BgYHBP77iHvZge78+Ha8MKH6hf8u6r7FGv5PknAFgDyg9HCkb1P5XOdJC6EajzXBTt2OCAxMcmNDE610AeAGoZ1U7ySJ+DiE4hIj9J31s/8dx5L055ZwxirqruF6jge7VWpKpCIjlIQUOBWsJp9ebEW7fyno+5dvnC+0LpfZulx/Z847UNlduW8A2xYmeOKVjidi+Qmj/UsF3qIGDPLmf6fpSxr7W8NVS+wdiy3uyZ4nUvoBrfzvaNBe0LRJa3hfaV8lNb6oNb4DaRfTVEeGjA4XkQXzyMDZlmJw4TEgawSaPVOJHiYmjxKRhYvIAMeUlMeVlIWUgnzKITxnEpfSPJfUXUodGEkfwR6eAC29GU0eSB37Ppwzhk4bGjgwNpU2qT5sddqUBuUUDEd1YOZQVVZEMs0DDdxpIGpAUgxFVIKqAN+ru+OaeSbHhMqOouhEnrff0Jg31tN4rwemecQO5J69Z14B+9+y7xzpbvmsa3oOwsmigpKGSUXVFVWVdloyhcE+eim5IcxRFMXqToi73vLcemrw33MUAUEmX7yxK3lv3+oTfKRF0lwCAAAAHAAcAC4CkA14HrAZiGmD1O8dJGeAq6NRAuwpaBdAY02tDSlVANHlBURvIqeOyHIGzkD+tpGPfzcZt1+vX5jStPmX9Iv7W6oSijxKLFh0qnHewcEn87SW7Ur5MP/enY+fn7T46YdOxN3Zd+OrMzdSi8osV1sQS13tphTN3ZH15rqSoI9gqg3YdJLoC7xy8vvDg9ZttbBcAGAB2HnxxAR3xXd73Jc24BiIAtAJwoKx19IEbI/eVXPXzjQC0ApDjVd85Zhu1z/RJZs2VGja3NXLMhn18Dpm04/rM/fmrziAfnSxbeODy/MMFs/bkTNp1ffKuywsSb7yz58KiI9feTy/4Uya0Jrd+6zVoVzZ8oLA6Beo81SBeqQ+U+KUyn2BYClto1UQrUECp5EAxyZtw1UZEqmnZSXIVfvy2L1ZKR0x+zhYQK8OyPSiUYpGCzmA5wVbGgBVnEH/M2hVDMd5KchaCRSnJTqlWf8RGxGyUYCVjFixs8QfsOFNF83acc2AxJ85WEWwlxVWSvJMUbDhn8YtWTEYJ1UFoTlK30botCGxhUOELWb1hW2fM3sVCftZCsDDNojRrNBp7FC1ij4xateOcheDLSKGCNPIwBCuhlJNKCalX4DKKiXY/b/fJNl/3YMvhV2yYYiUkCymZacFMScbqujGhhijZQmkQCRACoITmwP9ir5Hq+b7sJr9e+Ou2ffnbLoN3vn3txgy9Zx2zmyNJcDdHImRv9PD/eo5EA6DRxwQddTWbtpUPH93Yb0DX07/veuzpxqce9E1/mlk3UDnyqprwvBz/BJ/SJ3z8ca7gEdXWR6n7ndDwS6XuZ7L7J3zV/VLjbxVyoESMUAOTQGCmSs2MBqbX+0bddPfNrnk1p2bk5arhWTVvH6pYt/xkyrTEgikn3GPibW8cdqw9WpWVWW0+Z3OetiNn0dLzpuwi2NURqAoICBVzhqXKiOSkOchLw+3eLpYvvH3r42Xz3xzVf9GEF5eO77tk/FPLJj09f9QjC0Y//N6EPkvHPbV4zBNLRj8W99pDqyY+v2zMk7Nfvm/z4vvdORPFpg+sF2etmnHf0jeHXMpMaejscPqjFZ0xyC/DpGbBFdQnQSQH47w7KNbQtBvDW7paGtx5BHI4DK+NWb4NW78P2LeErBsi5u/C0Eay+MNg+R+ili9Z6xrWuoaxrA6Vf0YVr4qa/xCBN4SQ3WFkexReF4G/omybscq9zdVZbR22yq4OR5iDQ6LVG/IG8EigmkLSApa9oYrvw44kEasAMqUrLJBZXQcEp1UHJTggWKgYhEesRBQleRupoCRvJWMWkjFCBY2YwXsh8t9/PhhqOZTUUUJFcAXFRBQT7ZjgIlUUE62YaORrQ5gA+wUbqdj8oZLaNqQdr6EYlz/owBk7zsEY56C1bsbFecSwLqfvZCEaHGm/q8oDnDWsWAje1h4pzrFBpyuQs2hxBnrqjPuLROTNFPPk5LLXE/O+zE4+4Vx+vWpkrnNYAfJqTdOYaPhNnpklRqbI4Qk8PkJpeFCqeUCp+bVc88+g7gEdejhy/oFo8uNC2jPawZdj20bUTni07cXH2/v1c7zQ37HgXczd5vBF7JRuo2WDI62YgpI/qLPpHtV2dyIFOyY4MM6BcQ2s2q6CDg3UMbKdZO0Ej5I8jEX/kz62//M40vBP6mZnBiEjCBlCqICNDNmICEJGEJIxgNJKclZCsPhDZbRYFlasIboJt9Cd6Xz7erX9U649Lta+mGtfIHre1ltngOY39JZFiudDtWOV3L5UblugeBbKLcvE5pViy4eCZ2Ws632d/gxQn0vtHwmNq5SWlVr7e1LrvEjDItD2XqR1FYN9zrXM5ZrmAd+n4dLx5LGBfNJAIXEwlzScT3yNSX6NSR6hHhkuJ4ySE4cpSQO0pJeUpJflpIFC8iA+ZYicPihy5CXl5Mhg4hDi8OBwymhq/wA1bYScMkJKGB7ZPzR6bGZV/OskfARwNQDQQAG6pKmipIqCqggGRKq6AhQNKKqmiqomKDqnAlYFrA64nin1nXVDCWgSUIzJuKQbduJ67+qhwWpGlnSP5oZTdE5RNKMMRbbBgrquqkC8u3pfr4qCqkiKJhtLlgZHapKo9MiWu9+VYqT+qRwQeSAaNHk3St5Nh6Kui7rOA5UHqhGI85fF/kAxus5oIKzpQUUnRQ3nta6Y3MnI9Z1+t8eLNnSUV7fcQuuzTfbMwvJzOUXxV4sPXi3Zealoc2bBNyezVydf+ehQ5sp955Yczluw/+o7ezLn7slaeODagoO5b+2/MX339VG7shemlW8vaEtzRLeWdc07XjFh340pBwoyGmmHCmwqOAC3zk4smptUkmJrbwYAB8AhgK+zK6fuyPou196gABKATkm64gdv785YvP8iEpBxTfbKbDWv/+ls8bS9RZ+fKa/x8e1htcKvfH4GHbanYPiBij+eNx8udO3ILPr4ePGwXfkD9pSN2nZ9/q4L7yXkvLkta87e/CXptnmplrh08x8uujfmeDZea9pd6k+p4w+6Qul10rkmJc8LTDSAKZCHATgkVgrAwQI0pFsjoDmiIASwECwSCsMkbSWiKM5YMRomvZaA6CRBLR5q9LHVnRGrjzCTqiki2/2Myxet8oWrSc5JifaABvvlilbBgmvmTgnpUmyYgpCiiRBK/EIZoSOYbulSK3waQgMkoBqL83ZCdJK6DVMgn2jxCrC/e0QFG/nCpISQsjGlMnsZkz9mwlmIklFCduAqgqsWUikPSKYAB9EsQvEQJUMBDaY1lFKchOQiJCehuDDGijMVRMxCsHY85sA4BJdMhFRM6SZctmKizW80IzUbpvdyJEQoZkox0UoPRwowHYNo3kKrFgpAJIDv4sgesUv3Fax7f5G6ByJ7I2f+Wu7tX37X3sORxneAoXXtYdY7HAmT3RzZIyT/776A/231Q9N8iBY9vlBX7q38N98ueebZjhdeanu0D9Gnb/NLj8beH6AfGCYnv6Ql91WSngolP4odfUC1/FZ39xHrHxYbfwUafy5V/oR13Q/antTDwyRquEJOANQMjZ4Voqc724detD+RXTPwevXYrMrXLjbG7Sza9dbhE5MTSyeerB2+2zx7v23PmeaCS3XWU5aq04gzy1Z4tqDI1VBFMzAeMhMRV0RyR+Q6RkaxQBsTvXQz57MPl78+8qW3B/ZZ+tpTK8Y9uWz0b5aO/13cmIcXj/3N0glPxo3ps2jsE+9NeuK9ib9bMrrPyol9lo6679r+flHnFLF2YtQ+J/P7Z14f8q/vvTMyJ/96Y5Axd4TMPs5KaRCh2H0yQnAoyTcxUnMo4PZ7Wzqam9w3aXtCxLouBn8TsX0XdGwMwutj5u95dGek4rNA6UeB0k8jFX+MVPwxUPpJsPSjmOkT2fkVa98UQneGrdtYeF0M/Zp2bPC5dnpqrnd5q6u8nSgdRIIxNx6gqDay+VZHyTbeuZ8yb400nAFiq6TwqqoDSREV4GV1V0iBQzIcZK1UyEaG7GTMHlCQgAjTMTPJmEnWQogQKaCU9FdObKL7nudHFeRXrbhqo4CN1AyOtOGSAxcduIz4Bdgv2CjJRstWQkIJ2RUEUJv3cOblM3mFlV5fDUahHRjqC6I4Y8MFQzBuyPVggkUo1mZE8pCClZBsuGQQpMOvOPxKRZC3MboJZ11+rqygEjprtp1Hi89ZM883rUmtfDvVMjGxbMaRW19cPnbcvirHPS7PNTLPOrCqYUw0/JYQe12MTJNDk3lyjNz0kFT3oFLza7nml6D+X4HtoeiFX0eTf8cde1Y6+KJ0ZELjjMfbXvpd6zNP1//+ZWjSOK+9CW0PGBdPC8HbumQrrtoC4g9xZA9E9nAkzhl35pVUrI4R6xjRSTEoxjpIyUZJFt//Wo6ECNXSeztOi0ZZAjwaEsw4V+HlYUxDcYD4VMQnuUjV7uftWNRO+Gx4ndUHWby3IG+Opesa5M8ra8uDfeWuQJWDbLD5OyrxaBWpmf1RGNOcmNyEN3p9p4MdX4iexcATJzevkFoXi23zxba5sme+3LpYal0mti6XWxf/QMXJrXH3/nKB7Jkvehb31FLZs1xtXqY3LNPrlvszX2tN6McfHcnFD+biB4MTY5mEV8WUoXzKkB+oQXzKoHuOJA/jk4dFEkYryYPZ/U8Fkvq3nHmLsKWokUZVDMsCo0g6z8mKyqpySObCQOZZBtNEhg2TMhcGQBQVlhdjHB8BKqfqEifRsixqqgAUURNVUQ6qQOR5Cugyz0o8E2PZgCxHdF2NxRQQFaI8Iyk8I0XDbFCROV7hpGA4EOmS1Bgn8zGJ44EQFALBCC7wUUYOszrHA5FV2BgX4cSwqDMCiPBShBOjDBcKRzGW8bM8KehCQBRZjWIlhhdjvBiMMDjDhkUgBkUipgNGApKsy5JutA8ZDbAASCrgdcAC4OU4vyQSqsYAgHN8jFcIQW4VlTpWqqG5elyo6xScTdGCDrbQy1+qIzKQlvNltadu1x0qqttd7tla0PHd2Yqkc4XHL5euP5Y3f9+V+fsL3jtStj7p+oELBevTsxbsyJi+K3/qttwPD2edyb+VdjX7T6eKx+4sGb2zNO7QjbMVlfmVNZlm6/vplilbryw8lHelqsPHxmhFLvAwbx24+foB+EJ11MfLOB9tB2DHraZZu/M/zWzuAppPkwMA3GxjliQXLU27fb0xRGqgC6hQBGy96Zn5/ZVPTxXfIoUaAIpJ8fsifM7BW2M3Z64679jvYHbD4ZVnq6bvKZq67/bMfUVv7ct/Z0/OnN3XZu+9Pvtg/uwjRYsO5yxNyPsg/dbqs6b1l5Btec79xe5DpXWnkLYMl+9qfSC/nbuNyRU0MAeAJQiggAYHdWsIIGGAhIE1BOCgDgW0H9o//msJWt3uNncnItx18G/hob/X//Vy4rydMFTq3bRtuG/aMclCq6Uh1RyULAG+mGJKKQEmNWsIhJo6ar/9wjSwb1P/fq3Pvlj/9PO1L7/QPP5RfctQ/ejLkZQ+bPKzbPLTsTOPMdmPaI2/kSp/pTr/EdT8BNTeJ9T8VGh+XCeGAnqiHpwg0qOV6GSBfauhc+LNylev1wy+2Tgsyznhal1cErRm2elTYxLNryU6ZqTWTtsP/+kgVJDR4LjgRE6VIefLS86XFl+3lnhCVSHR5g+gOGMPgXK/aPaHamOh2mrHh3NnvDXgNx9NfTpuzIPLpj0ZN+7pRaOenzPqsQ9ef2nR6D5LRj65cvwLC0c9OXfCE+9Oefzd155cNLLP6klPZn37rOweHnU/Q1VPzD/zyjsjH3p3VJ/PFk43lRQ2esnakFLu5U24etvL3+pi0aDSHBUayUg9Hmro8FQ5S2OWIzHzTtayiYM2C9adnHVvDN7OWNaLtjUx6I+BspVE0WLq1tLI7Q+kij8BeL2CrJbgb3jLxphlU9S6OYR8RyO7KOtBb/utmjYX7CdKSaaki7Y1N7XWZnudO3h0XRTZ015xFLBtGuAiCqcCIAkypwJMADVhDaLUMlIqp1lTMFQRphAyhFDGLZZsohULpcEBgIbAXbtn+t31Y88fG61CPtHcxcO4bCbEMjxaioUqyAgaliGSgwkGoWIQEbJ0UXYf3UDG6qgg2tCw7/Cerdu+afHWt4fwstoG1Ec7Mao2yLhpxtpFW7qCECaYSbXMsCjCZYufr8B4MyFaSMWCyxavCPl4o8dfiYk2N55zvtySAdnPQDfPwPuO2qduKx6bXDnzKLr0aPox67pr9ZNzqifkOvui7pcI/0wpOocLTOOoyQozQWx6Wqx/VG64X2n+qdL0T6DqETH/MSL5QSbtqdih5+W0oV0r+7j7PdzxwsvNffuXvjy0Jeuqr93rxqJuGpRhggln7ZhgxjmEVI2VaJSQnTjvxHmElC20WkFrMKnaCdlO8CgVQyjWToiVfs1E6RZCt/Yo0I39QASXIIqxkpwNU+x+3e7XEVyFSMlCcRDNwjSLkqKdkO24ihCaEZT1N/43/VdwJETcGev0oqTJH4VIASE02KdavKLVxzjIcFUo5I522aiasraSmw3nr7uPXK3cdsm5PtP+daZ9TYZ93eXKndk18TfqTpW23aoMNDbGApWhiIviKr2B+g7E25nKdK5W2xaD5gVy8wqpdel/lCNbF4iexaInTvTEiZ7FsmeJ2rxUb3xPr18ayB7fkfISlz6MTxgkJA7Vj49hEl6VUof9aI5MHCEkDxKSXwwkv1IZP7rLtB8IHbzIcXwkHOPpGM8DWQRijGNFkZdkRgaiBlQdAFEDQZHlgCIATVRBmBFYnY9pKqOyrCxKOlCAwigiq2scAFFFkwAQdT3EsoIKJAB0FYQAYDQgACABwMla0HgC5JiisQoIyyolsQGViemiAkBMEEOiEFDEkK5FdJ1RlZgq8UBlRDak8QEghYDAqCzN0AEpgimMR1E6FNApgo5IsCvo99CBWjpaw0q1YbnWSzW3ddY3eyoq6worG/KrWy+a7JlFplzEedFiP5xTfKQI2Z1TdiS7+PSt0rM5hbvOX/vi+OUPk85/k37xVL4lswjdkXph7p6st3adn3/g0o5s9Iq944Kl7dPU4pHfnp2x++buvLrb9ZTNx110h1aegKbvyF11wukOg7qoWseBVASbsj33nXjTlUbOpwECgCICLD5ZOXXf7d1FTW06IAHwAnDQJkzflbc07bY5AAIAhACoCIN3ksqm7L99zEFhAAQBqFXBho7kyuYAACAASURBVPyqaXuzF6RbKjnQrIA6Dpx0YHEpt1/fm7fpMnrN5blW2XakpG55atH4Dcff+P7YZ+mXvzh2beXhC3P3Xn9j5+W39l6bH5+7MOHG/IPX4hIKV56wfpXdsC6vaVth697StgTId9QZOFXPnWuVczu0vC610KcVE8BEAygEkChAGWANAGsAoKHuQoIApnWIUiFCMRo8VkqzUt1T17/wz7rLlvUHuLDHtkPuCWztPfjfzyh/r//5Zdj6/iVHIj7JEtJLA4qFltGwag0rVlpx+BW3j2nMyb85cxL84pMd/fvVP/Zk0wt9K19+Ori0H9g1VE5/MZLSJ5zwWCjht8yFR5Xyx9X6B5XqX6mVPwPVP1Fr7hPr7pfbnwHECECPV4NjpdBYiZkcDEyvbBp9s3LQNfewa7VDL1a/nlH18Y6bm+OOnZmcho5LdM1IcMw9Yt15tLo4o9523o6cqzCfLSvJMltK6224VEnylnYC8TEVnRyKic0xEWp0f7p87luv9Vs+ru/iEQ/NHvLLBeMff2vo40vG9v/wzRGTX/z1hOd/Pq3fr2YOeGjB2GdnDX701cfuWzzmqffH/vPKkfcd/eInUefgaM3IaOPKNutnuz55Zfbg+2YNuX/1qjfKzSXNQba0OQwToNwvFPtEa0CtDYtuLOzGwk047ml3R5CDDLyThb5joe+i0I6IdXfEtj3q2BSxrQ+j30aQLyPIl1HrlzH4aw7+lreuj0DfRqFNUWhLzLKJsawNQt9h1kMd6AkfaW/F2pqJqAePdbbhgYbaSOUV0rwtat4ZQFKohgKgBUQgxFSJlyUAAKcDL6s6cdbcxVr8vI0S7IGoLRCEvSTsC1hxxkoIEClBmAD5eIuXs2OSHZNsmGIIG3oNWH7s+QPjooPWEFIt9wplmACHZIhmSztxS2fYjkWr8GCl31uNtVf5mmyN9jK0FKmCWtuqqtD8tCPrE46sLyi+1E53NpNYA+47fePGwdPnc23umrDiCgMzoVgoYMFlCJOMNHOYVmBagwgF9suIX+jlSHsNcSPDZD5vsZ22FGXA8accM3eVjU2unpZmi0s9mVi+8Yp71g33xFxnX6i6n79rmhiZLYRm8PQUNTpBaX2Wr39IbrhfbfmZ0vCPoPpRubAPkfLraPqT0QN95bShxCfP1vR/1PP7fq3Pv2LqP9SVmEq0dtR4Iy5cqcAlM845CQkhBPgujnQQvIPgEVI0OBLp4UiEiiFUzE6ITkw1k6qVMDY+JRsuGSs9dkywkgxC/CVHCobl7R2ONAJX/+ac1f8ajlR6ZIZ3ULLMG0VIFSUB5FVgb9RBUY5gs5Wwl3Scu9GQkOnYdAb95JztvQzXggznnHOO1zNcr2dUzs5wLTiNxB23rMhybi5oOXG7/aqTqq+mO+rwlqb2W37PAbbtY711IWi6w5FS21y5dUEPRy7r4cUfqj/DygWSJ05sW2CU5FmgtsSpTQu1hji+bKb3xIBI6kAhcbCUPFQ9OjIaP+Df5Mi/XtHkQWzaYOHooFDa4JqE17CKPUAlKAUEdT6g62EAgkAOACmsg5AGwroUBFpQBQQLApoRcAcwHZAS4AFgAcAV4NXULlXziSAKAKMBTAMdCmji5Q5JJxTgZxSM1ZqoaAPNNAPQymi1XeFmX6Q1KDhiMkpzlWHV0h4pbwqWe4K3u2iIYiz+UHFdl6XaV1rju1nnu1jVecbafM7ceNFce7W88sxNZ0K+Y/3lijXni1PyKzNvu0+X2HZcyv1DFvTBSfOWHFfSrYrThYWJ14s+Ss6ZHZ/7zo5Th66X51ageWbb9nM3Xt8QP3fXma/PlpQ0tpS3tmcilSuOnJ+y9cSStLzz7s4GTmgMMkmlrrmHL8+Pv5piqm3m9BAA7YKy/prrje3n11yCnQwgZRBQwc0mad6hknmHC251iREAAgBYKf1PZ6E3t1/aWdyOAeCTRRKASzXkm9svfXQCRsMgBIAfgNIAWHLMOmVXzhFzhxeATg20SmC7KTJ9T+F7xyzFJGhTgZsBmU3sG4dujdtV/PXFyutuLLemK8nUuDilaPz2q9P25n+ceu27S7c3nLu1/NCV6Tuujlx7buqGk58mX/tjfO6qhOwlSddXnLj51cXS765adl5H9t6oSoV9qQiW7iBP1dCXW6L5XvkWDgr94KZfLcD1IgKUkKCMBBUBAEUAEgMIDRBat1JatxkbwVlxBsWZuzMMupeTjOuvX4L9khXrNkizYnL3kR/kyB+4jvc8MeJG/uzg3+vv9W+XnRB73deRnjQglBTNPsEaAqW4VOEXnSGABhUHwdd2snSL37Rhy42XX6zv15d+9ZX2vk81vfKEZ/IL2oYh4NAgIe15Jr1PKPm3RNK/Rq8/DKqekmp/qdT+Uqv5R6X6J6L7p1LTQ5q3P6DGaoHRUnCUFBsXYya3dIwxVw+76Rp2rXJEVuWwi3WL0uAtfzizb3bqhRknXJMSqmcetHyeajt70VN6vho5B6FZUNHp4ts5aHUNUUmoLkKwdobsOId28Y205G5t2b57/bTBv1s66YV3Bzzw0YSnlo9/cvbwx9+fPvyd4f1f+NU/PPNP90185eG5E55/fUSfqQMfGffcLye98Ks3fn/fyfUv5u5/oiTl123FL+PoO0Lrfp280Fb88dnNAzcsfHTqS/dtX/++o87dHNFKmyMwJZcRqiUIXCEJ8YWhzqALo5rxDsIeH7TtiyHbY9atEWhrCPk+YN8UrFxPopsC9i0Rx9aYc1vMtZWxb4qgG0LI2oBlV9C6N2LdzUEbBcvXEXiL13G0sTrP3VXXSmC+TqKltLw6Ld6TtJO7cgCUHdQtJ+WaPC3UImtskOckADhFETTNG+RbgoI7IDlIBcVEm49zYUwlHq2kYi6SteGcMTh2kJKTkFyEUOkTXH7BjkkILhmkYgjXfuz5Y6MkKyZCftlC6OWUXEHEbDRTE2baomI7FXK67VeuHjt0cPXWzYs3rXt305rZX340/auVE1O/X3xyz/LNX0zbsSnOXHa+scG8+qsVG7Z+lV18sxYj4DbC1BZAKa2sizfjAoQJMC7ClGwNqNaADpMqgqsoJtoJ2YZLLr/gqqfzLkEVGRb0lNmUBaefr37ngGVMYs2kFOe8xPP7CrZkOufm1Ey64XreVPl8h2ciH3pLicwS6alqeLzW8Txb+4BY93O15Wdy/c9AzW+020+TaQ+Gjz4Z3veMkjY08tWLNUN+0/j8c239XrG8OLT063Xh2qbGrpDNK8CkCmFcFaU4CekujlQduGjv4UgLpSGE5sBVB8EjVAymYyjJO3DZQipWQrJjkgMT7JhgwzkbztnxmJWMIYRgcKQNu8ORMM0id3GkkaNjfGb/lvov4EjFaI38GUpacBnGFNinWjHRQYccwUaTvyC36fgF1x/O2lecROefsb9xoWpmVs20LPfkC1XjL9dPvFQ7OdM99bxr+hn7G+fsizKcn19wrL1Zdw7xFrXQli7sMu7ZwjQvU5vng6Z5atNfcuTSv4Ej/7wkT5zkWWD0NaW2ubJnvto8T2+ar9vmYOcGBZJfFpIHKanDpdRhzJEBctrwH8uRkeT+0bRB4bTBwfQRHUcne/I3V9dAWdamE9a6lFuOk7csadnZ8Zeu7c8q2nL61u6rFdvOXz10OffA+WuJ14t3Xi7ckpX/XcaN/Vn58Wcv7TxxauPxq5sv5m+6VLTx1M3d5y6kXcz+Nu3Mlqy8TZeL15y88t2xCwdOZ6Zezt+amvHtmbyVqRnr0i8lZd48dbVo5/FLi+JPrzh6c9XBCwkF6PFS2/7s8k9Trr773fFle05vOnUjH66/hjQlFFa+d+T6zC2n11+w5tZQlmYi1+7flGWfuiN7zsGis85wdRDYKJBZjc84kD9y/cVdt73VPKB0tTEif59bO/S77BUnyqwBQAhqQAHlfnFR/I25CTfPNisegcWB5gNg762qMZvOrspAUAFgQA0CcNHtm3Mo992Ewtx2kQLAL2tdqrbmon3ixhNrs+2tAASBjkvKtcbIjN03F8QX57UzBACYDmASfHvB8daOS+uuu1xRoR2A6hjYne+evDnzzd05ieUeOy2W+yLHXWRcasXk7VdXpNw8DtdnOZov2Fvmxd9+c3/+tO8vfJB4fVtG4ZYzeR+n5c/cdX3azpvv7rr6p+Tsr5Kufpp8Y1lS4bLj5pVnkc/Plu64Ydubix4orEl3RVKqY8kOOqs5dq1WzOtS8wJafkgrDQFLAMAUsNLAQujWIECiAI0Ae1hzhRSEEEwdjCusOyLAEQZoAECEYvGzkJ+B8Yix+NJtqYhFbf6QUX+2N9Ob89TLkb317+PIv9ff6z9SdkK+lyNlOyGjpGjxi0gQlHp5s1e0UnoFxjq6wp72AF9syp3+prP/AOz3L9L9XiRf/X1l/3+NrRwO9g1V4gewKX2Zo09F0n8XPv0AV/SIVtdHrP65Wn+/Wv9z3v0PXO39sudJQA4DgUkgPFoKvyYJkwORSfb6IUX2wfmu0derxlypGn3BvWpn4eG4hBOvp2RPP+kaf8j51mHz3hOVBdfbKs45kAwIyrLknS0pL62t9/J2n+gkJMQfs2FsU1hr9tPHjydMHv3csklPLxzx8LKRv/lgQt/Zgx5ZOunVt4a/9Nv77uv/65/NGdN/3tQBU4b3mTa8z9h+v1w87smC5D/tWfbPAWSO3DCLgscGnfPUtl0Au8B1nQBNX4iVHxKlS09ueGXRtIc3b/yopr29BmdsRKzML5aSKhJQYZwv88bMvqAL97VXZfic6TSyi4E3svA6Bl0fRNbSyBoa/S5g3Rq0bg3B30egrRF4QwhZG0bXMNAhxnqEQ/dI0HrZ/GUU3dFVd7m+3QF3tLdQfl8L6jy+8crcfpfGPVQ+71XXH94IpW3WLddAoAPoWoxXFABiKvCxbI0/WomxdkKEcdniFS0dnKWdsbRHEB8DdUUqOmOmLs7sE2C/gGK8oRq+A5HdHBmDqB+tF7birMXLVfgliNIgSobxUBVBtAbxsoriMyfid3y7dN2H49atHLR+Vf8NH7y85cMBOz4bueODwbs+HHjw8xHbPh7y7cpBO7996/D3S/d//x5akUFQde1kRxNN19IxJ8nVRkF3mgkuWQnJMGdFSBXBu9t4BkdWNocKr6Gm82bkZAWUBZ/OrFl6BB17pGpismtO4oWt2VsynEuu1UzLrupX4niuoWk0E3xDY96QA9O00Djge4mpfUio/YXa/E9S3U9BzSOg4lnq1EPBY30C+56UU4eIm4Y0jX2y5vdPtL/4CvLC0Jz5ixnU2ewNQF0MElDNOOekZGfPezM40rgTgykRomSjZejAVQcuIhQLBWLGeNpEKxayW+GOEIKV5Hrrr3Nkj51ZL0ciP6Zf8J/PkaTUM2LTYFLrRUmUBJBfRXClMsg5g21l3oLs+oMXXN+cdy7MqJybWfV2lvv1rOppmVVTs1zTslwzLlZOz7BPPWefnlX1xuXaOVnueRnOxRmOFWeRb241HK72n+70JdLtX7MtS5WWeXrTfLV5udyyVPIskDzz73CkZ+mP5sjWxZInzuBIsf0d2TNXbZ2rNs8DtQuJi8PJpJcMjhSSh7AJA/8dHMmk9AslDwgkDfHHD64/PA4688djGSfeWp8wZXf+65uzNh8vTL9ekpJt+ja9bPr6a3MOmj9LvZZ6Gz5ZbjqSX7b8wMXXN51amXBxf/5tU1NTJoxsyTS/+f2ZWTsubLruulRV4/B3ZVa5P0q/MnZt8rKErPyWzg5RrKG5tFzXO3svvXU487S9tY0HIQCgzvD7p4sn7LpxMMfaJCo+wLapagbaOfubox/vz7CTMUGTWAAcpLT6aNHUNUcP3Kz2qSAGpBDQDuVC0zed/fBoiT0oBQEgAKiJ6atOItM2X4kv6/SqQAJKUAappZ5JO3I+Pm+uZEFEAxENmDF5aeKNuYdzj1XHvAB0aKCGA2uv2AetPffeWYcpChpZoTkqXXAH5ydWTNl2c29xRwUum/3RAg8Vd8o59YjpzaOmg/auQjx4ob5j5UXrsCPmETtLV5xFtt207cp3fpFVNW2facR3eTPiyz84fvurLNt7SUWTduRMPgyN3182YduVuMNX39t/bvbOzJm7b7xz5Nbs3VkrEy5+nHT5/UMXVqbe2phT8/UF6KuTBXuvmQ7lwgcKqxMs/lPu4El7xyVX21WXJ7+FLsaE4oBWGASlIWAKADMhW0gFDgNzBNz+f+y9Z3RTd77+S2Ymk5k5yWSSAKH33k3vvRib3jEtQAIhgSQEQoDg0A2mgws1IRTb2JjecVXZTd1ytyzbsrS7etlNW9r/F7IdkpnMTM6958z/3pW1nhdaWhKWzd5Ln9+3PI9DyqElORGCvBLgk3IpPhflC628vN6jsJBagtdSooYOaSlOi3rUFrvB5jISjAp1q3GfmuDUhIBgDIL5NbhXS3ggqwu2uWGbG0E9Ksyjwb1awqclfCpaVNuliFR0GCZCACoorFzTwkqT/kXc6H8aOH7T/y8VaWo3eqc3fAUiJIcQIYQKySwMjIVBMlRY7yytp8iq2qqvdz/uObCm20CiY09z27ZVvVtrhvxZ3DkyeGZQ4FwfV0pXOqWN+0pL9n4rAWrJl7dki34nlr0hVLzhL/2zv6KFaOsn2cdJjimSZzznHetjJ9fQYwsNA58gg58ZJj4yTHxonHkJ+uTLW5dmn7wffT5/8gX1hERwVQp846ah8HYZcAOGMoH8DNmjTDmktRpJHsE4mGAVqAu02WtczMvcF2uXTJ06pMXKse+tHN1izdh2iwa/v3n2qJEd3m7erNmkPl1O7/hg36dLxvRtPqLXOwPa/37phLamnGM0dNx4e6i/aIpdMy5QGifVxUu2y6LlEl2xx64ZRwEj+aJYzrj+swV/mjLinYSE3VXWer2VKrT5X9hYGcEjjhBgDykpVmt3VZu1ZuPjOugsqdjtBb5g4G1+aIdHscMDfeMBvvXIv/UWfOst/MYr3+kDv/IiWzlwLwfvY+B4v3KnVxFPqS7WVMjLrVbEYilH1ajpO8vDuNL4duoVb+TPeOv28PfuTWpX8Nl85OpZP4b5vSHcEbR5Q6V2fxEhQDYmz+LJq/crcSGyDCTDuMjuM+yQEKcEOSSACikwXmELQAQPEEEFKcqoSNQKD5H/Hd+ZQotbRYsqWlSifi3tq3DScAl8+973B3at/PrDKduX9j2wpvfpT/uf+3zgyU/7Hvu4795VHc59NujQ6o7fxrU7vLH3oU8H7/146K61UUe+GHt8V+ypQx+cPb3z1v0bxvraKpc3p6QSoXiE5FQ4D2CsHOXkOA/iAowHNbigwvmIn4Ox1pv7SFdwUwFdlSvTlBm3Sj5O0Uw8pZmYop6Tkrnt9p5rhg1ZxTPvFvV/ru6mLx7upKOD3tigY3rYMU7C+/pKWwRK/ixW/ZEr+Z1U8p4EdnLeakFdaek43o5NHhg+PLw2pou+V6u6Xr203Yc+mDjd/SSnpp4usLpgR0hOBACSVWOs0s4BVNOu0o9+nEpaQIgfOVLp8EU61Pl2UUY1DDJFUF5BswqabVgqwoJqVHy1rw1GbG4j63oNradfMb/0P86RDfa5RBAgfoqSqAjjvNYZMLitMltudtHx66pNN7Sr0nULMwzzMgyzMvQxGZroDE3sbe2iO7rlWeq4LNWKDGR5hmpJpn7JLcPiNO2CNN2Sm5qVd3WbCku+qqj6ymHZxFtWhMxLxKrFocr/5xwZJ1THCVVr+OqVbPXSV0uSQdMiqXwFdW8UntI7kDKQTxkSSBrEJEcJ538dRDKpg4VL/fzJ/bmLY9wXJlmvLvOW3jE5HLvvaIYlPt9wUw3TEilJlrD0qE5afhGZeCL/+yJ3UUiqlsJ6QdqZpR+7/cZnN+S6kGQLB82SlF0pzEl8NPPY42smqUKSUEksCoW3pOWO3Zfx5T2NXpCsklgblPJqpEn7bs+7/PK+latgJCokmYLSJ/cMA755cPRZcUlIqpEYiyTdrmAXHnywIfm5xiuhLGuXJLVb+jpTN+vww1OF1qqwREi8RZLO5VcuO5W36Xs4F2VNglQakJ6budlnlNMS8ve9wApJqdgl5Ji8W9MNI/Y/nH9JkaQin1a5H5Q64h8apx19NP1kTtx3qhR5ebKsbN9D7dxTz8Yl5kw7XfjRNcXXN1/sSc9devLBtCM5MSeVC8/kfnK1YMsPeQuOpE86/nzogYfdvvxhxLdXZh2/En3s0tCD14efk008C09IeDjrSObcY9lTD92fckI274ph8VXDqvMFH11RbPhOuf66dn12+Ud3y3c8rToDYSlQ/QmZ5SRAfFfKXC5ypJW775rZp6j0wMzkEpLCIak9ktYtIXYJcUgKuwTQYdghaZ2SiuKLnKLOGVTgATnFKJxhGcHCFKOh/JDNDuJuwMHmkQxkD0D2AEgxEB2EqBBMsGrSY3S6iikBsngLTXbA4tKiHr3Vqa1zaurdWtyvJzk9FdRTIS3Ba3BOQzA6IqAmODXBqSheRfFqWlDTgsYe1NiDBfWMzMYpMCFyfwGEqMAEOco3DUQ2qWFc8ldy5Ku9bPDvnvxNv+mfq3HWqiFYsimdPHIJATZOa5cgKqzGPGitFc/JLRwzVtO9v6VVL7pj38r2bbW93sTiOkoJw4SU/v6Uvs7kLtjZ5s6rb4dyW0n6FnzFO0LR7/nS19nyP/kq3mZquojkCMkxJWSfLrknc97JhGei3jLshX7gY83IZ4ZJj/WT7+pXJjzduerKjegzhTMu6CedU8UclX11Vf880yi7roZuAsos4Pkted4Lo97kUVE8THIK3AdQboPdpasqOxi/dVzf99bM6B43rsXGmd2XjGy3YkKfSd3f7/Pu6zOHdM9IPnzky6XDOv9xUv93ezdvtmJKx+r8E7jygBPaGdDPc+pmOHVLJdt+yXE6XHfUV7a75GWsVTXIZRzOl05wIHN2rXh9/ti3YyYNfPrgtpkkDXaukAzKMA62i6BdUlA8QvsrKGdZtbFSk1WnOE4pv/HBuxlob0C53wPs9gPxjGI/rzwgKPYxym/84E4PtI0FNvvBL5zw1wR0qA6+VK19WllRVl5HlluQiqqL9cb1HnCM9LyPdHtAMHmEbeeIvEXvXYlpc2zZJGN+HoEHDCaHpt6NoB4VyqkoXuMUECeLkH4Q8wCoG8B9COZUEV6YYgCSVeCsHGNAnINJASB5JRmUUWIhHS6kRSUZhAlWjf/qvjZAiQDGwqiv2O6rctrVZeAPVw/u3DL7i7i+hzYMTd4y/OzHfY6v65S4rvOR9d0Pr+15bFOPox913beqbdLWqOOfDzjwcd+EzVEJm6ISPu6z98N+Sd/O/e7Mln3fbty1f3vm80dVTgeE+yO5LyDKylFOZmvwodTgAoJxIMqqUKbEyuS9MOanKZRXZcob8ru3SrZf1E07CU1JVc06f3dj2rcXDdsyjLPvFg97rOoJ64eS+LSgN1Z0zgg7xklklL+8NVP6ZrDyj1zJ78Ilf5NUHQMP22Lfves509F7urd0bCS5or+uXwtzjy7F3Ya8GDwKvfCDpQ4rxDyQXZSTXCHhVWF+eQNHSjAhRWwNIuQH0AxCclpM0OACSDFKu1/u8CvtTL5dVERck/BXXMxoVkk1+K6rUVGNiipMhAgeIPnG7NamXckG9/h/87/pf5UjASIcMVoDKEFuZRDKp3VaFbjiXlnSNdUnV1WL0ovmZBuXZxUtytDNztDMzNDEZqoXZKmXZSOrHmo3y6rj80zfZKs2pEFLb+kWZxYtyjQuyDTOydbMf6mNK69Y77OsD1niwtVLQlXLQpVrxKomjlwmmuL46jjOHPev2HFJo5YJ1XGCaaVQtZ43rWGrV7DmxVzNYt68WDAvFk1LpIrVjscTifP9AilRXPJg/7mBbMogLmXQLyJjylAm5WfTk4OY1EFsSh//qd7M2WG2xJEVF1b4amS4JO1/Xj74UPbmTLiYl3ApVCWGHqHi8ot5U07eTzOxpZJkkoJlYWnvo4pxX6d9cq1ALUqoJNVIUmYZO+/Uo5jTTy9WBI2SZBUlQ1Baf+3lgF0/rE0HVJxUJ0lFbumizDY18dHkc08uGt0aj1QTkF5WueYkP43a93xdhi4Lk3Id4RtVrg0Z2vEJT2NO5XyRbciudGeUOg7lVM05mz9s/5MFF5C9z8tSZUXfPChdfUU75bB81K6nay+rv8zQf36rdHZiwcRzmrHHVDNOgcsvyNZdyltwOmf84ZzhiQVDjz4ddeD29EOZsxPvTkq4P+F47oTThYP3PYg9mD7rSOa0g1mj9mXHpEJTTxVMO/pwwcl7i8/emfDN1ejDD5alyOaefLjo9L0Pv3v50ZWc7fc1n6aD2+7qvn1a9EXas9338o7KSo8C9YnyulOFph9U9ZlljltVvlt1wdt1UnolV0BKT6t9ORYGcEuFPqnQJymcUr4l8JKQcikpj5JAnwQFJJlLeo5yBaQE0mGZjS20MkpckKMcgPGRyDIYD6ppCaYlEOXVGKtG/Yo6N0QEC7BAIRqACFZHBfSES0e61Q4WcIVAwgvhfhALwASLkAyAukGbU0v64XoPgjFqStTaw1pKUGF+Dc4ZHJIKZzUkr6ODeioYGdCBMK7RaDciXoHxcpSTo7wc5ZsWrn+WqgeT4t/XI+HfOPI3/e/qFY5s2tniQIoDcSHSUtTTEoIKJtzn1hZp9sTLe3e19BlobdGF6NSnomfH8vEtpL1DxdN9uNTe/pSertQuRMo73sy/Ssr3RMNbQvl/icVvsMW/95b9yWduyWEDQo7JoiNaoKeHHdMC3mkmYlR+af/H2qgnurGP9ZMf6ab8AH/5ecax2Sl3pyZppqdUzTytXXO64FxGCZBdIvtOgdwECm7Jn90B1Wqr0cYpKRamGIDyInZnsZ24kXl10Yyh0QPeWz+t68rJHReP7RA3tf+EXq3av95s1vBez9PPbP8wptNfm80csiTd4gAAIABJREFU0rbvu80+nNHRnHOcMZwj5V/ZlVuEik8cmvW+kt2Bqv0StZs1b0CBJVd2/jHzXB8LuJiAFt051mPNpGbLJ7SZObz7/m0fl5lKyxw+lUtS4CyM80pcKLD5QcKrdbJGlKyo0tcVPUa135Gqs3b4hBM6YYf2uaD9PvAgCySwQIIPPOCE99rhPQ5wlx3eg2oSq4tuFJcXFpmKy2vKzXWluOkqqt9EKAe4Ct735zQP5XeW8odJjycK9+dqz868l/hhGaKotnnUdT6wzqOy+XSkX0t5NZRdg6Hq2hpNdbWupsZQW6+pNhnq60tIezHl1mFutdWlRT0GzKfGWBjnI2lSMqqJI391PRJ0STm1LtBir3Y69eXwlcvxu7dM2fFB1LFPB5/6ZMDJD3skruqQuK7zqU/6Hftk4KH1/U9+1jfhoy7713W++M2YfRu7717b8djmfkc39Dy5qe/xTwftWd3n7vktVHVB5q3U7d9+9VhRKKulgHp3xM88EpcKYDyECVoiCGEcgLEwGijBucL8srx0heIHmeJ6waPbJXuvGmJPKKenaGPOP4n7/shp7aHrRfOzS8c8UPeRaQbX26ZwnplB5wzJOV4ih3CmjmzZ28Hy17nS10LFb0nq9sGXHWzfve1P6ew83lU6Ody7aYgu6t3KLu0qug4Geg+t3HUIraqX426IDoJ0sAD36NCA3MEAlBDhSIAKKe0cQDMwxQB2H0IyTRwpd/hlDkbuYJRkEMaDGjSos/EajFXhES/FgILiASII46IKa+DIhp4+zUXuUJAUG03jf0X+0P+Cf2QTR4abOBKkQwrUg9B2kCx6bEq/qdt9XbM6zTA7zTg127g8Q7swXR1zSxtzxzDnXtGSu9plWdByWdUeM3vFFLjyrOTrm8DKW7qlt40L0/Wxt41T7mijCw2LaqrXMpa1QdMisXyBZFoe4cgmKPzvc2TlBt60njWtYquXcjVN1c1l4fLVrudTiYuDAilRbFKU/8wALjWKTR74azmSO9srnDxIShlDnZxYe30zVaVQYZ71l3PHJzxflPjkroHWEL4XNe5DjytGbf9h7qlnn6W9vFtlzdLqL8q0q5MeTdpzc9npO/vv5d9FjJdzga9+KIw5kj7+UNqKSy/233l++VHejqsP5p+9M/7so4nHs7bdeHbwxsMjWYWLD9yIPvN8cELWkuQXG07f2Xku84tzd0bsuzY5GZx46vH0hKxFibfXnH8+4Wjm+DNPJh5/NOabjEVH788+mDEp/urEIw+mpcDjEnMm7ctccSJ72tFHkxOeRJ+STTuaO/uEbOLeh7POyKLPyCeclk85BU0+mjvr5JP5Z5/FnsxbcEmzKqtkRToY971s/XXg0wz1p7d1G7K06zN0Wx5UbL9fuu1BxZ5CfHcBuRd07wddp/TsCY33hJ66USNm1YZvmbisOi7LymbXBZ6h4ksy+JKQntukPFIqsEuIP5K/JyGeYJFX0ttFhOQQlwC7OdgZNHgktSuEkIzaHkDs3nycLiRdaprTk0IhxYFOQUF4lLhDRjhkpKeQ8CPOsNzq1bvCKopX2AIwHUaoEFDvhSxOFeGFyIAMYwqsLhhz6iinCnfpnLySFiCnJEc5oN5dhHt1mFtmdRUQQqHFjRCClhJh1AfgbpjyISSHoCEdzatoUYkLMoxT4gJCBUEyJMdEJcpAGIeQnJrgVDgLYKwC4xWE8GrivJIUFXgoIhUdRqhQBBkjA+MwKSDUj7s1gI0DbNwrOzf8P9Yv7Gu/uqP96u52Q4fl7/WfBpff9H+VNFgIIV7lyIZ+XCHKKgkOxnkNLkJmL4p63C/y70yZpu/fpb5bD6xl15q2nYt7t0EXd5UShzKn2vvPdfUkdXGf7+i62lJ48q6E/FXQ/EEo+2O4+E+M8Q/ukjd8te0EaljIFS06YnhqhkhP97tnGOuGPdL0eKAf8qRo4kPtxIfayUmy/R9cPT8l6fnEZOO0c3Xzzhi+TJalZVdo7pQVXpIh6WBOhvzlQ1VZhaeEFBU0i9AsZPcqUBtQadixfePk/q0+nTVo1eg2Syd2mj+28/Shndr+udna2ZPvXUpcNWtwn7bNpg/uObjd69uWDi66H+9BTviRQ7xurxf+koK3WuXbfCVnce0Ol2kZoZ9EQ3NvxTcf163Zxuh3P5/1lw/GNls+4i9LRndZMmHgjKHdc3MfqswW2C4AWIN5vgJn1Q62kPbqaJ+ZsGP1lVhFfr3+Zh2SYgFPYchBEj5MA4fsisN2xWEaOITDh1HVQQxMwVQXLMXp5WaZDjXpyPoK3GBF86zIl4RiEiNrHVK+y8ibu5Qt3YqO7ryutpdTHfAXAfMDJ2nV19q1RFCFcqX2sMnHPtXpjl+/8lXCnq/2bv965xebPl4ft3zRxi1r9x3Zey37Vh6CqCurDbW20nqqAnUU2XwajIVxXtEQcM9DZED16/vaL6y8DA0U230llqqs7NQdn838cnW/U1tHHd/Y99i67qfWdT/7cZ+TG3sf+LDXoY0Dj30+8vDH3Q5t7H7xmzFFT7Y/vLj0wKae+9d1PvtZv4Nrup7ZPDh+Zc9vVg99fG2/tRoBNfKz311+WWGVmWkVyqgpEabDICmCuBDhSBBl5RgDYoEyUigsrMhJV8h/kAE38p/dMSZcN849oZiZop+ZnLPgwqmjyOnvDQtvl41/oBmYrx5SVz8p4I4RHNMl1wSJHMqbu3DlfxPK/sCVviYU/0XStJVknSzfvcmc70wndpBODue2jtIOeaes4/tV3aI03aKKPvoSKzWDmAfGebU9VIh5ijBW9gpHKqmQ/EeO9CCkv5EjObmDkTkYmYNT4bzOxhutbHE9a7QG9KhPh/o0mE9G80oyCDVypBoLqrAgjPNKWogMHL4SpvBrOPIn41O4+C+/D34p5/oXf0bjCxoLJ5GcQ1Zn9+uctTm199I1X9/UxGUVz88yzs7QR2fo5mfo5mbqYjN1MVna2GzN3Gz1ojvIMsR6wCll1vLfPzF+dUe3IUO75Boy9V7lzJuGcbdVE+Hi+ZTlA9YSx5nmB00LRNMSoXqJaFoimpaJpmWRpva/2Nc2rRSq4yKekYI5YhUUAcp1weo1QfNyvnYJUzufqZ3PVy8QqxZJJYvZ3KnEpb6elAFC6lA+KSp0fpiQ/Iv960DyMF/KEF9KlC91oC91oC8lypcyJJA8jL80iEkd5Do/3nwx7lnK7sMnzq0+ei36SNa04/nRJ3LmnHy6+MTDFccfrDjxePGZ53OTc1Ydy1xzKmtt0t0NFx9//P3zT6/lfXotb8sPBdt+eLTtxottGQVf3lJ+eUu5PV22/frLr64+2XlTtjVDsSVTsTVDsfuG4ttrsm+uF2xPL9iUjXx2G9qeJY/PKNyXVhifrvwqA/4sU70tC96eBX6dBey8De6+C35zF9l9X7XrgebgI2T/I9WBJ4YDz8oOvahIzDUdz606lVd5Xm67pLBeVVivA5Y02JamIW8aHDeM7owyf2ZZILsi8KCKe1TNPa4LPbaEH1ul5yT3nOReknweHZTZRaVLAr0S6A3JHSG5I6R0ioArBLiCSqeocATldgF2SIhdUlGSmpIQMgxRYdAuKR0SQjR6XNGC3MEo7X6AZkBKaMyvaxDcKDXxj6XF/REbBTXBRHrHEf0MjxpHMkJKSlJSoUiTrulLEaAEmT2kpEWQahj/AilOaedkDkFJCyAlNPyb5KsRyQJIiggRQvAmQ2kRblpobVTT53l1XRr+ad3xN/2m/2uFECE1HtJgITUe2QBt/Lqys3k1jmK/JLf4ius8fCVW9nW8YuhwS98+ptadHd0Hmtq3rxjRNvjNWPFslDepo/tsV29yF8+Flv7b74SB5mHjW0HD62HDa5LhD7zhj76yvzLWboJzdMgVLTlmS/Qclowl6YnKkiH34T734eGPdcMelg2/pVv7+e0j887em3EennxVPfpY0arTFRczyp5klShuaJAMjSwdengzX4mYy0gBrPXpsDBk5bU4V0F6Hr94NGNCn6WTuy4e03LFhFYLJ/eKGdml+3vN5o3pc3rnhgVjeg/t/O7U4b17/lez/esnWQoO8EWJxIttroJ40ZDohna6VYk0kODVH8eBzXbNwmDNEpty6cmPu/Rt0WzigFZxE9t/MKH50nFtVk7qunh0x+hhPb/a+pEZQ40Uo7Ry8noWwRg16YcIj9wVgByCBufU9VQRWl1FGqtxqKq2oLIitwpKt0LnTYXf0EUJNfL9Fs3VqpLHJlNBraXYhNXoCLPGbil3VNTW3zaXfO3OG+/L684XtpVk3SVFJ0b+pkv+tkvZ04wsodGLFYRabrPKSQ4iJRUqyCvQ3SeP7zi45/jJA9k3zmVdOnh4e9zGJWPnju8WM7T9oom9Fk/suzJ2xPKZozaumH02cc/9W9+VVlbYnG6DlcyrsKgoVuMQlTYfgjGvMsOr/rUgFgRxAcI4GOdh/EfTcrldLKyjaz2+3Pz7e7cv+nbjmMMbhyV8NDjxo94nN/U/uqF3woc9D67vceKLqNT4cSe2DblzdsapL3vnXl7k1yfWv9x+dffQK/FjD37S5/SWQftXdU1Y3z9h07gdG6fLCrPL66sNtfUPNOWwzatCOUWtP9IdAmwcgktaTACtARBlYZIrogWVAcvNBOA0ELyheJlVlHSjZMmJl9POwTMvF85Jyfym4MT1so3ppSPuaga9hIdUmCf7PXMEx3iJniiRo8KWvkzZu1zJH0IVrweNf2KRd0JwJ2daW+fltr6kLqEzUcG9o4rGtSjr1bmuU/+Kdn2hGYtchjID4X1p8xbQnLLGobGzAM3ApIjgDRwpc3BKOwNTfgVNI5RPRwpaIgjjPIAFYJTVWgVdjbO+XkRLBfB+eV62QSuvt1YHbbWSviJQbBW1mKAheZnFDeKMguAiga5ykoNcQaVTyEE9SjuHeEL5qP/fvM2b/WwM/19z5K+d0//JRdOUl83qnDRCG5+Yvk/Tbk7XLcoyzs40RmfoozN0szN0szN1sZm62EaOXJitXvSiZIuePgxY4h8aNj+v2vyo8oObmhlphilpRROz1ZMbOLJuJV+9SKxe/PccKZj+FUf+pCT543wka1rNmVbx1XFs7VLWsoy1LBNq44Lm5VLZqkDuTPTyIFfqYP78cDZpSPD8CO6XOdKXMqSBI1OiAq/Id2m4PXlIzZlxmgtrnqSdunjn8ZFnusOA5RTsOK2yJ2nIKzoyrch+q8SVXh64UcU9MTNPagNPrdxzPPiCDL0gpedE+DkWfoHxOUQol5Jy7VIeLeVRUj4ezLexSiJcSEl5dimflpSEBOGSkpBkVPgZLT2npVwyrCCCIBZUoOECXMohpXxKyqclGS3JaEnukBQOSe6S5C4JcEqAU1I4fpTSLintkoKQlIQEkhJChtW0pHJIsFNCXBLglkC3BLvCiDOMuETYFQZcIaU7BHkk0B0G7EElySsITob7CzFPAeqOHIMgOgjRPGwXIJqPnIogKgRR4cg1CeEi0Dg1DJMiTIQikyIRD1WQYsBGV6mmMeSf2Wj/vSI0+XdPck2OiU2KlOKaCBImuabgY5jklLQA0A1PRp4HaE5p5+R2oQkuYbJhw05JiwAd+REi8iOnij/z8f7ZB/iH+o+Dwm/6Tf9ETRwZcRL5sexB+JWYV00LOjSAYwzxVC6ftwzq1a+qR09Lt15ot55lnVvaZnWXDk/gzg3wpHb2pXRzJ7Vzf/ce/6S5pH03VPKXYPHvJOPvw/rXeeOfWVMLAe8dco4TnTNCdGyYmu2n51XWjcnRD36oHfxQPequfmRWyeQr0JY1N5JjTj+ddh6ZcgWeesyw5Vxlxq2SgjSV4oYGSNPk3lA8uwOqjagRF2ALq0ZFNS4aSb7MSl5MPR09ouuScR3ixrZaM6ntorFdRnR5Y8bg91dM6T178PsTu/9lwcj2g9s0S90xr+jeXq/muAOI9wB7/PB+t2KvC4h3KHa54HgH+E3x7SX6WxNyL/Q5vbnNkqF/7NfmdwM7v7FgdPP1U1suHPvekrGt48a1nzemx6pl0yAdVO7gEEJU2niEEEEsAGKBl7W8DA0BRBAkvBBl1zmIUrutDK+trjSEiGKh6jah2Esr4gOqFK/+nqcaqbCWmok6s6PO5CiuoZS22gyb9vOavJGMrDsje1uQ/5ckbyPI2nkLmjtk3ZyKiWTNCSv6WGcrV5IuhSMoR3mkzouY0DxYiWiAh9nf79mybMmkHrFRLeePaLdqWt/103ovHtF22egOc4e2Xja++8IxXacParsqesjmdUsunz9VVl1l8bGyarSg1q53S3KM+Rk2/Di9jf3old0AmkQwMqJX5uSKqiuupO7b/sGY+LVRiR8POfnJ0HOfD9u/psvRDT2Pb+p9adfwtCOTfjgw9tH5OYXfL3maPMv8fCtnOOoF42UXF97cP+H+uUVHP+579MM+xzdEJWwY8dXasWeOf1VcZSy21MurSR3Bq1BBUeuHMA4hBBDlESKkwQXIxgBYA0eqi/Cc2yB4E4BuKnMyi86nlcSdzJ12Dp5xST475e6OnNPXyzaml466p416gQwprZ7occ3mHRMkarJEjw5Z+7Hl73ElfxDL/xA0/pFT/y2k7uDKeN95+X1vSodQ0sDgwWGlU1uU9W5r6djL3L6fcmyMLVdZbLHn13uVtKCy+DTkzzlSbueUdgak/QrKg5CMlgip8cggE6dCOb01iNVLL7MNp7Zd+Xbd0aRvvtu9KXH/l0m5WQZLtVBTHyyuD6hRL0z4lKQXcQmFhBekg4VoQE4EFHigwOoBSFblFGXovzvP2gzEgg1HgX9vbfO/w5GvXDEQEYQIFiZ8WldtIZp7t+RImnZVhmFWpnF6hmF6pj46Qx+doY/J1MVm6mZnaedmaedma+Zna+ZnwUseGj7I1q68o1v10rzpiWltui7mumZqWtH02+qpcPF8yrKOs6zhzcuE6iVB8/JINVE0LRNNcYJppWBa+a98f37azm4UUz2fqZ7P1Sxkauf76hb66hYHzItZ0yKpfHUgfyZ6pb8ztR97flAgub9wcTCb+ot97R8JMnlIICWKSY5ikgcyyQPFi0O8yYOwC1Msj3eZywt0BAm5eK0oQV5J4ZbkbglwS4hb0rgltUtCnGGI4EGKA+087AxCriDkDAH2oJIWFfawwh4GHWHYISGOEGwXIToI0UEdxekoTksJakqMLL6pKVFNibC9QSpa0JGCnhR0pKilRLVd0tCS1h7W2sNah6h1iFp7WOMIaxyShg6pKVFD8mqCg3EewjgA41VkUEXxCMkgpB8mfCrCh2B+BGPUbl7l4tQORm33IZQHotxK0qMkPQjNIiQHEyyCMQjGQLgfxDxKzN3os8CqcDZSGow8hggeijRz8ZACEwCMB7EAiHkicXAwKSCkH6E8COWDKQZuwMqfcGQjTf5S/sqrfdufBLc0MWVDRfCVQJcILDYF1iEkBzf4JjDITwKRObk94k7wc46MTEk3hQc0QiT3Sl7zT85yr9ZKf1I3/U+Dwm/6Tf9EEYj8GUeClKDEvCqKVdbQJtznM5P6Ayee9hlS1rlXWecetn4DKru1LR3U3L9psHR2nDept+til8D57o6U9z0Z74aBllL528GKP/Alr0mlrwe1fxTL3glbu4Ttg0OOCSH7dIGOEahZdsdCsGjoPSjqkXHUPcOo20UTrxUtP/oyPvZi+pSz8qnnkWmpskWJ6iMXzDlZJaprMuVNrfym6sl1eWFuaXGNV49xsJWD63k1IZRTXEll9Vefrp0zrOOSEW1WjW39wcQ2U3v+Oab/WzED/jx/2F8/iu40pUuzWX2aXf0mllIcCJUlMbpENO8rF7AroN7rUu51KQ4xyI4AvI1DviZffmJ7vvbWgYErx/5+VNvXhvd4u3PLZjFD3lk7tdXCMS2WjG6xZnzbJeO7TRvX49bt69UuRkOEFBZeTUlKKwsTIVmtBJCS0h3MczHP7P5cOgDSfi3lxsw1dYpH6itf8PkHpMJEb9Yh+Ng29OlNjJZbyJcm221z9UW0+Igd2uzMm+p83iUoaxFW/ikM/FGUt/QVdKAL+lDgLJd2ez2mMNQVK2y0wiUUUpzC6i3BvJU2wlRecmz/znkT+i8Y2XHF2PZrJ3ZeNabjgsGtP5rUPrbn77+I6b5mVPNVI95bN75d3Ij3V45qGzuoxcLxvY/t267SIEV1OFjvRByhApR7BQN+yg9EqLHG1MCRMB6EME5eQ5kcrkeP0w98Pnff2sEnNg46/XH/ox/22ra49YnNUcc+7n3/ZGzu+flXdg4ouDzXpY6Hf4grvbPRC3/rB7/hkXj02eY7CZMqnnx1bf/UYxv6nf54YMK6AXs/HLVlzeTnL7MrbXVGktWTggoVICsPonzDtjIaVOE8YGMiMY86mleVkrn3EHmaEk5T5N3Sf59euvZM/rQzyPRL8Mykp589Sr1WuvFW+Zh7uiHPkGGGyvF2+yzOOUmipkiO8RI6iK94ny1+PVj2+6DxD4L2r5KujTfrfeeV5t6UdsHUftzRwZXzWpf2aVXfvpu1Y9+CAWPKbmRVVZPKWjdIh3Q2Xk00tJgjHAlQYmQ+EqQYBclARFCNSyosHCno6mx8iS1o1QiJmy9kHb1dr6xm69yowfr4uxefzv0q6+wDtNRdU+vLfKkErSTkcOdTjjzCCdJBBR5AKF5NcxDuR0hO4xBV/74P+f84R2LhCDtGgAAieJgIwKRb5y5/bs5M0315Qzs/0xidqZ+aoZ2epY/NMEzNMEzP0MdmaudmaudmaedmaWdnaWNvwbEZqlkZyJxM7fw7RYszDfPTtbMyDLPSjbHZmhmQcR5Rt5azrBXMKwTzCr5mRaQxLZqWiVUrmziSr/4n85E/hcjGSBvRujBsXRS2Lgna4nhrHGuJ48xxfNUKqWINmx/TwJEpgwJJA/jzQ9mUX65Hpg70pUQFkocwDYpikgcGUgYIKX3Jk71qrkRb5CfMqEHvcCgwqrCuVkV4Qdwtx90y3AvgPgT3qlCnpt6hwrwqzKsivGrSh1A+mPCBhB/AfXIiqCAEkPA3+AtiHgT3IphfjXl0Nq/O6lehDIgzCpIBcUaFMhqrB0Z9ABYAsACMBjRWn9bq0Vo9KpRToYwKZRBbALEFYKs/IoQQ1YSgwTkt7o/0gtUEhxBCEc3paVZnZ9X2gIbyawifBvfqMC9E8DDBQjiDYH4Y9YGYD8QCIM4A9W7Q6gOtPhgNqHBWRbEqikXogBrjVSgXcbpBML8KDzSCJgPinBIPKvGQEg+COIfgXhXmAagQSIoIyalJn4Z0qUkPQnIwEWqc7fi39VNn06ZaY1Mt82elyn9Q3WyINmZeLU82eSg09bU1eKTf/SNHIiTTFB7Q9HMBKhTRq0AJkqFXQ2UiJnwR/cdB4Tf9pn8iNS5qcFGNh+CGnHEBoASY5JSYFyZ8SpOVQO32HFn+/KXKjj3ILr2ruvQx9+xm7PE3y8xW0r5hUsoQT0o3x/lOvpTO9ost/A9bSIaW4aq/sBWvcWW/D5b8hdO8ETK1kYgBYeco0T5BpKcE7TMF56w6fNZzZOBtYNBj49g7huGZxTMvqLZ+nnFsYvKLSUnqqeeRmWdfrD8OXvnODN4u0X6fD6Tp8m8iD9MUai1WQYZUVhZBBcDCAjamnPJo1NCKmNFLx3RdNqrNyjGtlo1uuX5s22ldmn0xr/Pn8ztG9262c1EnQ/onAfgQr9rpU+5hkKNe6CCav9UBfs3oEmj5oaBul1P+KYPs8IO7pOKjlc8+P7hp+LCObwzv0bLtu69NHdRi+bhWi8d3WD623eqxrZeO6Tp5SIeTJw+aaT9iY2Vmn4aWFDYWsUsaQkIcQYXb98LpfUIHcig/TNlLaGugFn6U8NGZmW19330iXd9p/DTm8qR2FWc+CFSdxIy7qtVr64B59sIp3rwhTGEnHm4eLGwjKd6VFO8GCzu4CgZi8DxbSQJW+8Rgq5fX0XJaKnSHc212Pe4zYXZYBX2xfsXCScMm9nxn1fjOq0e3WjW8xfrxnVeOaL9sxJvxcYNSt07dMa/rlqmtVgz984YJrVYOf2fdhI7zo1rNGNQhYc+2sipztVNQ1PsL/ylHwqQIkw3zdSAWhDAOwplS0ltaV3X66GfblvU98VG/Ux91P7Gx69GPuh7d3P/UF4OK7n1ecGnJDzuHmB5sYrUHXcCumgdbnMo9vP4gA+9m4Z2cak9+8qyqJ1uND79K/mLosfW9Ej/odXLzqG2rhp86+mV5VVEpzWttjBoLaklJTYU1dEhLhmGboMJ5JcooSV5BMmqa01Ta8x5p8tMUSDpYmKFPy6z4OKlw+il4ykVV9DnZ+qxLP5R8nF4+7q5++FPVMHXZaJyMYV1TQ9R0yTVJIoYGq9qyxa+LJc2Cxb8TDH+RjO+z91s5r7zrTm3LXejDnYiqX92prF+L+rZdbJ175/UcrD2VipoppM6tIDgtJsJ4ECYFmAghuIQ0+P5EBrc4JS5AuKjCwhAWBDAWwv0GlKlEgy8ugZd3XXEZ6msQ8NaVU/IX9wM2qqKgZPeCr3K+e0GYXNmP8gorzZDDKacdoDcAUpyKFvQuscgpqvCAwupVov5f4fvz8772v3rDr+VICA9DBN/ggRnx/CR8KtKucxkeVlz+Af7opnZ2pnF6pn56pibmtm5OhmFKhCMzdHMztfMztQ2zkrf1MzO1MzN1sbe0s64j0TdUMzMMc24VzU0zzs9SzwSMc7HaVYG6tbx5DV+ziqmJa+JCsWqlYFotmFby5mW8+d/z+olgZcOg5MKgeWnQvII3f8CaP2SqP2KrPuLKP5TK1nO5c7CLA11JA7jkoczZYULKGPbc6H/CkZFGdoQjAylRgZSBvtSBzvPDzecnVT7caqp4ZqBwxBNCXCKAOTSoXY25ENwLESxEsGqCMRD+EsKnsXpUNo/K5lFjHhXmhTEPZPOCVo+SCgEkryJ8OswGiHizAAAgAElEQVStx5w6LGJDyGgIRotzWpxDCEFJi3K7CFACQgg6IqAhWZAORtxNNURIR/AGnNUQoYgQQoTxYMRDC8E4mU1QWDmwnoWtfsQWgNEAiHNKXFBhfgRjQCwAYAEQC0A2L2L1quvdTWdKGA820A8VQqhQ5MQJ4lzkqlMSnJwIyIkAQggwzkMEC5CBRrEQwSKYH8YbSpIR/zk16deS/gY7OpJTk34N6VGTPoTk4B9nhP9e/6BICVJcI0T+nCN/bMBRP1s04RoevzKkGImrijzfZJUHkyJCNPy1tTinxzgNzsFkA7mCtB8hIxOZr1RDKeaXOPInTPnbXstv+v+I1LjYGI8RUtKikhZAikNITk74ZFZ7cT3uMdVUJp54OXh4Vfc+dKdulh79DR2alwx+M7Cxu3S8P5/U3Z/axZXS3p7c2nW9FZ/fRippLlS8zpT/ji/7E2d8i9G9KdZ2lezDBcf4ID0xZJ8quKIZZ6yuZuJDqF82MvCBflS2fkRG8bJjsmNxF85PSIGnXCiakQLOO/Xsq7OKrBuVcGYxclUBpOly0pAnDzR6k6fcKcEoC+NBmYVR2nwVlPPpw8w5I7uuntgtbky7uHFtF418b2XUG0fWDEg/OPvawbn3UzZgYBKnP2nP2cwovnDn7xKQU4LuLKXYSQPbfZr9LsUBB/g1Jtvq0R5EC/dQ8H6u+hxwf+v88c07vf36e39uNj2qw8KR7ZdN7BU3tsuK4W1XjO01c0TXXds/q8LdmnpWUes3OCQl6gcpTo2xIO6WEY5C2gPYfQYSq8Z0mC1HKEmEjk66OKGZMq6HfHaXvGnvvVjwRuDaeL9ssr1gMFXQ3S/vHpJ1Cea3YOR/9SP/xcrbsbLWbF57f95ABzjXVrrPZM0toQiQ8MpwQeGV8h2sAqOqHX4Yhg/Fb5s0oNOKqYMXDG3z4aTOq0a8t2rEe59M77FhUrcPo1vr7++/tn/eua3js4/FrRn3txVjmq+d1HbpsNabYgYsHNF5RfSoKymn1SWVJRQHYdwv8UPEsBAmBeAVjkQwf7XTnad4Er81du+6Pimf9T24okXC2jZnvuz98NIiQn3k5fmFj45FU3m7g+rEkO6Yq3CPX3UgoDvoVX/LaOPt8s98yNfaG0tzU+c6NSdepi47urbH8fU9zn066PCmUTs2Ts95nlZK+nVWvxYTdZSkpsJqStSSYdjGRzgSoAQZGUBoVlvtynumz7kpQ9KhwjTdndvVW1MV009AUy/qp52DV1z//op+Q3r5hLtFIx6rRiiLR9Zh0aw7WqCjQ+7JEjUyVN2RK3ojWPxasPi1YNGfpZLmwaftHd81d6W0Zc73Zs9E0Zt7l/VvWd+mm6VTV1nPgWD8IXcNpa1zFmABBBUgPDI3H0IiyaIkh5BMZC4fxLnI8jWICwo8AOFeI+qvtrHpR7NefP/AV1f97GFK9qPEx7nn9bqXkt8rT3l6dO23pAElMY+21gphBEQ5IcoNowEY9UVYAkC9StQvx34dR3IR/Y9xpAQRPER6IdIX4UgV4VVRpNaleVCacg364KY29nZRTJY2Nks7+7ZuToZheoY+OsKRGbq5mbrZmbqYTH30neKYW7oZmbqYW/o5aZrYW/o5WcVzb2pn3jQuzlRFKwyzbeYV/toPePMaxrzSb17OmyPFxdVi1WqxanVkh4avWfhvEeQrYqsWcFVLuIpVbNWHgeqPWfPmoHlLyLRFKl7teznDdqGPK7k3d34Ak9RfOD+YOfeLvj++BoiMYpKjAilRvpQh3tQh7tRhtedGV95YUY1cLbeWKi1kfq1bafOA9Q4DzRgo1kAFNWTD7i2CcVoboyN4Lc7pCF5LsjpS0NFBDR1S0aIcExUYD6MBFerW2Nwq1I2gPhALQJgA4oISF+REUE4KclJQEByIcyqKhWg+EqwEkBJMSCoypCJDCBluWGchpYYJ6MhJg5IgSoKoMEKF4EZ4AqiQhgxqiJCKDKkoSUWHNbSko0N6qmkQlocIFsSZRnGv+BqKACEqCEFBCHKSQ6hgZLpRaecABws4eNDOAzQHEyxMsJEdZIQKqmhBTQtaivtxd7ihleyHyX/W5G0Kdv+ZInT44/h/Izg2TDE2QmETbkZGGJt+/Z/1oP+e9kCqIaTVgDbQfBNHwlRDTRdsDHmKjHj+wx2aXyLL/zgo/Kbf9E8UaRTCjXG9kRkPDcHIKX+hhbASdkeBDFmxEurW09ajl6VtO6xXH13Hv9ZFt5T29pPOdA+ca+NPbedNakudbxG42yEMdwgZ32GLX+NLfy+Uv8kUvc2WNhdt/YLOCax9MkdNEp3TWNd0mpqcVzrigSbqnn7QHd2IbP2EH7Qbvr7/XczZjMnndTMuFsecBVafyj12GXqcYQTSDeBVNZCmeZmpLpSbjDZObxchjINJsdDKaHCuGqdTT+ybNbh13LiOy8d2WDmh47JRbb6d17Hy/k675ixlvI6X3qtDfsDkCYLmW79ih4gc9SuOu2QJjDrBDe2k5ds4XQIO7ncVnRWtd7ymzHrVsXp1PKZLuHVyWee3/vBms2YzorouHtV12YS+S0Z0WTWs3ZrxfeeO7r7pg+XldaQRF9QYr6ODIOaToR6YYGHUp8K8RtJlIiyWmjy8ONmu2+HOG+/OHFG+uw249u38BW/UfNHam9RRetqLKezoL3iHLXxLUrwnyVuGZX8LyN7yKZu7oDYOeXcifySqWGo1HqixPS6i6xVEUEkF5HRIZhdlhKPE6aqqrb94JjFmVPf5I7ssHNVp2ag2H03psHjgX+KXDjr5ydTtC/o9urgB16QkbIq6d2Y5nLVj+di/LZvw/tIJ7RePbLN6QqelI1vPHPDOnHG9z546Ummjyki2KXDr7zmywciQCAKECOGiCmcR3FuF2b67euyLdcMOftTz3Kc9TnzY4eaB0cCtlaT+8IOkWE3GWrpwjw88yCNH6JxdAfiwT7PfDn6DyXe41fFk4RducLv15acvk6JRxR4STLi0Y+SpDb2Ore9ybOPA3R+NTj2+xYjajURAR/AqLAhhAoRxCCqosSCCcQDGRjgSphhdrafwpfH5jUIwAym4qX90x7zzIjjjBDD1omH6Od2iy1fPaz5MK5twp2jUI/WIwqIRpvrpAW+sYJ8ddE2S7KNCNV15438Fi38nlvyeN/4pVPpeKL8r/X1zZ3I7f0pPJmmAb+fg0qiWlnbdzZ07gX2jcj/d6iu3Gusc+ZgXsHEAEVbjoUaOFCJboTDJAZQIYZwKC6pxESJ4BemHcK/R6jNZ2Htn7t1MvMTgdQB4M+NZwrXHRwpV91iW9qrQL6I/UN546q6jayxYOUYjJtRQ56gggyWkAFncsho7TAS0zobRuH/zNm/W9AUf6TvDpPj/7p4NhEsQwUKUGyK9jRzpVlOozok8LD93HVmTppmdpY+9rZtzVzf3rn52uiEmQx8b2bbJ0M3O0Mdm6GMy9NHZxpm3dDNu6edkFS3I0M2/VTQ3s3j2De20m8Yl6chMmS7GWr3MV7OGMa8J1Kz2mJfxDe6Pa8SqNWLVaqF6mWBeyNfM/fd8f5YJppVC1Vqh8iOxdlPQvEWo2hao3Omt3OOriudM8cGqeEG/yfVkft35QfaUfuyFAYHUPuyFAb7kPv9kzyaQ0jATGUgZ6E0d4kod6Tw/2pwUXft4v7kCKCWcWtyvs3l0mNtA+yHUjVi96jqfqi4A1rOFVrbQysosDGDjABsD2RgQZSPHu0jyppIIA4QIR0p0kck5nIeIoBoXAUqU2UWZvWmb2A9TfoDyKamAgmYjLgCRRSgFKcKN5tVKUlQQQSUuKAkOwFiECkJUCCRFJSkqyaASFyLJpJCNgawcbBNAVICwIIQJcCQVng6raFFFRzZmuEhVNXKZRYqRMB5ECBGhQio6DNsjRQvhR5RsJLzIWyIdZBXFR0Y8YTrcUBeMbIA2EBgHUg1e/E1qug7BX1BTqxp8BSIb9ml++kqAEpW0qH5lu6UR9Zq8W5uOjKGm47WSFmBSiJSE1URDX1tuF4FInmmkGEmKSlposARr/Dw/W/T5R9OcvyJv4Df9pv+Imq7wJo5UE5weYxR0ALbaiVpb2ekk+YjRpm49LB07Vndsb+netWJAc9+HvcKJfbik9uyFNq6z7zEXOtivvhN82UnStRcN/8UXNQuXvS6Wv8WUvCNUtwuTQ4Pu6YxjOkdPFZ3TnNREk2XEA8PQu8ahd0sG3ikac7t4VpLyyw+u3pp89vnUVOP0FMPsk6rPzkLX0zXyLBV4HYa/1ylvIjnZanUxZaCCABaACBakhEI0UITx1bW23R/HLR7RdunI1stHt18xtuOKke2Or+zmQ07WK45hJdmOek2N4Smp/94J7/Up93Bwgiv/oCN3Pwcn+KA9Dvl2VreX1p/xmbPLoFvVuge0KaM0b5tTneiHL6+NGf3Oa82m9G8VN6Hb4rE9Fgxts25MhxVjus0f23HFgimGClM5xesJUYUyGpJXon7EEdIQTAnurMEq62se2PR7cPlsR/5gx7PW0ose0pOBfHYf8V5/6dlAKaen92VbAegZlLcO5b0Xfvm+kNfCr3jbA73nhdsRUD9CNc+qi68uuVFepyilazS0U4YGZJgTcggFqBdEKRNNP7x7e/2CyTMH/+2D6V0Xjng3bnTzpUPf/CK2c07qptTt0xM2DAuUXkIyPtmxoHnZ46/l1z5dNvatD6Z3Xji23bqpHZYM+8vSIb//YPxfYwf/ZcW80XceZpspr6rBaOZHlGzodGPCTziSCKpwVkP4a6y1x45u/SSu9761na98NTg/ZWHty+1s1Sk4a23Z483mZ5+x2sMMtN/2fKsX3ueB4t3IHhqKd8D7nfBeL7yHgXfz6njzww/NzzYHK5KV19ef3twv8YMOR9d1Pbhx2P7PZyrLqopxt5HkIRsDYQKIsmA9q8FCEY4E6WAh4YfIgMHik+WVPL2Wr0zX5F3XPrtT++1laOYJxbRLRdOSiual/pAErbteMiHbMPKhelSObmi5ZWrAP4e3z+FdEyXnWKmuR7D47VDx6xGOFEveDSu7UVffdSS19id3Y5L6CgeGlg5rYenQraZLZ3W/qHuLVjjh4rIaUk74ICsH4WENJiG4BJOimuC0uF9D+GFSUFIhFcppcFFDhEFSVFIshPuL6pmqGl7+Hbx3dbxEeWi09PbT1PsF13F3Lcf7xSr6wtaDsgvppLqUqKxD68niohrU4i2rcNURoXKCQ6zuyH49iHOAjfk3b/NmIOGPoGQDRzb0y6RfekNjkenn+sXXY3/HkaRTTdl0TuBR+dmb6rXp2jmZuths/dx7hjl39THp+tnp+tl/z5G3i6Iz9DHZxYuyjctuIHOvqWIyimIzimbcNC5LR2YW6mZYqhZ7zasC1av95lXu6qURox+hao1QtbaRI+fztXP+BUE2ht8IVeuFis1C+VZv8UG37hCNJNqUx2tlx6tlibWFR+oLDjPgIerep9XnZpLnpgRSJ/uSxgZSx7rPjvgnvj8RjgykDPClDnSnDnOeH21PneB48A1leGK0YIX1QYSUdAQPWj1KkocpvwYLFNX7i6y8BhdBMqQgRQUeAhrz7gCMV+KCghDkRLCAEGR4WIGHIie5yP2pxIMKTNBiIkCJ+U5B5uAQkjFgPj3hQmgHYPc0ZnEyakKINJ7kdAhphCqA5AGSB0gWIgMwEVARPpgIRFIKFISgJLjI7GNkJ0aDixospMFFNSGoKB6hAwAqglgoMnob+bQAKgCooHWIWkrUkEENLqqxYCTDVIXzapugQoUGz22SjeAmhHFKXABxDiYCkaUWmBQi5juvPA7J7UIjenKRPpoaF38GlL/UI25a1m5CyV/ewhEAStDgnAbnGmmyIZ9DTTAR2tPgohYTtZiowSPIzkT2tZvmIwFKkNnFAocI0AxIcREkjcyNRX6FyJxl0/pO4z6N8OquD/Ija/62Z/Ob/i9X40mJajDG0uCcAWVAO6tDHbai8tyNmwu69SJ79qp6v0Vd7+6VnVvXj+so7RzOHe8RSGnDf9/Gfvqv/OWOzox3JHlnqahdSP+nsPE1qez1UNmbXNm7YUtXyTFK8MUwzljBMT3omkJhYw0V/W8bhmWXDL9dNjC7ZOKd8qVH876el3RnQopycrJh2ln93KPaXamGR3eKVNlK+Hu56nu98iaSe09rrPXq7UJ+vTsy9CLH2ZI6rrqy7uMFU9dO6LpsRKvlo9uvHNlh+dDW2d9OdkIJuOocWvHkzIl98Ts2mFU/ENAhRnPIKYtnocOi6rhPvs+n/JZRx9sV20h9Mll2N2H3J4e//cxSkmVTJ3qBE0LB1bvJ8Z3+2mxCz7fWTO6ycEzHhcNbbZzScdGwVovGtV0YO1xVbCwlGC3OKc0eg11SUxJAMyrcVWKtqanLsZQdsiHRdnknVvkOL28fymsv5rbz57cMqTsEZC3dsvZOuDeraBWSvSPlvhN83tGb240GepBwfxIYhcpjqKL9WK3chBF6KqCmGS3lVmGkrJ7Ue0IA6tWgVElN7YFd20d3/9v62I5LRr21avy7a8a+u27cO/cSV+Ze2LBu0puk6mxAc+L+kWn7l7zLaE/+H/beM7qJQ1/3ZpdkZ2efVAiEbnrv3fTeTMfGGDA1QEggdNu4genV3UCA0Nw7HdwtTZ9Rl+UmybbqqNdRl+d+MLBJdnJP8p5z3n3vuqz1fJGQNbIXmvnNvzwPK3v/jnmd107+bP30XusnfnBgaZfY4K9vHppwctuoJVO7RUXtb9Ho3uZWv7a/1rwO4IZVHkjtAsiOAUofovHhpIsgbRgOxh3fGrt3WtbZJaKi/XT9dYp7qbXquAKINmInLegpTeVRIyPCxYo3oZEGJMIARZnQkxT3krwiwgLGGSoPWRhHTTUHW199b+NeUSMXUg6Ovbq73+Vd/U7vHn3yuzmPAYgt0wi0LkTpJHR+nPRAbQ6Wur0jzOYtR/LlFLNa9OxBVW0Wq+I++2WJ9OQtaMllxsIfeYvShCvT7iWD2+8LZhVyA0uJaa/Yk+paFzjsazyGNQ7jXNo4g24b8pojBR+4+X/31n3Zjg4g731qTOlmTw1wpA1pPz+pbkqXtoABLQP6sUeMfThvuaoMbhCTqM6JKtyI6pccyVLbUdIDaP24wsNS+lkaGta2Axo3pHRyW92NYr/yueH85kt6XGVXamna4aJtFpvVYnT7WzSF55IrU27XFT27f+7q5RNnzh49kxqbUvCgEifa6mV2XGaGVDaEdGJqN1fX/ju/5p0gC4mY9LjexiLdHVE5BOkndHQHWYKajv0pB6SiAKWrVuHBle2v2nSAXNVgoqpbtECLWWSgGQZbmdFXraII0sEm3Qy5vVblYJAWVGvqmHLA1BSocTI0HqbGgakNPLWyXks8YqVkwbsLOWtKOQuLsXm56OJCQUg+Z/kfUg5neSlnZRm2kicIMSq2O2SbqMY1/tYQhzTMIQl3iHe6m3d6mrZ6xGFuSYijJfiXe9niMI84xCcO9jYFdxQsXS1rXC3bnU0xelaarPp+3ZMc0bNi3uNSrLAYyiuCigvRZ8X4i0K06EFdyQNpfrom5zx5+ztZ4lJj+jTqxmh/8khXyihr2lhr2kQqdaojdZItY7TpxhDTrSGWH8fa08Z6kof6kwdakke1XF8hzjyiaBU2ymWEyvb2Jgwm3cC//+z//4pwtR8lfe8YBnlQ0oer/ZCGRkg/qnERpJ0gbSzSwiJtBGnD1baO/8xMrbtW567VOZk6iqmzMXR+UOtHNL4O5kM1DkhnB3X2t819mHS+nhLWULDG9i84+HZe0wZoKUDjBjReQOMDyY57d/frMCuVF1f6MJUXJt1MHVVjsAFaJ6hxIqSzY70dIZ2gxglonQy9h6H3ALrXhVXkTaH03/4Hf6//y+X6Df3GDZjaCKkskNpTq/dXmL2AycVV2etardVyi0ytbf3xBhg4hTV0YOuwEU09A5qHDIVGfqnbOcR3aRiV1IdK7k+lDjan9jDe+MJb9RXN6kbz/+EV/Imu/wvd+JFP9JlL9BWtGOfVBnrM8z2mhX7TIo9lpUSx6Ck+Pp81tFQwupA/Lqdu5XXeib0lyQtT8xf/yJ1zU7LoGvptKnjnHl6byWVn8onMBsZ9UcF9QCA0cxQUqLUxDA4GSbF1bqzN0qhyYBixefn0tRN7bA7ss2VW/00zeodO6fL84moXfsGFntYzz/KLY4j8GFXtJSt2xgvHOMAoK/OIFTxow49aiSgTGqcHE0xYhgFNZxccIXJ26hnHKShOV3bSXpshKLk5snOnlVO6Bc/6at3sXhumd9009cuNM3oFT/li9eLJZWwOrLdWKHUMlR1SuyCdvVrngklDg4rVVndRUTuXYvansb4ORhd/VTca6enGuzrg7l5ggLuyr7OiK4328CMB7vLP/a8+pV5+SVYMFcNrhewTYulduRwWq9h1KjFHrWGrrISKQkgK0NogpadSakK1NrStrfhp/sq5o1eN+2rXnD7rp/3HpoVdlozvdHn/dF11UuySXpWXNlmhdCucErWmc1bcNIqT1Pj05O7ZX++a2XXL5E/uHBja9GiDhbOztTrk7O6uayZ+tHVxoAgAeBoKajUJjDTcaidUFKw0E+b2coWDYWiv0jorSEu1hqpVucA2B9FmrVNaUbg841rEq+y4NuZVI3ZFD56xss4bkAQNGKGDIk1ItB2JdyIJTjieAqPs4DEjEOnmnDbDkRYkyoqesMExPu5ZKzNawThBcS+akNPw7Q3x6z+/smvwye1DY3ePv5V5sdncgutIQGFCFW6s1cVW+Dg6mi3zo21eUOljar2Q3slXWTiwuPpBFfgQgu7B1VnE9Yd1Ky5XTL+OzbshWJCUn1Ad84C3tZQ373HduFL2WKx+ttu5wqGb77Ms9erm0OoJLtFXHs5faeHfvLy/++q6tOMBqgefWX/sQyX3dSf3py+MblvRWzCkZ8uA/uzBg16MHGPLzJfLyAqFkWlsr9Z6QJ3jjU/ca9/i1w9VLpamHVJ6qmSuWq2PoXbiMqvMRBuaXLcT7hRcfkAb2116F03TNofB3260NxbWXI+4tjf4p8gI9E5+w0sYLH0FFZRe//Z00t7TTY/rDWIakDoZBhrTtcPq312PfK4sryYh2CBim1RsnQkjbZCcYrRRHZtTHeNxmNrJ0jjZOi9L3w5ITWyjl9tqFomMrXJaIaebm52cVnN5k4mr83HVFCS34CYaN9KI3CFUOmHydSAPTDoBjRvUUDip56mVAi33ETstE92Rzwkq4SwqJBZno8vz+Rv+KEdmsYOK2aseI8sgzkqybbNdFupoXu1vXueShDkk4Q7JVpd4q6d5s6851CMOcUtCftm8bt7sEYd0GI/7Wzb5W3e4mvaa+EdJ9IK08nb9kxw8s5rIgdj5bFa+EMsXIPlcRg5UncXAShi8kur63Met2Vmy+4mtNw6qb27UZCyxJU2wpk203Jhouz6RSptApY6lMkbabwyz3Bpt+3E8lT7OljTUnDRMlj5dUnBAgTxslMt4Sj1MegGS7hgKQUgn+DsGVd/rv0UdPeh3FnFeezpCGhrpWOshHQRpJ0g7rrHjGjumphCyg/W9TK2XqXUDWiegpQDtuxzpQTUuSOsAdY53avY/Q8l/7Va/LnlqKFDj7ODIjlsLmPwnR2I/40hnrZ4CNa858q06ngF0njerQu858r3+G/Wf+Gf9QrjOges8MOmtJd2VpItBUoTcxmm18uU2eX0zK/JY7ahhdcMGtQwZIu0/gD8ggDO9G3V4dPu1obakns6MQfa0gca07lRmNx/zS5rduV3wsU/453bRn/31H3lEn3ubetLk1HbjHK95kce02G9eZtcvrRPPeYaNK+GMfcQbXSqYkiMMvgrGbMtMn5dcOiedWHSreekV5qHU2oJsDpLFYt/HsIccZib3UT4ubLBwFBSgsTIMDqbGQejdiMzUrHJVVdSGzJ+4YUqf7bP6bw7sEzatx6bAbvDNLe3sc3YwwoGdMiKXtHAixblmRWIccJQVOG4CjpngwybssAWPNKLReijegl62ElflVSean36jrdqjq9yjeXHQi14rzzg99NNOqyZ2D53ePXR2v43Tu2+d0nnz9F6hU75et3BGFS4gtFS13ASrXLDK1WH4xyYlTW1FMu4+LWOMi9m7HezlrulJ1/by1HRxAJ85gc4uxtc+Zi8P0J0CPncBnzrK/9Ze/aWzZogBXaVoONckKW1WcxqUUoFKQZB6XE3hSh+ubEfUHXetPph0wkqDSEteS0pYNLl32LSu38z66tDaAWunfhC+uDOQeejF5bDETSOsjGQH6zqauT9mYzd+0W43P1Fedu7A/O77ZnXfNvnTJ8mLX9yZlRL3Sdy+TpcjAk4fmLJ27qCsGxdEGjNbYSWUXpa6navxwzIbpnZXt9pAmRWQ6RGVSmDQNhr0DWpFXYtIJGaLiCe5N45LoDQjcRV/GP788iLkXpgOjNHBUQbkhBWJsSPxTuSMEzrlgGIoKNIMRFuROAsc62SdpfDTJmaMBYyzMmNJ4IQRO2lE4tG7G+4dG/cscfX5feOPhY+8lhHXqJPgOi1TaWFpaJbSD7c4a8QWtrwdk/lglRfUuFEdJVDZOVhrVRYTfAjB95GabNbNh8KgS6+mp6PzbtQtSC44VRn7gLf9XY50OYI6ONKtm9NOTnDVd3Vz3+FIdn9N9he2W33tqQGelAH0xTHKtX0Fw3pIAwJEw4dXjBhLpv4ok8hrVSbA2F5Fun6VIxGND5LbIDnF0rQjal9NK4WqXCKlq6nFamvwPkl59OPxJK/U7jW6XHabz2/wuFqUzHTug5Oylw8cAla7REWbaaebtllpi9SeczU/4/skCUMplHsYKgeh8WJq5+88LXRKZh64hcUU1KW/bC1mqBFYJ8FNJpbZAWtsMOnsyAjClC5caWcp7CyFQyy1SVudLWxr9U2k6PSz55df1dN1TsIAACAASURBVBfW20WuejWNtVhhuQk02ssN9ucKG6j0IGIK0L5ujCJkB1PacFLPJpU8bX0pP+MBGp7NXlzAW5TPWpFFrMrir/ujHJnNWZXPXp0HLXqFL2ySrLUoNrgka/2NazziMJdkMyXdTEnDXNKQDnNyX3PoG3AM9ohDPM2bPc3hHnGIW7rKLV7vk+72NkWbORfaapMant/hFRWxcl9hubVIDoDmYFg+jygSYcVCtJiDlBBISSNWIMSzMH4Osz7nmTjrp7bMs9JbB8jkBbr0OcYfA603J1Dpox2po5xpI13XR1rSxzp+nGS/PtaQPFyRPrkxa3Mj9JNS00SorTDpZmpopobuqEe+58j/P/UGrd4djnztDY50bAloXL9oNKOad9au37hOduzBIO8E0nT0wd8c6O2V9T/pR78d9OxY5XnzIV+PQnbUSjuGL0GdC9A73s0q/EWG4VtjI0Tzeuj5PUe+1/+YfqMeqXQCpIuh8dSqXIDSBas8HYltGplV+qTsZdAyoH/f1uFDWgb0bxk8gBjYvWVdAJ0wqT11iCW5u+vmAHNGH93NL9uf9qXRL2jO5+2Cj/x1f/KK/uIW/t3V0KW9bRCtm0VbFnnNS1ymJV7rKlK1AOFPeoaNecKd/Igz5kndnGzujtgnp9bfvDc3qXxaIrbstmjl5dr462B5YR07G8fv1CIP4JpMrLysUSSl2Eobk7QAegegdeI6F9xmFCvcRbnFqwNHbQ7st3POwI1TeoZO+XrLjO6sO1uc0AlZ6UbVyx06IMKEnaHYp43AYRN01AgeM4LHTdBxI3LMhB43IVEG5IQJjDKjMRb8hKpyu7JsvezxSvnTzT4iIXn/lgF/77RmfO8tgX02zxq8eVrP7ZM7hwf22DSld8j82QyIz1U6QJkdU/kwtRtVWwiNqZ5EJI0JcnSuBQjwAV/5a7p5a/o4K7s4Kzu3g13bga+pis5UdTcn0N1U87kH+tRV/Ykf6GuBZmgFx2SKZ1xFI6ay4Gprx5wSSPpQNY0paUzVDiv9LANNGHyIgmw1kfv3bVgzs1fi9/PuHpsfu3lw2MwPHp4LkpafPrHq66rEDT5Ohhm5fDt2QfTG7gYkwQieVr1KiFjSa+eUz/fO6Ba2rFPSuSF3bo54XDKrjnOo4F746vndd4YGYkJRA0nBEjuLpDGFH5ZY+WqPUOURk/YGhYLbgFbX5mXdP3Ptwu7zJ0Mun1137tCC6B0juSXfa6qPID+ueHlhRmXyIsmTPSYk2oREW5EYG3ySAk87oDMO+JQDibXBcVYo3sO55MDPy54fE+bsbinZ72NdtLHjLEScnXVSVLKLn79LVh2fHjH32NaxF65GNelb+WZrtdxS3WJntlCo0lNnoVlKGlP4UaUHVjswLVWnpngsVVUuwcyE4PsII5u4nVm36uKraanwvBt1i1JLYl7FPeDuKuUteCQcX8IZi9TNdNiXOfULfJalHv1cmpzsbuju5n5I173mSJo3wFDYxXarL5XWz506kL4yRhc2iD/ia0mv3uLRo6qHj26MOytvkKJaG6j3Vqo7fMg9HVsEb5pXHkTjA1RWoMXMVXkJmRuTOiR6Wip1gOXClymvUvZeiQ853lpVT2uodoum3d5oJxmsZ2e5xRdoDUb7dC6Ps4Hy5smNPzZqG/R0s9CW8s2V8sQncoWbIB1wm/UP9LWvVq9MrFmXytx2Ezp0n32xsCHrpaK2RscFja2wXglrdKjagiptqNzObnVwpS6qlc5Oenrpu7T079NqU57nH81I3hhXFHVPUu8VS7wCua2qRVVOGsq1VsxEszQ0U+sGNW9KKSo3rrbhpJEgdYRW+kR0+z6+6SF7Th5/UQ53ZSZ7ZSY/6A/3tbmrc7irHyILi9A5rKYgnSLY3bKeblzraw51ScKollBba4ijZZ1Hss7fFEo3dhQgQz2SdR0c6RaHuyWhrpY1HulGZ/1BI3G1reqB8FERO/85kQsQuQTnEY4VYEguCysQokV1cAEPKeHgj7mMQgEjjwfk8tACHqsQrS+ukJbkNWUnq9LDNRlr9RmzrRnjHOkjXeljXOljXWkTzYmjHTcmWjPGqFPHtT1YK6263NCM1ZspkPQCZDtTQwNkO0x6O2pdIPlfOaG/1x/QW7R6d20F/eeq2bsXxY5/8rxZ2X4Ljp6OLex3gg1fv/mv5Rb+7N3+Va8hUuv5+cr2Pznyzfu/MTP65y/yi+P+y1He+wS9139df9BzqlrmYJIehsEPan0spR9X+0CNG5Xb/c161qnLT8eM5fbvRw4Z2tqnb2P/XrzRPU3fD6avjPddH2RO6Wq53kub3lV//3O6OoBmf9bO/bu/7q+++j+76/5iF3zsau5Jk6P9hnm0dbnHtMRpCrKbVzW3zKnER78gxrzgTS1lj39St+wudmD/w4srk4sXpKHTEpElaeywq0DyXS5Y3MR9iKF3ahgPwReZAIST9XI3rrQz1TZA7wI1TkzrhGWGplbHnYw7KyYN3RzYb+esAZum9gqb1iN0Shf0zjY3flL+dLPy5RaSsV8HR9mIeBsSpYOPGKAIIxxjgeOtULQVjuqQBYowQREUcUJdtUNbvVH5cp3q5TYnGhM+f3zAR53WTwgIn9Z386yBYdO+3jbt8y3Tu24K7BmyIBAA2HylHZY5CTWNqbyo2iLUGCWqVxLeN/La4RTY3Qt3djM+9zO7+9Hevtqeruc93E/60lXDaXC0nzHUWd7bD/d1MXo4gCEKxoJm/ulGEoZVZIWMAjUUoHUydU5A44a0Hpj0ImovqnIxlN5ysQ5pUwJscMWikXtXDRGURKurz8irT7EL92uwSw3Pjp0PD1CVRWtq4ijulQfxi9MOjrcg50yMU+bai6l7AoNH/GXnzK4b1/z9wb3lTHAHiu/OeRi0bUOXlXO+WD7z68y8hy16K9zqABV0ldhOtFmlWpdYYaqvEz0tvnc5Lvzo9slHNg+P2jb0xDeDo/cOOL9neNGFebraH9zYYYr5vRs6YgePeYh4KxJjgaMt4AkLGGcBTlvBM1bwlA0+aQWi9JXHbFBC2/PDwI0NT87Nf35+fn32djsRYcEjDVBEW9l+PRQrKTuRdHjWsa1jk9PP1CuaCFIHkHZUTwNqT3WrDVA6cLUfV/owpQtR2gjSVk+6eDxDZRG/gyPBHNbdrPrVF14FJkNzrwsXZTw69jT+PndvCW9xiWBcKXccLJxhsyx2GRb6LEu9hnm0doqrqYeT+2G78EMP9yOvsDMt7Gcu+cr0Y097aoA7rT99bbRpx3DeyK7iPn0kY0Yzho3kHDimaZCydTYm6arSuCHtr3MkqLVhaoqjcHKlrgaZn8PRZGU8ufjDlfuHrr+6WMK5D4lKsMZXkJGHqpGCxpdXifxrkhf3aE29y06avO4CcdvCW7lTb5XuSCuSamj0NvzTnkSpUC/UuTG5k/jd14tOt1kbbmLBqeDaKzVrL1WFXWXsy0DjbrMvFkvynre+ZKpZhLGVZzHyTZRI7W6Q+Vsh3f4NsWWlqF5tUDTxzBJRK8CND4u6fuhBa62uhaPPynkO1InZWmO1RI2TjtfrV0o/qvRjSg+honC1FSPNqF75XJKdyd72kD03h78whxuUxV2eKVj6Rzkyn78yj7/6Ib44F5vHFC2Vta1ztIa0i9f7mkNdklBbS6itNdjRss4jCfY3hdKN4Z53rcg7Qm4koQ5piLd1v5kX31Jxm1/0FM+twXIQPJfLyqtnFbOxQi5eWIeXNMD5ouosojoLAYtYzBKsNg8Fi3hwcR2Qz8GL0LqSqoaCUvLOSfL6Xk3qMlPKBEf6aFfGOFf6VEdKoC15rOPmeF3aKGnaTPmjo1pRZbOK/LmflhtRuxG1GyR9APl77wPe67+qX/2qvHOZfNck8mc+O68rfB01wv+2z/NHtrD/dzz6q0vr7/Ve/1X9Jkf+ej2SoaMRI8200aDez1b4UNLHVNvwZpKu4ZWvDmMMHd4yYiQ5YLisZ4CgT2f5giGehBG+xKHumwHm6920qV9qbn5uK+5Mwz1o3sde7gce4V989X911/2Nqvvc0zaINk5x6Rb4TEs8hqWUIUirX0E0zXiBj3zBGfOCO7mENaWAtyGxNmbrrZtLkyoWX+fPSsWWXIK+T2c9zG5GCprZ9wnwLlCeDRdnQqxGm1DlwVR2ptrWsbGHaZ2w3FgvtSRdurZyypCNU3puCey1ZXpA2PQ+QaM+fZW21ctPsoJHbfBBOzvaTMRZ8AQLHGtAIk1IrBVOcEBvmq1gFAVGUWicHUtwsk5ra753EgftyA8WJEpVHTeh3yf9P//zhqkDwqf12jgrICSwc/iMz8JmfhU6o0vwogkMCOWqLIDciWpoTOXF1IYmrbpNltuCBSsrh1BQHw/6lQP4xA91Mb76gq4dST+Z3J47jX40x1U8yZk3in41o71qmKeqP8UYKq2dL+QlNOg4qN5cpfHAGqpjxRYmnaDG/foapPJAGhqUmVvt1O2fkueM+/LM3mlWdpoJOa+D4h28y2pGjJYZp6qKcnIu6sAYI3aSn3OQ+3CvhXnWAV5ywIk1GbvWj/8gfNZXqxd8vCe855lTE+OjRuwK67xgQqeNi3qtntEzNu6gVKslVFSN3A3IqXqthd8gev6k+EzEnsg9S49uHp2wfUTy/gmphyZe+G5Y7Dd9k7/rL3m6S1Oxva1kterJBs2LbaaaA3Yo0gJHW6BIMxBlYsaYGPEmxikzeNIMxfmIk1YgysM+62KfcRAJFBqnKT9grj1igw+42JFa4IgBirISZ1+krT+ze2zs7okV5dlKnYQrb0EUakCpr2zRVMmMLAv92j9f5UaUNlxjq9e6OQLjqyIeIxOC7sFgDuthTv36i+XTk6C5GaJF6U8OFsff435fzF1SzB9fyh0HCqebjAtchkWvOVI/3dXc28n/yC/80MX7yFv3JS3sa33S1XCjuzW1tzO1H5002vH9aPaYL8UD+jWPHs4cNgLdsdvUKOZpLTUqW43RC2kdKPkrHMnUWDl6D7vVLmhxSmX+ogc18btO5518YHwpVj5qUD2X1hcQkqeAuuxZQ+a1hjvR3KIc6csXboXc46DMXrpQoghMuzsqo2D1xexXsF5TpU8OPcthiDkKiqOja9t+7x5np+tQyHUkOANdl4ysvgqtuQysu8wMvcLckgL/cBuPzROkPZUWV5EAbBAJ9CqxxpR/NqfoWrFWYc59fjen9DTGekDKRJTYmrjjakVGpV5gJpjCpjZ1o8kAyJUcqwsnPbDKCynaEYUPU3pwlRNTUxBpRw2aStnzAu7BLGJ5Lm9xNndJDm95Lm/xH+XIIt7SPF5QFrE8B19cxlte17ha3xLsk4X5mkNcklCqJdTWEuqQhrglIZ7mzb6mrR5JsEcc9tYMyC0JdUg2U5KtjuYzajhN+KgIy2Yg2TiWw8FzuUSuEC9C0XwULcThQhYzHwMKEH6FQM6SccqFYDGGlvCxkgZmbh2Uw2Pn4cI8UJGZpbh1QZW6RZ88y5o23pE+0ZE2zZEy05UxwX5jQmvaxPo76+S1tzWK1gatiyFzvg0DREjnW8Pt9/XI/0P0ru/Pr9Zgfstm6L9yxF99/o+++XuIfK//Ef3yW/CfzEfWan2Qzl+ld9eqXGyZF9f7cb2lrUmmT7n9atTkuqHD1WPGKAOGtfXpzx3yuXXbODpxpDu5v/Nmb+vN7qqU/9Df+8xb1bWd6OwXfuQW/NUj/ItH9Fen8CNnYze/egxtmeEwLnTrF3qNy6z6oCbF4pq6qU/ZY55xRj/lji3hzv8J333i8eX1GYWLU/AlN+oWZuBrzladuSt6WtCKZAqxu1jtfehlHvb0EZfT5uapfYiSYqqpDh9ZVONCFGZRq/7sqbjV0wdvmNp949Tum2b2C50ZMGfAB9lnQ+3cDDMUZ2AcseAnjFicETllYMSZsBgzctIGnXZCp11QvAuIcjCO22uO2sF4O3zGjp7V10S4WHE2It5KXHt5fVe3/+g0os+nm2YO2jy1a+icXutndt4854uQ2V3Xz+y8bvE4BgKxSFO1wgGQNKZ2stRki5ora7ymAhbpK4dQQD8H/JWT8Xl7bXe6aiRdOF55agC8/ZPKrR+82NoJ3/cP6uI4b9Zw+skQmjlKDSyo55+q17IxnZVBejG1G1d5MYUXVfphdTtItsPqdlTpB9psPLVVQiqOHdi0bPynpVdC3fzkhtK96ppDFizWxTunB2Io9mkdeMKMx5qIaCvjjBu9bKiMtzHOW8FLBijxTuyy3EuhaVHLNi/sfHzniGWTOq0J/DB4RueVk7qumdZ3x/YV3CY+V2MGFCaR1cGTCgtzUuMPhcTsXZiwb8bl7ydc2zv87JaAmNBecdv6n9s/6uaR4SbouPzlZtWzEGvtLk3ZDgtwyMWKsyBRFijSDEaYmCdMjDgTI94ExpqhExQQaak9ZocizXCEFTtmx47qqveSL3eambt93CgzHEGxztqJ83ejAhN2DLmwf3LS2W9K8q8+e/mQL+U2mOU8owZRa5gKHaamCI2b0LghlQ3V2IU6N0uge1pE1GRB4F0IysZzchrDrlTOTkHmpNfNT3u8Lzf+LvtgITeokD+umDuOyZ+m1811Gxf7LEt9xoW0cYZb3MfJ/8gn+MDJ/ZtH9KVf2MPxsrv+eldram9HSgCdMsp7fBJ74pfiwQPqhw9Gho+oXb/RxK0TqAyA0s40+d5yJP4OR0IaX7XSyNK68Faqrs3b3OK5fbXwyreX3KBOkcuWF4rERY3ixyLsp2el0aeeHjug+ilJXIGy88pleItD56UstNhBJ/GlEWDjA1DJ4jg05fozq+PYoAyR2mC5C9H9pm/PL9QpuXptGrA+HVufxg5OZq1JxNdcQ1ZfQ1Yno2GpzC1J1dsTa79PQ6MfClNfiouxlqrKpMyCU9d14paiF+l5JUfySo4gSCltoZHMqrhdsawavpK0CBVypE0CKOSIzsRVOgilG1L4IKUHU7txNYWQFKhxIkYToEYf887m42H57GU5rEUFnKXFnGV/lCOLOfPy2YtyWUH5rFVPiCCIu7yteZ1TucUjDnFJQinpZkq62SENc0nC3OJwl3irR7rK07zZ17Db17jTIw5xSdc5JOE28T41ltJU9pBVUIFmc9E8PppPIHk4lstiFbCxfA6axwVzWLU5GOtZHSk00GZairfBpRhSRBClDVBeHZwrxLM53Fy8LhcWP8xT3o7WXV9jSJtsThtnT53oTJvmSJ+oz5ggvb1Q/OyEXAQ2q2242sfQuDq2KN60s19nRiHq3/RReq//Kf0aJv7CErwjI/hXUe/N2OLrn3o7s/hbh/vX93njT/Szh29f3OFk9K8f6Q/p/9tPvdd7/Yt+Mez7m6pWOVGVg0FSgNzJl/nYRi9fTRpxHi9sM9xvkGzwwLbhg1v7DZYOGSCY3sUdOZlOH+pM6UPd7GX5sRuZ9okt70sa6e7nfe6t+7ADIt11H1DCf3haAmjDJJ9ltsu82K1b0G5aZtEtZzXPes6b/IQ37hFreCl7bIlwXXJtxK6HN5alVy5IrZufyl+chn1zuexWXkNVQSNyF8fvgxX3a54VQADUwlH6CbUPUjoBtef1vIrGhaqtjSr9iRMHV87st3Hm18FTu26Y0Xd9YL/Jvf6UeHiREU+3QAna6kNG8LgJibWjZygowUBEG9FoMxRjB2MdYCQFHjHXHNBX7HMwImyMWDuQYGHEWaFYPRCvhVJit0z+5C+dpo0I2DF72JZJX4bN6R0yt+uWed3WzeixNvDrdYsmMzCCpbWWKymm2o+pLAJVq6q1UMn61lQ71lkd4Kjt6WB08VX1pJ8Mowtm1B/sUragU9miThWhf67Y8qeyVX96MaNT2/e9qSv96OdjzcxFzdyTIiWCqvQMtRtRu3GVlyX34nI/rPTDah+iduMqJ1dmbpCrczJvbVw4csPEj7E7O5SvDjJvLH2RPAu5u8rHO62tOqJhHNMARzXAERI4aANifKzz+uoYE/OMojxaXZsgqznta7wrLD51KKjv3djVu+Z9tWN2tz2LBqyZ3D1k5pB1K6aU177gq9SQTFmvlxeUpJ06uuzYllFnv512dveoC3sGJn03JPm7kZf2jEr4ZkT8nmGPE5dbWfGa2m+t8Lce1mEKPWxFI0xIlA07YUWjbEiUFYq2gHEWMM4CxliQKKomxgXF2qFII/SDonKH+Gmw7Fmo/Gmo8sUGE3OfBYkyg6dM0Ll7kYEJ2wLO7B4cuW3s8e0T94dPSby8N/9JGiqGBAYZKm9F1RZC48R1HoB0gDoHz+BGBMrSQrAmCwJ+AuEsrCCveWtizdxUfE563dyU0j1ZJ++wjxRyVhRwx5fwxjN4U7Wa2S7TEp9lqde0kDbNdEv6Ofgfe4R/c3I/dNd95hN0c5f3Mt7qTmUE2FP7tCePpOMC+YGdxYP61Q8dwB4+4tW8JWQ1KGrVsDROUO/9BUe+9lfW+GoUZlTjYql8AqW/UerNu12WuO+K4BZDlytoy6kvTXiS9G361V1nSmISs/YclWbc15ULmjIhcbFA9lJsA1R+uU+hobmtHi5hkCCmqqsVyTuSxPUU3uZgtJhYtt/NkenMkAwoJBVZn4StvYquuoquSsLWpOHrUtC16fD6dHBDErjxErz1Crg7vebQT+XRhRcu5J25QjvtAJHz6PnxoufHEMEjD+WjxbpjYd8+yXvaKJWJlDK+Us5pU4pIe53SylY6O1JVEJLCNTZEawe0TsRAoRrhS356EbqzkFiVgy8sYi8vZa34w/VI1owCfF4+a1URsb4UWVmFLm6sX21Tb3FLgl2SUEoaTknDHZJwlzjcIQmnJNs9Lcs8zeG++u99Dbs9kmBXyypKstXWfKj+1XV2SSGWA2N5DURRPVZEIPkQlouy8ljsQh6riI8WcJj5GPGMpxKoaSOtqiOhUpCZB7BKOUQxnyjkEfk4twCD85rrciuVmUm6O1u06YHa5BG21FGejImWpHHKlPHS7HVq4o5SLWOpPFUKN8Pi7fAPf2v9DZI+pIO2//2Xiv+X9Bvdujc2kz6kY8eFfHds8e2gZAfn+TtChJHXYdke5LWzz693n//Vq/LNnOXbZZ1fcuTrJO5flEj/s1/tF27q//4/9Xv9362fb4xpHa/1GxwJaV0C0s3WuQm1T6SgcY0dqRcqi59UTBrf2K+fol9PUb8ezQMGNI/qLwrq6Tk/kc4Y4Ezrbb/R03Sjm/7GF+7SrjTRvV34qbfuQ4/or976D5zCDynhJ762/rRpqts802Nf4tbNoy1BZv1yUDithD2+lD+hCB1cwhpTUrf5QnlC8I2fFqTBc9Oa5lzjLknCjqe8yi+pB/L46J1a9sPasnuvnhYyhSIdofKjSg+gdIGktyOMCiU9mJqS6PRHj+9dMatv2NzuwdO/Xh/Yd/XUgPE9/nwweLC85hKFnTMzIkzAMQMzwgxEW2tj9KwTWjRSDx43Acfs0CErcEBftVf5cieNRLqAKBd0yoOesQExOsZJLZQWMvnz//hzp4UTR+2eOzp8wheb5vbZOK/71vm91gb2WTu5z7oFMxkoj9BSZQp7rcrNUunq1WKyKVkFraCq+9I1X7uqujiqvqBfDKJzp/K+61Yxv1Pzhu701Xn0vfn0/fntiYvJ3ZNejfhbY/gX3jsjrOWLpaz4eiVAaLWo0QlpHZjaiStcmNwNq1wQacU0RrZaJ5CoEIK1M2z5ivFdflj4leZFpJV5jCzfrQG+t8BHjDWHLVCki5egqD5gYUWZ8GNG4KAFirQiJ43QKfjepvsnJqEPtmqZCRR04+iSnlknVh9ZHLBp3D/CJnfZumDYiikBS2cNzS+8y5e1wJImoglNOBn2XUi/pIOTzu8dc2H34It7+l7d2+/K7iGndw6N/2Z4/L4RL29u1GMJdm6Mk3vMBH1P4ceMSISy5iBFxNjxKAqLtqPRDjjeBsfZkBM2NIKqjnfDCRbmMRfvuI3YLysLI8u3yJ9tULxYq6v8xss5YwZOu4jEF9dWXt039MzugHO7R1zeN/HUzjFReybt2j7xfMrBWmFNk0mFqPWElsJ0HqbWDRqcXKMLFsiL8qs7OBLKRAvzxduTGQvSWbPThDOTinc+PHmHfayA+5oja7lTNOSsDo70mRfRpjkeaf93OdLL7+qp7m2+0915o78tpbc/ZTh9eqZw9lfNAwMaB/cXDBv+aGKg7NGLBrG6TuuF1C7kXzgS1HogjQ/UOGGVi1D78BaXWEXXIaqH0T+lboy/vT7h2tpztw5kMe7x2yrlDlSVFnak8fpj6SNE/7ypLpP3KC6vIvphxcXcF3df1ZSywGyo+EJR/LLjj88/VitojsrFM3iZpOV3nhY6pcNBKUhQMhp0DQ+6hq1ORNckw8EpUOgNbGMKsC4FXZvMXXmZF5TIW5cGh6e82pZ9K/7s3n200dEqb6iTQHgjJtXrnXoP3aK9+0MsnJJpwVtFVQ2iSomoUlLHlNhUdHOzjWgwshR2vtGNqIyAxgKbnKDSzDMpwbZHBeihHHTNY8HKJ/ylJdjCfE5QPmd5PrdjUDIon7MynxP05uGvcSRnQSF7UQE7qIC9ugBb/ghZBHJXNEtCbK1bXS3hzsYN7ZJQrzTE3rDa3RLilKx3i9d6JOt80lBvU7CrcYW/NcQt3a9lR3NLsolCJpzfBBWIoGIELgbgIgwuZKH5KF5IEEUcJJ8N5rPQYg7/laiJKal+WCapEetQbf3jZvgBm51bzytqRnPrnuUTjHxMWFDe/OCa5PpG5Y1Zhh9n6dLn1V9ZLrq7R4Y/kOubCY2pSuGs1foA/Xsf6fd6r/f6N+qXm2QdepuX+89QU9IOkfbfco7siLF4naH6NnpA5a5RuwiNG5XbWQa6Uu6qk9mcnIbqA/tZQwe2DhnU0LeXZNCghl69+RN7miIney6Poa73dqb1dab1tV3vYcvs7K/uSnO6+Nh/94g+okUftdf9krECoAAAIABJREFU3S34D2dTD696rN8402uc7THP92mX0JZlctnUCs6kx3UzH4umlrImPeaNKGja90P+jVXXq2ekMWbdqV+Y0bD8au2l2zWPczhYJgu/y4Du15Tdr3r1gsNrc+EqN6byIqp2REWjahol/TjpIUhHnUocFfPdoqk9N87us35K920Lh4fOGDzxq07BE796kb6XbrxlAWOM1YdswHEXEmeqPa6GosxEnIWINkKHNNXfKl7skD3bQZbv88GnvGC8F4y11UY60HN2zq3M89+M7fannh//eeX4IZsmDtgwoXtwYK/1M/uEzxm6ZcKADTNGrJ67AOU3Y6SWqbahbW6JQq9V4Wo4xAaMdgBDKLi7j/Gh5dnf6cqRjusDXs75KzfsS/ftSf7Hs+mS+fSzQM/TqXTRCtmmATWzP9Sd6+EuXylnpYkUTJ5VV61wIFoHqnGxdX6U9DAVFKyhWEYnobUy2DVbw5cFTemxZmSnqqRgzcsjrSXbZCXhhqrvzdBRioih8HgzdELPOK4Djunh4yb0qBE+oamNMVSdsDCO6iu/I6u+10GRFvR0/MaeD06uPrAiYEvg51tndN00pffW6aNWzx6VfPWMWKFu1ugzfkqNOLAqKnxM4r4Jl/dNSjk8JWFbwOVvBiftHXVu69CL+ybGfTOmJG2zlrhi5Z4zIVEOPMbIPGYEInVAhAmNtKIRNvSYDYmywTFWKN4Cx5uhuHYs3gFGmmuPmBnHKPiEC42yAz+Yq3eaqjfpq7f7hLEGNF4Dni84t+ryrhHXdg9L3js2YXOfa9+NuLBnYPT2gYd3TTh5MrwGe9zY0gI1t1a26KparISBZmldaLO6uKiyKosJ3UORLLAkX7D/Bmf2NXT+9fqF6WVbbiWk47H5glUl3CmP2JNfEOOk8tkeyzK/aYlHP99nmOGTDXMJP3dxPvAIP3CJPmjnfelHemjvfum6PtiZMtieOIi+PLV+aTfB0G6NAYObB4x4NWlCw/1sVauRL7Oixg4TOv+7bscddQRY7oJVHkTjgfRuUONE5XZ2o4nP1zOrxE1Sd4OiHauztEjbwUJh4qbLmuzGpid8VZn0xt6UO3sz7n5389Lm09d2X7i052zilpP3ou9U5OJsvomn9COks1ZlZJC63+qb/eI00ikNWpcCr0lGVl/DVndwZAq8Lg0KToHXXaldnoyvTuKvvMBefJlYmQaG3ajeVZKTcObbHY0MjPZ7aNpsp80ql95s09LKpsdnE0qjTz+9+OOlb88khCdc2n3p3LcXrkUmVpYgLRKqSe2B5UZQba5VmSC1A5a7WBo9qsKe16VkITuysZWFrOWF6PLX1Nih38GReZwFuezF+ZygAu6KPGJZEbKwnFhCCFapGjdaW7Y6m8LaJaF+SYizaa1XssHVFOJt3OQRh3il673ile7mxf7WUEfDMQV0gVtcRBRAcH4TWCiCilhwIQ4XsuBCFl6EEiUsopiLFXLhPBZUQGAlbNZTHpDDFDwVNL1s5pc04jkCPL+eKGqE8gWMYgHxqEn0iCstyFc+iFD8uKY1bYkkNait+LQSzlLIeSKtBlaaIbUL0/lg8vf6M73Xe73Xe/0P6NcNBCCV/x153+qfXvodPm7/4kOOar0d4aWYzofr/TVaD671sUg3pPFDKm+b3Kovfflq+UrR8MGtA/tLB/SRDO4v6tdDsqC/I2GS59owR0ZvZ1pfe2qA5UYPe343mtGd5n7p4XzoFX7cXvd3v/Bjl/BTtzjAT05oN87xGGa7jHO9+uVu/aKm5kllrEmPBTMeCaaUEtNKeYE/sQ598/CnZWnMwDRo1m3+/GTOusTaG5nYq1whO4vHvo/AmYyqgloIFNTr7JjahKotqMoOqx2w2o6ojKhag6mVzfrGU6e/Wzj5q02zegVP7rZpev+wwEHTe/xtZs9Ol/bMVlad9XIve4h4Q+UhKxBBwTFmIs5GxFqQ41bwIIUetsEHTYz9RuAABcVZmdGGqkgrfNol/JH9+NJ3IXO/+HOnPp91Wjd1wM65Q3fNH7hpYZ/Vs7pumN0zdFK3RWM+27ZhEV/KZRnqCFMzn2yWqUCy7Y6SOdMBDHBBwxzwAB/c3V3dt71shOz0Z+WLOski+9MvptuKB7Wc+1J++TPnk5F0xSp//IKyeR80xfzDUb7Y0pgq11cKrU2IXg/rlbBWhWpISKWESDVh1sNk2xM+tmrD7FnTeq2b+fXxtQH1BQdaH32revGtlXnIBh2zIVFWJMYMxRhqIw21kUYg0oyesCCRViTODJ60MqNtzEO6ih3Kih0kY78Kij60rvPDs+sOBw/bOqvz1hldd84aEDax35LxAy+dipHKNXUy8ur1xG+2Lj6xZ3b2+Y33Tq2L3Tri0nfjL+wddXrb8Cv7AqO3jjm0aXhF1hElnqRBzmqBaAo9aQFjbHCcgRmlqTmoZxw0gYesyHE7Gm1H4q1InAmJtjGjTLVHjTWHTcBxJxrjIeJcaIQd+MGB7LPBB/RwhAo4owQSb0YsTtgy7Oqu0dd2Db+2fXDyN4OT9w6+sntI7I5RkbvnxB/fCDHLRMpWts4CKGy4zoOqrQKF8XHpzzjywPV/cuTm22fS8fi3HPmSNV4im+WxLPMZF7sN832GGT7F8J9xJP+LdrS77t4XzuuDnSmDqaSB9JUpTSu7C4d9LR4wTDpoVPnEccKbd0iJTtBqftMQ8791O/4nR6o8iNoNk05Q44TUDkRuZ0us/AarTE4LmuzcVmeDur1NRgMF/Fv7bloKZeLHovo89qWwM7wcjldCk3WUXGRuYquUhFYmMEulngYVzSL9DJWdqbEiFufv5kgwNAXakIysS0TXJKJrkpF1aVBwOhicTgRfA1ekcFYm8pafxxZdBoPSqzfdq/y28PmZM5F7s5N/pG1+l1Zrsyj05nraL7E3Z1WkHyiM/Q69f1fOZLvFRk+bo41oeXjlp+SIpKe3K2RSJyzRMTVWloXG1X5c4cGVdo5ezVSXF/Bi7iPB+axVJZy1r4uR3MVvODLodYXyt3zIOYuz2UtzuEG5/KBs7pIcfH4xuuAFtqyOG6Zv3Ue1fONpCfeIQ9yNa2lJqE+0wdf4jbt5o0e6yiNe5JEs8LdssfATmstusgvLsAIMKhCBhUKoUAAXCNF8AVyIY0UoXkzgxSy0mAMXsuA8HMpDoDwEK8DgXATOIfACPlEkQopEYKGgtoiP5LOxYimW31iXW6nJv6HPPqzO2mt8EtWMPpNIG/g6K0C6IKWTUFGEino/B/le7/Ve/2eJ9CPkz9jxXaaE1b43aofV7W+fB5XtHXrzsvYOlWvctQonpnZXSMyY0qFtUjedvFQ2ZFTrqKFt/QLkg/s3DeolGtFNv3W4/9pET0pfKr23M62vJaWP+VYv95PeNNqjnf+Zi/8Xr/Bjv/Bjj+Bjl6izt20orQ+kTfM8+rluw3y/aaVZPY/gjXqOTXjEn1bCm1TKml3KXXOhPDL0VsHcFGzadXzGLXzhFcbuDLggn1+VKeA+4BEPkNqH5bWPyjEexjeIWXoJoW/BdK2YrhXTNmPaOkLLZZO4WI8kpe9fPrPr9oV9ts8K2DKt367Zo1YM6z7h8047Z/V7nrRdVXGynXfNAsYZak8YGVFG5JQFjrcwI22MYy440oVGWLFjFvw4CcWZWGdJLEEnuCzBr56ODuoX8Nc//aXT4J6dgqb2DpneZ92MHkumfzFn0ker5ny1eWGvkGWfnjy5EhHnlElu1bTeYfCShNyIVm6IpnaAB/raDQ40MwbboaEeaKLvxWjh0b9UzOzkPDePLlrMjf7i2axOZYs6SS928Txe5D+/tGR2J37MB/ayGQbBcVHTVUCSjRuwGl0NqAMAEqiWV9eqGbiFYCpr8tAHJ2JX79w6ZsGETgdWdyFrom1wnI99kkIi7Gi0FYkxwjFGIMZcG22tjbEBMTY4zsQ8YQZiLYwYG+OYpXov+SKs9dmGtrKtCiTuSFiPBxeCdy3tEzr589Dxn+wM7LVzWsDycQHnIg5KW9paNDqQALMeXit5kFCWGX/x8JKI7ePj902K2zPu1L6pcbsDo3ZPL7h9qAm9oxHcl4MXNYxTVjCBAk550HPm6hOG6kNm5mE7fNiFRzqJWIqItWDRZixKWxOprTmqZx6xQBEOPNZDxLvRWCdyws067uIlyJgJSvyGkshMOrwyNmxs4reBF3YNT9wz8nx4QMruQWnfjbi0e+T5vdOOb5mUeuoIwYJFWguh9iBqHyizi1RUSWFlVRYDuoeimczSPMGB65y5V/H51+sXppVv+vF8KnIyX7CmhDutgyPFbbN/wZHOui/fcqRf8Ek7/rUps7PzxkBn6kB7ygD62iRpSK+64d1bB41UDBldPW4McTlR06wVtppBlRt5w5GI5k36mtaDkH5Y50U0ro7EQVBFIUonS+7itXmaVT5CYiHktgadT9RsKUp/lbo10fVI01raJCtqTNx8nlMiFDfYCImlTuuvU7gVOlqqpYWadkLtYSqoKrmthrRDxt/pHPKWI+HgRGRdIrIuGQ5OA0PTwdA0NPgqEHQNX3YFX5oEr7oDb79f9m3mk4NlLzIyzsZdO3zB1uigje2030r7G33mCmHZweayM07+M1ojpSmKcvlVlE/hpd1OujC19Pz2S/yXklbSi+rskN6NKv1ctRtXuVlGCrOInklvZOLbHqBB+azlb/rai99pbf9vOZK3LJOzLIu7PJu/NFOwMJM3P4dYUoCugFjfqBSxFkW0VfqdtXmTo2kdLQn1i4L9jXvcTZvckpUe8RKfNMgn3a1nXeE/esAqrEULcaiQBxbxoEIBmteA5gvRQgwpQMECBCrA4EIcLebgRRwkn4BzMaKIBWZDzEwIzmNhJXyomFtdQlQW4+wijHgkrc1rZmWDysIs+YPIxgf75K/iWVgtIGp62mR41eZh67w8pRlpMaCa9/4+7/Ve7/Vv0zu+Y2/UgYkd8Uuk851AJjdMen+Bj28JEiFphKTf4ONb1vRBFrpWSeFaX02rSaSyaUAOumEr2megctjQtoB+8sEDhQO7Nczq5YqY0J4yypPRy57Wi0rra0nrbb3fy18RQPO6e4Ufu+r+5Bd+7OZ/5OJ/4m7q7VONo01z/aZFHv18j2GRz7pW3jarBhvxFJ/0hD+lmDelhLMsn7P7SEFcUMajGSms6T9y595Egy6Vx97hPs/nM35is++ysAfgywclrx7n1nIKq6SFL5tynzXlPG3Ke9KY/bj+/pP6H5+L0l8Ikys415Nv7Fo8/R/rp34eHthj49geWwOHrhnVd8THf5na7a97Fw66dXxpy4vTbv51Jy9Fj55VM+IMQIIDTHAx452MGCsQYcJOWHhxbXi8jHNSAB+Ba7/NKVgfsrNLjzGdBk7/YNnyL7aG9d+2ISB8Y9/N4b03be95+Mios6cCb9yZW1C+85nweA6x8zlv97PyFeya6UpimJXxtQf6nKrpoanqp6geZoFmeF9OEsd+UTa1k/f8yvbsIPDQF0/n/O3l/E51cZ/QTxabjs98Mv9PrZc6OysmKsGVzJpV2eXbSnhn7hERmeyYXFZ8JhR1F4jIxmPz8Lifqg4/r4nKztsRc3xk6smJdv4FCo1zITHm6sNmONIARRigKDMUQ0FxTjCOAqOtQJQdOGGuOW6sOmyrOWSr/lZftl3xPLz15Xbxq4iI0L4vbn1/cO3IXQv6bJvxdfC4T7ZO7xY0+YuzEZubm5CmNp5KJ2xoeM7HHj7JjrmfuiPp/Opvtg6Ij56Vkbjx5IllmfeO1ItyTWSFXlqkwFMM8EUb86yjJqEdPk9VxRqqDhqrfzDWfm9i7DcwD2lrD6mrDiiqvtMBUUbwuAU+YkOPOdBIJxztgGIoMFoPRpo5l2R4ukr0WNdce+fC/hNbpl/YM+v0/okXv594dsfwy3uGXftuxLldQy59O/HK9zMjw+aU5GbUK5V8jRuQO0GZlS+zPCqqqMxmQPdgNJP5KFfwQwZn3hV8YUb9wrTyTTevpMCn84Xri3nTHrEnv2JPaG6d5bEEdXCk1zjbqxzlrO/s5H74miOFH9Osrubcr5w3+jtS+lNp/ejk8YrwvoJhX8sGjSAHjWKOGsk4EWtqVDW2WgGl683Mrh/R+DoifEGtB9L4Ib27gyMRJQWpKEjtQkkfQfphibXOQiMqC9pmaJBYntysSN50xZ6v1D1RiH/iZIRf5r9oYDcbMbOfafBXSi3MFgpopQA5BasdCOmEVS5I6YaUv5sj08HgNCg4GVmXiKxLRIJToNA0cHMGM/w6vCEJXJWIrrzGXHELCM+uOHTrzncZ175N2flt4rajSdvOcQvqDRKnzaSgvezWhpu8oijhkyRHE8dvtDlpmuuizwDcKEZdVROpltAPjucUni7QKO08k6GGJFGDmyW3oAonpHYgBhWTrCgVnc5ENmcTwfns1f9sbXOW/+8hMp+zPJO/PJu3MpuzIpO7+KFgflbdwhz+ihzW+grOMak2g9TcVLWcJcUHjU1bvJKNPtEab/MOd/NGt3i9t3mtvznEJ/5BgyaxCx8ShQBaiENFLLAYhwt4WF4DlifECjC0EIfzUSAPgQowtJiFl/KIYi5WyMYLCbyQQPMxJA8F81GwGGeUYlXFCFEI4E/qGUUNrEJUWpTHuxVVnboDyj2Ms2pqBPXFAuXTRj1HS4k0ZlRuBsjfuw/1Xu/1Xu/1365f4cjX+gVE/vIFHdOToMrZoY7pSYi0Q6QV1thgjbVDkJ4qa1GjeitXY1TI1NKHORXTZjX9L/beMzyqet/79tl9n3Of3XUrolhAUayIXbBAIKRMJgkhdESlKIrSpAko24JS00MSSJ3JpBIIJCF1yup9ShoBUmfVyaRNXVPW82IQ3XvrOfuc+37u/eLZ1/V9kWslV9bMSv5rPuv7//1+34cesc98eOj+hwZmzmIeun0wZWbom+f9px+Uc+9xZdw7lXnveO40V/V0Bb5P6bxd7vqFv+f/CXT+ym/5tbfz94H+mWHpxfB4VHAsWnZEBceWesbVXddeaUKfvEy+fMn6fJ315VomtRDds6nk6OKs+peysFfPWhdmwatPtGeU9ejLaegsyhRhiLbjskZzsT6jHj6qwfcWIx8WIR+dRT4sgLflQ++dBTcWmdYXG9ZcgD/R1n+wctm05Pm/WT//zjXPT1u3YNbyl2be/6ufzZv2H8kv3hfz1L9vjLmn5OvkbsMXI/TxfmQvjxxwYZ/KyGEvtH8C2SuRezh6T49lB4FtbDOlNsFJF7GkEr0qX79SR37UgK5tJd9ugtc1k2810htq0RUN5Mp2ek0DueJKz4YyTF0MLGrFVUjb/H7DHBG8XTZMk02/c3f8WTDO6Gx7eMT4iq/1BWfW4zWv3Hb1g9nKpUUTNQ91/uXPtiN3SGUPKS1LCdXd9W/cJqbdFWx5fAJ5oRN7qdawSIMtL6NXaojUKnJNNbmmDFpeBi2vItdeoN7Uta+pA96ub3+z7cq6iZ7PJePO0daPvIY9TnC3BOwWTbvGoD0eeJ8fOeCF9rjA3UFi74Txo7GODzymHUF4jwzvnQT2SIY9k+Dxgyn3g2V7Pl41d+lTv0x99fdJr/z7yoW/T1j0k78cXEhRBTCa191Z1kXn9tsKsI6vB6/lAtDBrLPq8y0fFtduOVmwjukvMw+X9wzqenryrpHHHeQ3LvhLr+EvCvSVrP90wvTxBLBz1PSBZNgqdHzAtW9j27ay7e9OwAemkH0edJcH2eGGdrmAvVPgfhd4cAg40I99PdSjGRhodTpt7Y1nP90Ws2f9M/u2zD20+ZmjW579/O3Hv3nvyePb5h7ZMOfrt+d+9tZzWce32oY6O52TwNAoxk/S19krDYYIR+JlpnqddUcWvejYTY5cmXv6FPRFpW1FLfPyBeq5Znre1f75/vH47ziSe8LXfYfP/KtA5y98XT8PdP5KoW93Vd/lzX3AnXa/O/uBcPpT0paZ9Ow7+h94SHzwUXTO7JZ3P5jsGukfmoLZCEcqKKcgQhCUfIDj2z4byQcLboxzo6wH4jyg4AfFICSF9YOTVq8CsONwv8RKiqXtRs6W7Lrtumva7qaDNcXv596AWKxvFHAGm4anIFG52bLJezHOTXIehg2Y7SHL8D/cr50NpmRByelwchqSHOmwyQRXZQHrcpEVWdiybDIlE0gtbt1aVLL92L6Nmbt3mI7qOovaByrMA3UD/dCIub2p31iE6HZbq08w9Rp3/5DXIdv9inbQ/mpO6ZNplau/LhrmFKzUkr75C7j9CjAIIu4ezD1kEUVmzAU73KhjnHb2gwP158m/aJD3dNQyHa3WMbHfKk7HxOp+vD5Sa4nVmRN0tFpDL9VYFmq7Fpd3JpYzqy7Sh62Oqj6p+epw7fWBDPu13e5rG+XuVP/1N319K+VrKwJXV4Z61wd7d4tQOlFRSlRBaBUJVdNQDYZW40SFldRZyUqcqTXj1RRShUHVKFyLo3UUdp5Ba2mkkqDrGLqOwSswqByGazC4FjdVI0adyVhDGKpJrBrorr1I63KQ86fNYGHndcZsZzv6nQ2dHHSD7xqdYkYDevZf+SL/0r/0L/3T9P3OGIiTb7XXfG+CgfJX4hSEu2k9RkonI/00t7LjEdGFSi7M4cadLtzpopyCkevHx4aHJjmnGTfv29085+Frj8wamfHQ4MxH+x580Db3LnHbE4GMuZ6TM+Sc+yYz7pnMmj5ZdJe/8W6Fmhbs+q2/+2cRjvRZf+3p+ZM88lho/HV5cqlvLNrviApPxAvCUqjr+UvEc/X0gku2Zy90vlrFrD/R+uW6s1kLsy+9kgsvOtu95CS0Ld2o0V0HtTRZSFrKcLiy9XJN0YUrR6uBjwpMK8rw5cXEikJ8xVliRQGeeg5NLkESNbCqzPimrmPjux/OSln6H6mv/a/UV36b+vqdSQunL3jm/t/97LZnHvl5fNQdL8+77YV5tx0++AyM7DWT73bCm4bBrePIThf28TixaxB73wK8rYdTmkzxF4DFldCCMuhlDRldYU4tI9ZogDe04MIS0+vlWLSOidNgi8uRhRXw66XA6xXmuFL0jTo4CtBHDRoX+pDnJlrv8Lfd69Hf7tXfPYY+ROnn9JpedOvn+apeRN686/Kin4x+NVdpiFWqFimXE5ULseyRB9rf+AWx7vfhiseU9kemoFm9yINN4POl8Ktay9ISeGE5ElVLxlbiS8vgKB26pAKLriCWl8DJFXBqzZXkXmqHA907ZdoXQj8dR/dL0Me8aYdk/GgC2O6BdnigHW54uwd7V2p/U2h522X4KIgcDGJfeNAvxuAjE8DXOxP+eDFv3cFtz7z2wm3bt805nb7kZMbC03kvni2NNQEfI8a916gvrmGf9qGfmTsOWqmDOL2/zvB2Wdv6k1WJxyqSdcjOEmBbJby7Ht4BQDtukAedxJEp6IgMf+EFjriJgy583yS2exzZOQZ9PAHtnYT3uuCPJ6EDbmSPB9npQXa6oY9d0IFJ5NAEdpizfdHDfNU3qLGxDazPcnXoSm76W3u2PP3Z1rlH3nnqm03zDq975PiHz5Z9k5Cz99UvNzy2/63ndu9IBDuRrjEXyrrMziDeIzTVwy3l+ghHXiq37sqko77Bo7J7ojJbVmRnnTB9VWVbFeHIFubZ3usL/OPxgdHFvtGFgfHXgvzT3t4/+6y/lrt+4ev6udz1C4W+3Xt+ujv7vonTM9zZ9wXTn3Bum0U/esf1+2ZK9z1EPTr70uq1U+b+/sHxm3M8fogjAdEL816Mc2OcF+a9JtFvEgMmMWDk/JAog6yb4fxX7YGBXl99nuHkB7mH13956r0MoAwdtyvUgMvE+xpvjOGSgnABhPMjdjc0PIEOT9Ksz8aGbSP/cC5irmlFNpAasSQjyoRSMqHUNJP6BKxKJ5KzjKuLL+3IPb4jc/seOOf8jcvdQ61WR6PVXmW9UU/3VtX0nPnq6tlDgy21V9vbxnrtsuidlENXOPubuoYl2Zd3FLaCpMt6ue+Ld7bqyj7TQl/UDxZV92lQHsImbPD4ACJxZkGwsV0dvZU69IiOXKmjlulo1bcQ+V9wpIZeUmlW19DLKqhYLb2w3La43JJQiq/QEodhoZGWOhmuu4fT9/fnOK/t9XRt9l5/x3d9jXx9dbBvVah3faD7YxHKpCu0ZBWEVZqhKhtcjWNVGFlBU+U2Sme2VtroKjNWhUPVKFSDQedx6DwB1ZBIJYPXWOkaC1lBEzqCqqSIShKtJKCaTrDGDFajSLUJrdajl/VmkrpmH2B4nnF4UT7Y1utstg2iI6PMaMDE/qO+8b/0L/1L/9L/cX2fHb/foP1DifA+RPBhooIKYVQMIYIM816Id4HcBMiN485xzOnEnE50VEIcPOywQ9IwKA5RYzZkwgwI8MAwwNacgROjoNn39D4yffi+mddnPdw9c8ZQ1AMTR5725MzxnLzbn33/RMaMsaxprvK7FOM0xfJHueeX3p6fyj0/k7t+4en6tff6n4Pi3IBrkWdyqdu52DcaFRxX9Q0saGKeqje/Ws+8dt48t67rjXLqnQOV2SvydG/kNLx2Bow+0xP9BXDwDFJXeRUqYZgSM1OK6XUNl+vP1bcfqQLfKYQSNOTSUiq2iE44RyeeoxOLycQyTK3FVCWYWoes/Tzz5e0fzlyv/o/U6F8mRP0yKuqXry380zMv/CR1/YPv7nzi8LFXi+tW16Oba4A1TcjqDsMam2mzgH48gR0Q8X29yEdw+9uVDeqajuQ6NLGGjNYSr5eRCzVErAZNqKbjq5h4DRWjNavKLQlaOr7arK5jEovgxWVE1AVzDEgmNxc9fVXztNL2gtL6sL9thsdwj0//4Dj6BNj+pA19eRJ+1NPwlPPrl68s+EnLy7+5vuEJzyfz/V8tHfxoXuPLt8Erfs19OVtpfCLQOsNluPOa4U6YWHCeWqS1xJahURXYkhoqVkdEa/ElWnxJCfSGlo4voVW6g8B2AAAgAElEQVQlVHJphxpF3x2Adjjh/X7803HssBM9IEEfi8D2MeOHE6YPxo3vOY3vCh3Jw01qrnnNpHGbBzjghf7iQr8YRT4bhg/lffXSpfOrNbUph049XdSQVIuvLzYm1qIrKluSWzo2WE3vO5hPPNbPOPiT6/r9Xeh+HPuosjk16+JiLbauyrIxx5CYbUw4ZUo5B66oNi4HwbcHiN0SdsCJHBxHDzmQ/RLysQPZ5UB2jUF7xoF9LmC/G9g7AR+chPe54X1ueL8LOTiOfebAPuXxg9dt+1Byr6Hr64berLb+Uri/uOriti+PvFDw9aJjO+Z+senxz959/PPd84pzkqrzVny9/ekD217asS+hgWoiRRbhHKQ0hfXY68/rIxxJlJoatNbdGXTUN/jirJ6ozLbl2bnHjF9Xdq2tZebX0c+1MM/2XJvvH0v4jiPFuZ7eu3zWX8tdv/J3/0Lu+oVC/9F/4V5X1v1jJ+9x5dwXSJszsfNh+sm7rt73oHTvg7bHHz6fmDRB9t24PvqfcCQoeGHOg7IemPMAvMco+PSizyjIuKRAbAAZkWk+DF2d7OUU2w1/OzjY1tFDktzgYKBvWIavT2JSEHUokBBE7G5U8CCiB+BdAO9CBB/O+zC77++7an5wftxtZwzrck2rssDUdDg5DVGnIep0RJ0Jq9Mg9XEk7hSZlAWsO1f70alD20r2HJMB/kZLX98VlKtu789tajiUc2nfwdota4ZLTvZeaqUvgdbm7jGrQ3ErQ37l/HVvLuI/b3UD6BjTaPvknVXnL+/La3/ny8bVJzu2FcKf6WxZ9YMXW/txvP9Gv5PrHUNb+vJ05GodlaKj1d9C5H/BkWXkwmqz+gKzooZU6aiFWvMiDaUqgpcVIAc62GZYZAlxssvR3zd0Xuz7Zqpzp+f6Zs/19fL11cG+FcHe1aHuXRKYba6sIisRrMIGV/bA1TRWjVA6mtF2MdouRmMhyym8AoNrMLAWAepwUy1uqsXhKhtUzqBaJsKaZp2FLGfIcgas7AcrrcR5Ej2PtVfhLZe7AVoihrwd3FT7sAdgFeOA77Jl6Er3EGKfIoTAP/2D5F/6l/6l/9/q7wnyJkdKY4g0hkijN+VwRIQ5Rcwpok4WcQ7Dozdg5zVo9Cro6G7n0DYWah42NfS3XbzWdL63vrqrttJWXQoVlJpLcjqONTd8jRxc1/rUDNujd/c9Os3+4My+WTO7H5ouLXvEfXLuZM5Mf/p0f+YDExkznNl3emumKchdYdtvPN0/9fX+TO75mb/zp97uf/P23x10Piu7FrsmoyedUR5nVGAs3tLzwgXy8Yu2N+qY12uYJ853LyzGN35YWJqa2/BGdvPruaborN7Fh41fFuCXKmyGApouNOPnwCuldRfq8y/oD1dDGzR4ogZfVIIvKaJizlKqs1RiEZFYRiSVY0lFVHQlk1oDbbjcslFXnFhVklyuWVFYvipLsy6vcn09tKvSsPkisbWWeluDLNOS6nLj6kbjO53Y3lH66wn8Gx79sg/9DAc+bkMPXkF2VhjXlpniysnFGvy1MuSNWjq+BHm9jIjSmKPLrEuL6egSfEkFFV9LJVzoWV2GLr5ExsNAYu72f6v74CfS2RlKw6MB/Uwf8KCn7SHB9FTblact+CsTxKyJlgd9JfOdhx/H4+5qf+Gn1KLbGp+77dJLv+xecfvEyaeUmtdCLY9MNN7uh6fZoXsoYmEl8GopGa8lVdV0og6PLUWWaIhYnTmxDI8rJaNKO1W5eExBR6weebsTeN+BfzJBHHIih53Yp07skzF07zi0Y8ywVWx9x37lzaHm6IGmpaJ+jQfZ4QEOuMDPJrEj48ShQesBM/VhbUtSBZCsQZK0zLJcOCoLfa0ESbxifruz++NhaifbvnkK2jkOfeKznhggPzO2bqpqTNYBKaVY8lk0vpCKKzTHpNuW51uSi4xLL7TFm9HNA9iuYehjETsoovslfK+D2DNG7J/ADk7Bh9zgQa9p/zjy6SRyyIUcdKOfTmKfj+Kfs9inA/gnhrZVF9vWFndszDZ8+E3DuwWtH1U1bz6d8UpZwZKje+fs3/zAVwef27v/yaOnXq0+/+bRIy/k58Wkl65t7NYY7UDbAGYaMVMDlsbG8806PVj8HUcuvsWRWXnHjMcqO9fXmOfX0c+1mp/7K44cez0ozvVenea13eRIf+dPQ8wf5YszJjPvc56YPpU9w5f26MTHj1ifuafv/gekex/senx2VWz8GNrVd1X8T/a1Yd6P8F6U9YCs28C5OgR3h+A18F6MDVKiAg/KJKdAQzLEBkysH3WGUfsEJfpwuwcecFlGFZiVYSnQMeKC7eOI6AIcrnZxqkWc1DvcgMMDiN5/lCOzIXUWpM6E1emIKh1RpSPqdESdDieexNTfwKpjQGKW6c2ylt05aR8ef+9d7c4vga81lw5mVn9wKGP1utxdWyr+sj/v7XdvlDYy9XDnhU57rb2vpLunobcfGRLNE4O0e9Q0Ya2l8w8f+/rQeyXn953Tv3+sNfEMszodWpVhWp+l31Rg2KVFv7rUlddhr4adjQY293Lf5xX0expyVbk5saIzrsy8sBB7pdyySGeOKqejy+nYcjpWS8dqmRiNOaaya7WWWaYlVZXM0mpzVAW9SEvGlVOppeBechQwj0vQiAMXJDM/YGOJLnvz8PVTjuuHJnrXyzfiAv3xvt4PJCyLqijCdDhZacMquiAdBVdC5HmYriWxchqrItG/E1z9AwdvfqvKDFfQRCVNV5nhClx/kYDwG528B5EmQHESkqYwh884NHHRPNzQLRITCmD3wLw/ch9HxQDIek0j7v80auz/48+V703exnkZ52VEkEFRhiXFyAeMfAAWQ6RDgTgfOq60OnzocBjlQ7Dkj0zYR8UALAUg0YfxCiYqkCibxAAghkA+iHBBSgj/1cTv7wkbCUDjil4KwLwfF4OAFAQdIXjYB40GEbuXFIMmPgCMhCycQrChDsFvdARNfAASQrAYNvEyIARgSYF4BZCCoHjzfx0Ug6AYRIQgzgWNox6YD5CcQvBhUPBDUgAXFXxYQXnZIPlNvIxJYZMYgMUQyocMYhBjgxTvR0SXQfJCQogaVlB7qGMs9O3whRD6N2/h+5fxe8dJPkAIAYIPYULo1iIExR8NLYSEm4Hdt9JrECGI8kGAC5hFBedlgxSARIXgFJAPdogyMiIDvAcSFYRXMNFLSQFIUAyOSAzrzVnlOBf6doy5fKvp75Zu5uj8UKg3yocQ0YPZfbQ9RHJhQAq2O/xGhwyKQdARMrIeRPDBkh8ZU4ycjAlhYiQISQET74N5PyUECXsAHw6gnAJLCsIrkF1GeRmSAiZn2ORUAC6EsUHQEUKEIM4GcDaAcIHI2ye4IM56ST4ACaE2RxAZC2PDXpIPGRwhTAggnB/hArikmIbCiKjAYhgS5b+f3P5/a+76X6/KH86e/t4lFQMR/c26RsUA7gihYgDm/Zgkm+wTkXJDmPdCnCdyf4B5/8359uL3Cxb936dA0qHgooJwQWgkCI0EYXsIYRWMVxAuiHDBm7tXnB/hApEj8IgLZT2k6GOcPvO42zwxbp5wMBMiOXaDGOtDHTZIpEw8ZOD0HWxzu72pabjm8oCu7npJdW+uznpSQ36pRQ5pwE9y0F3ZyPYMZFs68t4peNNJcPMJYNNx06ZM0+qsjrUF+k36i1tbEuYws2cMzXqEnf5o/30PW++7y/rc7e7tTysn5k2dmBHIvc+fc6c348/ukjuChruVzjuVrv8VtPwsbP1V0PprL/MLV9cfguJc/+hCnxirTCQFJ5Z4xl4RHEugnscuMk/VW56rJV6qIuaXWmMzoM/i8zWx2d3Ruf1R+dSiY+SmE1RxCdVWRGCFGFyMGUrwxuqL1S2flsHri4kVJbRaQ0eVMUsKzXHnzEnnmJRCJrmMUmnopWVkqpZIqcKSziNJdXDyeSS5CkuqwNUVljU6akMFtqECS60iYnT40jI4uci4oQM+RqCZPVC2HUx34hkSemYY0A0CrZb2espwDoFONBo3VaPzq22vljIJxZZl1URCJRlbQUdX0NHldEw5HVtBxVTQ0RoioQyPqyFVbUjSlbMvFq/8+aWo2/h3HnQff2o897nxilcdiFpveB40PCYaHgm23B9ofkxpfDJU8ZiUPr3ns99c/er3Y4UPKQ0vBZpnB9vnKC2zQ033TLVNHzM91AfPvUK+UEMs1NKxNVjyJTi5glAV00s1VJyGTqhEo6uJhHI6qYhUFWGqOnQZjW/mqT08s99BfeEwHZsC0xyGg17ikAva6+z40F63zGF4W0S2j+MH3PC+UeNOJ33wOrGjBVhdDyRVQNElWFQRFV1iji8zq0uZhHw8sQxObjCttAIbnchuGTvkQg4K4J6hrk8p7MNL+lWF+oRcNC6XTsij4/Pw2BxKVYDFF4OxpcZ4rXHZeWB1G7YBJjb2de0Y6N7L93zKEnud6D4PfnDM8PGk6eAEuH8K2z9l2y91f9xn/Qhj3m/GtlS0vllsWFbanlzSkVwELM/HVuVDq/Jbkwvq4jNKXi66sDS9bEHRRVVZg/pk6Us59YsKjaqTlxLOtK7LN27OML15CtqQB++q6jh5+VJJh7YFL0WQQsOVys7dmdjiE+CCdOaNPKM6v+iI4Zty2/paZn49+cIVYp6tZ75/PMU3ujA4vjg0+prieH6q5y5/z2+D1l8qlp+Gbb8IW34baP2zI+t3U1l3T2ZN96Q97P7sib55f7j+0L29D80gHp1heOE1X23H0Mi4nvPBbABmAzAXBPkgKPgh0YOIU4g0gQkhlA8iXBBmA5EZQJjoxyUfOOKH2QDGKxivoJwCswGEC6J8CBPdCO+GWDcw7AWGfZBdRrgAygcjscwIF0DY8M0bBe9FeDcuuDDOjXF+jA2gdhnh/Ag/hYpTqOCJCBE9sOC+LQKRmfC3EAknZkLJmVDyCTThBK46iSaeBpafaduYr30/+9gHmmOHMne+n7Fna8nh95vOHGyp+aYi45O8rdt7S1tuXCSHL/VARxtLN584sfVA3mdfVBzLKvg8vWD/0TOffPrVro3Hv9lQdmVXAbj5q7b4k2hiNpmSgy7PNq3K7lif27Epz7CtANp1Dt1Xbf20yra33LxVw6wpZRLLmKUa82KtZYmGjro54oeOLadv1k2Wm5eWUrEleGwpvqSSiq6kF+mIxeV4QjmxqtCwG2INpMMJ2l0Y5yXtY4x9oIuzDQxf4oZLhWuHxvo3TfW/NXX141Eqt+v8ObISoarNeGU3rDXD5QReTZBVFKpl/gcciVQytziy4wIOYjesrAsRp0BxEhSnUMkLjEw1dvGNPYKJl0HWiwhypGIdFQMQ5wPsnn8iRyJ8CPoOXyLJfjIkypQgE0IAEWSAk00jXotToUb8lhEZE8KoGIBEDyy4Yc6DcX6M86Osp533gIIXE72Y6IfFECQEMc5P2X90XibA+wy8F3HINOsjht24IwDz/k5JgcUQycqMFIYdYVAK41wIGfahoyF6xE9xIYIPw2IIHPUDDg8i+Egh/G1f21+lCEY+7zEhBHEyJAQhKQA4fAbBDUgywgUhKQyKQVgMmTgvLgbRES8hKUYpBEsBUHAbJC8mKhZWoUaCgOD/bwRq8yGEDwFSEJC+fQ1cAGcDhD1A23+YIKH/hCOFIMYGELsXEAJGPgDZZYbzX5UCwwMT1+3jmN0H2oME78FZr8kehqQQfiuSkQ/hXIjgIr9Txrkf4Eic+1GOxKQgwgVQewDhApAog4IX52WGDWB2mXYqIOuGOA8w7CUkBeBk0BFAhCDIBwAhAEkB2BFEHEFA8Os5DyQFQMGNOTwI74ZZH8IFULtMSSGIk3EuSHEBjPODgh+QZEgKwFIAdkawO9Qh+BFHkB7xW9gwxAYYKYyzXoidQkcDoCMQubaQ3f/P48j/U+tOgbkgMOIH7TLuUCKsiTsCqORFhEhHiz8iwO4D7J5bcxxvJcqgkheVvMCwGxh2g3YXzLlQwYU73MSoi3S6UXEKFSdQaRQRBUTiEMkOi8OwOEyOXyPG+lBHF8DRHcNwy0BH4/Wmy30XL17V1vWU1XSd05mzSskThdgX+dDhPPBgNvB+NvBeJvhuJrQxG3orF1yXD6w5C6zKJlZlEalZREomnpyOJaShqjREfRpW56CrCoyrdR3vtBWs1C+ZbXvwnsH7Zo1Mm93/4EzrQ3deW3KPf/+zwVNzXafvk3Pv8eXc7sm83av9cxi4W+m6I9z57yHrz8PWXwUsv/KZf+XpuSMkPSM7FvqFWGU8ITix1DPxaj+7wNT96EXzE3WWZ88Tr9TQUYV0ytftXy7OKluS3hmVdW1RDh5zjNyeYamutAAaGi1CoBKoowxsqK2ubDtQhqwrJpaX0GottaSMWVrMxJ1jks8xqcV0Shml1lIxxWRSKZmoIeJ1eHwllqDDEsrxBA0RX4zHlhGJWiJZhydXYcm18Pp6aFcD9BUOV3cil/vBBha6MIrVivCFIX37gJGyNGN062XMUNaiP1gHJ1XRS0qYmGJbbCWZUEHFVtDREYukgoqtoGIrqZgqSq3FY4qBxZeMarptdWdejOmdB87Pv61m2W1lq2+7sO9O6lLUFdMCEH6OB57wtN/vNt0RMN6t6B9Q2mcp7Q+FOx4Kd8wMdzwg6+8PgjMV4wOK/m6PadoE8OANcE4r+nQV8XoJFVWFqy4jSdVEfCkRXYZGlxJxlWRsNZ1QwSSUUaoiLKYCSmgH19Lgpk5i+wB9cAQ9MmE5Nc584TF/6oI/dhu3uw1bR4H3R6BtDuaTUXrfCLazj9wFghsrOtTlQLwGW1pMLCmiYoqphHNYQh4UnwPGapCkFnydhdo6zOwS6P0cuW8E32e3Hu4jd8HwxnpwZRmcmE8kFDCJBdbkNDTuDK4uJJOLieWFWGopuKzKqL7YEW/QJxsNKYhpLdG+th96b5zcJ4K7HdDBCWr/CLy1x7gG18d3dCxpAeLroeTSNvVZJKkATsxFknLxZXlkaj62/ByQcq49uaAtrgxIKWhN0JpSa5G1Rc3xhW2xpZC6DFIVGVR5HaoMU2waqsqB1mg69tY3nfqOIyu6/p4jNZ0RjnzuCjHP2jPfO5H8n3NksO1OKef3ruzpk1nTvemzvX95qu+ZO67Nur975n3YrBkdzyyYKG8aHJGMogdmZZgNQGwI4EIAFwA4+WY0ADsFsW6IdcOsD2Z9qODDRC8u+RDeiwo+TAigvAzZveCIB2LdMOfBJR8m+jEhhPIhTAhjQhgXw4QU+g4iWeVblLzpdGKcF+GnEH4KESYRfgrh3QjvRgUfKngQ0RXB2dvSEVUaqoos+whEZoGpWeCKk0jCaUJ9ilF/g8SeMCTldbxVdOn9ospttQ0Hyut3Fmneariyq7pp7+lvthTsOijWX3U0XL2mo8699XnhB/syD7+fdXRT/tEtWV++e+bYlrNpm/Py3zpXt6kMfT8HX/81lHCcSEzH4rOQhCwoMce4PEufktaecrIt+XhbUg60JR/ddI7aUMSsKqaTiqn4UnOs1qbSmuPKmbhyKr6Ciq+gbj60lTOLNXSUllpSZY6ptcTVmGMryfgKYlkVubaW+QsmGujRUZj1IVwQGfITI+M2QeyyD1yzM9cGauwjmfzwV+L1kw5Lce/ls0S1gaomyYpuTNODlFmwchrXMZiG+h9zJFXJQDqsrRY3IdfMI1OwMAWKU2Dkvs979QNjTb3i5atixIb8Pj6CrPdb4+GfwZF/TRiRk0KibBp2YqzLIinokM8qKdCAl+JCNB9ExUAkHg0SPZAUAKSgQfLrHV7C6aN4t8XuIkc8IOsHpCDoCAC868fOZXGEMNEP2F2EIwCJPtOoHxC98IgL4mTMLqMjXgPrMY0GYCmA2L20IwwKflQMocMyPugzs36Gc1P2KYr3ojftt9CtwOuI/0fxCszKkOijJhWQ9cKsDxJ98JgX5MMIr0BCCBZDKC/TjjA84iHsfpAP4lwQZ/0gH4AdCiYqIB8wSN6Ix3lLEUwEpB+9hn/1w4I/IvCvoe1vogv/niNxLgg7FEiUcV7GpLBRCkGib2B4cgTtoU/ksy3g1eFJgxTAeQ8lBDFesYwEIVG++drEmwYzJAQBSe4YDRodN88SifM2OuSOUfnHOBK0y4ikIJICCUFUDBCcTA77qGEfwMlGh6wflwFnkBpVKCGM8rJJ8sKsjElh2BE2OoKAJMOSHxV8hOC1cD5ieAK3T+J2F8UFzA4FEmWD5IUdQYD3IZyfkEKYFATtLmTYZeZlTFTw4QDFhiFOBgUvJvoxKWgSgs2iB3L4Cd5F2icIdgrnfaRDAUe+ncP691b3Px0Q/zERowoq3pzOiAhBmPebRqZu+ZEg6wVZ/w82xPxN3gzMeRDejYpTmMOJOSTUwSKOIVjqJ6du4BM9sNNsFOE2tvXK8OXL/TX1NypqejIqO09qzd8UE5+fRQ/lQXvOQLvPQDvTDW+nG95ON2zIML2ZYVqfCazLBNdkgquygDVZwKosaGU2sjIHTj2DLC9AUs4iy7LwxCw8IYuIz8Zis7HYLDQmC43NQuOzyeUlphVXmtZd2bsAe2Vm34x7B6fPYqc/em3W/dbH/yyumxM6+qLv9OPejPu9WXd6s/84lftHf81dCjpd6fxToPNX4c5fhjt/LZt/6bf+xn/tXsXxguxY6BOiw2Oq0GTM1PjrzPVnW22z65gnz5vnnacX1FgScrHN++pPvJ5eszC9c1Fm38J0LPEY9mleZ0NtN1ZOw8UIWGZq17Zfqiur6NhViq4oJpcVMyotFaOh4kpodSGTXEinlpCpGlKtpWIKSXUhpSqiYkrI6BIyuoSMKSHiSghVEbqkBF+ioWK0RFI1tKHBdAAwnqGAqk4DdtXIDBiYIQPGAuCwHrjWQlxruWpt6qMbYaq1GWjPawJ2VKEri0hVcVdMBZlQTseW0zHldEwFFV9BJlSS8dVEfC0ef8G2rNayrNKQ0N68kjfs8F/aPpqzqu3w3OKd9xZ9NrOlMbYWXNiOvTAAzZnouHcS+cOE8Xfjrb+bbLvdY5ruh2a49XeON//ObbjDA/zZb7jD0/77CcPtU4b7WNMcHHu6Ep1fgL9ahkbV4wl1tKociy6HozVovJaO1TGxVUxcOR1TSkSXIXHVpsTL+tQr4NsY9RGFfnDdtu86vYdn9o8j2wPAjjD+ySi8YxjbNmDeYUbehaB3WpD1lfrkPEPcOSzhHBOfTy89S0QXEepCJCnXpD6HJdRQK1stb5usW4z0JiO2EUa3UPD7HLWfo/cNkrsYZFOjcWUpkJiPJ+abUzLIZblMSo55eQadchpLyIKiteCiS+DrFy89WVc/t/7yc00N881QsmB5j0W28chultzSY1qOdbwO6ecZwacM+PMN6Ctl7c8XoDHZWOwpIvYkHpeNxBaAsWeB+AKTKguMz4PVBUCiFkq9wrzTzrxzGV7ZgK00WjZeMq0qa0nIM8RlwapMw4ri5o8vNKZFOBIuNDRWdu3KwhcfhxekM4vO6L/lyLW1zPwL1HNN5DxL78veicQf48iQ9edhy28D7Xc6cv/gzrnHlXOvP/NR/xdzB16eMTB79o2HH2FmzwLnvT5Wen7YPgRPjML8BMxNwoIb5v2gcAsPfIgwjgiTqOBCBVeE8GDOBbFTCO9GBQ8m+lHBB3MemPOgggeXfKjgQQUfyssI54dZH2T3gnYXMDLx7aaHfHNkbOTGwrsguwzZvTA/AYtOWHTAwiTEeSBOjvTVIeJUpPrltlNY3ClUdeomRyZnQqnZwIps06p0NOkkpj5tTjhKLf0cXpROppylNmTrV2Xr1+TC63PblpUCawpaN588vaVw1xdTlwS2up8uhI+u2FaX/tX5hk/LGt4ru/CWpmFLZeNGTeOG4tb154D1mcjKY0jyMTw5nV5x3Kg+ZVqWBabmQqvOwKtz4JVZ8PI0aNkpYM1pYEUauDwHW1ZAJRcyyUVUYiGl0lqX6SzLdEyyjlZX0qoKKkZHLdFRUTrbwkrr4lpb7HlrQjWdWEksqyJWV1NvQmyGbQI0OwWMc2NsAB72o0MeszCFD3rMdqdlpOuaA74hNQwMXRjuarA1VyFVbVg1QlZ04tqruKYL15rxchzXIf9djkRqGKSSinAkWI631hBGqJ8ZdkG8CxI9oOCFeS8uyQjvbe4Tq8w3ALsnwpGmETfM+yNf/1M5MhL0/B3iRI5ENt0gIQjZZUpUGIeit3tNzjAkyjDvRQUfLgYxKQwJIZAPIIIM2b0Y56ekECEpMBeGRQVzhmHpR/1IUlAMI17YEcY4PznsYzg/wflwSYYcCiYquKggQhCSAojjpj0GOkKwQ0EFheTCNB+muADOyzAfuAUQ36VICUFQlE3DQUQIArwH4nzgoN/iUChRQexToKRgQhgTFUQIgiM+gJOh0TAmhUHWT/Ihkg8hXBAUQyYxEAla/e9eT5yLPPbdnB97c4Ss9F0e5t9AZGSL9hZHIt/megNC0Cj4CMGPsr6O0SAmuRy2QWj/V8XzXjQfOTpwQ+gYlRHRA4ly+6gCsv6bRrLwHTJGnge+ZzZ/76D4oxwJ20OoQ4GkkJHzI3wIlxTUoUCjYUZQwKFJTJJNnBtmZXjYT0sKysug4MekMMKHYC6ICWGcC1Ijfhsr03YZ533oaACWAjgXIgUF5gOQww9znoj3BvIBSAgSowojKbQ9iHMhbEg2cwrBh0DBCzh8gCSDUtjokCFRJvkAwXopQUZ4L8j6qYlv51P83+fIvz3F/2SdomIIYMdhwY1JcuRqEKNBVHJT4/5bg3VA9mY3dMQAgEUnIo0hDgfiEJFRFnWy6NgQOjaEjfchzm5AYjpYuGmg5cLVuuouXYW19Bx24iz2dT7yl1zoYDa4O8P0QZpx82nDxgxgZQawMt20PM2Ykg6kZEIp2UhqLpaaAcVnQPGZsCobVefgCTl4Qi6hzmmrNswAACAASURBVCXUZ/H1+fi6fHxtHrbqDJaaiy7PhZPzoORsNDkbTcpB1blIREm5SFIunJxOJJa1J5q0yxuWPWx95uHBGbNH7p7DPvBU16x7bM/f6d75rJL2kuf0HG/2rKmMO905f5w697tAwzSFujvU9VvZ9vNw18/Dnb/2Mr8MdN0RHJilOOaHHIv9XFTIGRuYihkbfcNoe+qy5bFa5pka5rk6ZkGNLfUksHeTJn1hTuvi7L6orGtLTqFrTiCnznW2VluREhQqgUyatpbKSxcundEZt5bgKUVUUjGj0pIqDaUqoZKK6ZRiamUJmaohk7RkXCGlKqRUZ+m4s3T0WWZJIR1dRKpKCLWWStRQcRoqToetugjsNXScoVsu9jbru5osvU3dV6909V0xX23Beq4gtkbS2tBpbeq1NJDMFQPRfqHDkF5j2l6KriqxJZRTCeVU/M0dbTKhkkisJhJr8IQ6LL6aiK9mllWjKS2mNwfpA2HbNzLwyfX2rW21iXXV0Y1QYin8ahvzwgg2Zwq414dPk5G7feA0j2maxzTdB94bMt2vGO8PGO/xAvfIhmkB4z0yMFMxPukzvTiILaiGFuSh889hr9eSsecZVQURV4nF6mh1Mb1UQy+pIKN0VFQZs7SEiCtFEzRwQolpxUV0bQOobgYSqy+qYf1GJ/lRAPzAh+waw3aw1vcJbHVZzaKy5ngNGH0WiMpB1fnmlDO25Bwq7gweXUomlJEphdjyMjK5mlpeR66sxFcUISnnoGUVYOplYO119COO/NhJ7WHxHWbgncaOFVpj8jkoOZtYlkMtz2SWn6DUx/HofPz1RmYB2TW/1/y0jXnabH6Wxuf12xaPXV0lkWtH8c2BwS1jfSuk60sdgy/xg08NDjzFdM9tRp/QQAvzsejTZOxpPOYMFHXOuOgssCQXijmNxJ82xeSb1GXtiQCx8VrPbiu62YpuvsbsN0O72vSbqwxrc43LM9s2nGs8VH2poEPbgpdgYJGxobJnRxYedeIWR547Yjj6PY6ca7n6omdK/WMcGbT8LGz5bUg/bfTMHz2597py7g1kPxY8+mzvc3/uffC+a7Mets2eCT37Encmq68f0o9S2HgfNnYdHRtAnSzq5NBRAR0VsFEB4jlYEFFpFBXHUHEK4acgdgK0T0KsG+G9mBDAhBDCRba8AygfhLlJmHMhvDdiWKKCJ2I0QvwkxLtuldB8+1w6CYwEQLsMsm6In4T4SYB3AZwMcDfNo29vR2O3ncRUJzHVKVR1ClWnIcmZUGoWuCLbtCoLXXUCSjxBqY+Z449gi45SMenW5GNo3FFQdRRTpcHxmfr4zNY1mVlb8949NFXBjtY5eittxzft1OYeyG98P7N9RW5HUrY+KcugTm+PTTep0tGkY0jiV3DCCSzlNLriFLDqNLAiE1yVDa3MhlZkQilpUNJpMOEkvPwElHwKSkyD1FlIYg6qzsUSz6CJJcyyUnqZhk4up5MiXTgV5rgKc0wZ82o5s1DHLNURqnJsWQW+uobecMGyGRrKwtkWkh3A2QmCkwk2hI/IJOdChgI460dZh3mMs4ze6GS7+m50mxHUVN0OVIJIhYWs6KV03WQFSVSCZLXhf5sjKSM0yAz5IM4HCn5Q8Ec4knAE2vudFfS1joGJSIWTcdgF835MCkYGtv1zORLnvkUcUUZ5meB8xgEfNKY08FOGUQ/Cu3G7h3SETaOhWwWIBBvC7WF8OMQMyZ2D3g6n0uSQL436miUZ4BWCU0h7CBn2/FjOEmNXUIfS6vB1SC5G8hA3HFanv40fMwo+IycjosI4FJwLwrwfdSggp1hGgvCwXy+EWkeDjbynWfLrJ5SOMQUS5YhNCAkRlAwiQhAUZVBQyHEFlgKoGMJEBWIV/YCXdCiAJAN2H8YGIxu+qBiixhR4xAVKPtgZgqQwxAYQLohxfoL1WlkvyQZ/UD+ELDIiyJFNdoIPEZxM22XG7rOM+Kwjf5Wr/nccKf81R8oEJwNCUC/6KEFGR7z68TDNjwUBuvaFRU0PPnLtg11jtmHCHuge8dKD7g6HAjjDjF0mWZnggiQbpO1BZiRI22WCk21DQWYkUisZRAQZ52XGLtuGf5QjbyYocD6QD8KCAohKuyC3CB4TP47z4zQ/RoqTenYCHVdgLkxzCuTww7wfGZFxTiFEBRYV0C5Ddn+HU7kyGmiaCF4ZlTt4GWHD2JDMsAHLiI9kZYiT9ZyvQ/CbRD8g+E2cGx0NgKIMSSFECt9cNayfYUOd9iDOBkxcyORU9KIHEN2Q6DMOe/6W7f45fuR/vU5h/odb6yDehUkyJn3bQM27QN4JCRIkjEKCBEsS4hCxMQ6fGCGmBompG4ATMzqgNr6tcfjihRvllT15WltGqeVkMXO4kD6Qj+/Ohrelm7ac0r9zouPN4+1rTxvXpwHr04C16eCaDHh1JrIyC1uRha3IRtXZmCqiHDw+B4/PJVRnyIR8OjGPUudR6jNkQi6hysbistDYTCQuB07IQVXfKi4HjcvF43LxuCw0JhuNyUVj85DYfDguH47LRxPy0YQsbFllQxJ8PLrlpXt6Hp0zNOPJwelPDD04l3z4z71L7g0ceTmY9cLU6dn+rIemMqZ5ztzpqvhduONOxXpnoOvfZdtPw10/D9j+zWv+t8DVe8IjTyqO10OOxbKwKOhc4ptYyvKvNpFzL1DzapgXaumX6iyvVljWHGn5MiX/zKI8NCr36uKsnrgT8Lun4bOlVmMFg5wDwFLIWN7UXF1V13hCC7xVRKiLqMQSWqUl1RpSXUYml5CpJeTKspscqSqj1CVUUjGdVMyoi5m4EiaujFKXkSnV1qRyOrYMS6yGtraYMom2pu4G/Np5puuCtfNCZ2d9l/WS1XqZtDQQlgaaabB2NnVbGylLk8nc3gx2VFzq+KIC2aA1q7RUopaO19KxtziyBk+sxRIuk4lVaHw1lVzPrGnF37JSOwbJXdfat0DG9VfAlRfBxBoiJg+Ya6Ce44BHp65Mcxtul4G7QvD0AHi3zzA9oL9XaX9AaZ+pND4VanpcaXxcaXxKufycUvGCu+SFG9rnm/RLitFF56jFFVRMhTleR8ZVECqdOaHEEquhl+jIN8rJRWV0TDGjKqLji6iYXCC2ElFdgF7WNs87kvVY1YVEyfaeG1jrQtZOkm9LvWtb2ucfybg//8qrOmq+lnjxLLy0gErMtSZn06oCfGkpEaOlEkuo5HNIXBEQU2iMyYVi0ghVOpVUQCwrR1Ig4M1OZAtP7pqg93LEzk7kPYPpzQbD6nxjfAGcXEAsP0Mm5pPRNfQrhO3p4Z4nRjvvcXQ/IF172N41a7xvXrh/cbArXulZ5e9cOm5Z4OycO9Hz4GjnHznrn/qYewl8VrXp9SJ0STaVkE0lnMWWFiNLCvDYDEqdbVuZjiadg5brWpJQaLPYdXAE3cHBO0Ror0Ac6iP2tMIbCg2J2e3rCpsOVdTndmhb0FIMLDJequrZnk1GODLqTHtift7nhi/LO1dH5v40kXOZqy+6f5wjZfNPw5bfhg13O/P+FPEjA9mPBb9+buC16TceeWBg9kPWh+/peHQmsv/ti82fpQGfnUW/KSLSysx5lV2aC9fONw03tXMdesGAiL2Y4xo+2k+MDhGjLC7xmCChvAjbxzF+ihRlSgoRfAi1y8iIHxnxg0OT0LAbHvYhIzLGBgk+REkh2hH8az/yuzRUEyubWNnEBk1s0MTKABcAuADIByDRd0sw773tFKq+pTQkOR1OiaBkDrL6FJh8AlGfYpKO4jFfoouPk/FfIdFnutZ+hcafBGJOtC052ZCSdWZT7tYdbCk92SRihS3fbH23+OxHZw3vpkOpWWBCOqhKI5NPIgmnscQMctkpIvkkvvw0uuI0lJqOrExHVmTAK9Lh5Ew4MR1Rp6GqNDTuOKI6jSVlkClpSPIJo+qYPi4dSMzFU86giXlY0lk8sYhILKOStIxaZ1VX2BJL6cUac4yWTtCSKyrIDXXWrY1925tvfFSNH77MaIA+KzLIYyNTNB8m7SGC9ZJ8gBD8gN0FSh5AmETt413chKWHNdYj+lrEVEFglWa62kZVEWQVQPz3ORKuJm9xJKSj2mppEzxiHg6ArD/iuMC8HxV8hCNgsk/UdQ029giRVhvTiDuyx40I8j+RI29xDHJzT1bGeR9j90AOBRU8XXaHOCw6r9pHeoUeTjawfkwIE3wI5YMmPtAhhgyOICx5CX7KzPso0Y3xkxg/RQkyygdBPgiPKn9TuHarrA2w+yje22N3DvUNyb1DbrRrsmd4cMB+lXejI+6OYT/OKtRIEGV9qEOBRAUXgzDvxxw+86ivU5i08FM472kbcRO8BxJ9gCQDUqQ08CZHorxsYv0GTkbFEC3I9IibZj20I4iyLhPvoyWFYsOmEXcX5x3uEYQ+vmdkkpb8oBiE2ADOBXFJxjgvbvfc2qT+Gx/xx3wpQAhELmPkKQIUvBH9WG0lJPoQQca57yxJnJcJzgc7wnrRY+Zlkg/pJ5TeQYdyvrnxocet9z/uPXJs7PqoiQ/gnJuxewhRIYVwxGi81WkU+cuComx03NyFv9VEBUhyxOT7YY4UwpDdj/My4VAgQYHsso1zD4hTozeGXd3XvEyn09ozYhfNgrvtxgQmKrDkRTg/yYVxQTHyIb0UBJxBxOmneC86MkbyE6Q0RThlZDQE8gHcoSCCDEkB06gfEj0MO9U37By5IbJXR65ed9gkv4n3AWLou+cZewByeA2CGxbcnYNjXL+DvyZeHxjrGg397QL5J3Dk/+46RYUwzAVh3k9PBBCHg5jk0PEbJgehF+BW1tgw0FTXV1PZVaqxnCmhM3Phz3LhwznwgSxoVwb4fjq4KQ3ccBpYnw4np0FJpwD1SVPCKUB9GkxMh5MzkGVpcEIanJAGqU+DCafBhFOA6hQYfwqMv2U35uAJ2ZgqC43PROIy4NhMWJWFJGQhCdmoOgdLzsGSc/FlufiyM7gql1DlEqocPO6miJgcIiYbi83BYnPRCESq8mFVHqzOg9XnkDUXa5KAD55HHrvn6qwnBmbMu3H3Y1fvfwR/6k/sukcDx573ZzzhSXvYnzFrMn3aVN40+fIfFPiOsPUPctcv5M6fBK0/91t+7bP9LnB9lsI+r4xGhRxLAuKiwFjUxFhU740XL+HPXqTm15lfOU/Pr7PMLybX7b6QtSRTuzCPfj3HFpVhTToB783GqitssM5MFEJgKaLXXW6qLTnffEQLrS4i44rJxBJapSWSNGTS33OkhlRryOQyMrWMTCmh1WV0hCOTdeYl5Xh8JbChwfAV3HHR1sL01l/tq+nrvmiz1XV1Xrxqu9RruWwzN9pszd2Wxi5bQ4+t0Wpu1DOtLUhbY3NHdj3ybg2p/jGOrMXjL5iT6q3LL2ApV4DVZuqDoZ49w527LuoT6ojkGiKmHH210DiXIl91tb+g1D8RbJ6tNM1WGh5RLj2qXHxMqXlKKX9aKXxCyZjvP/2s++jjE5/N4T6ePbjhPsvyO5tX/gG8oKoBEjR0gpaOLyPjNUS8Do8tppeWWRPKzbE6KkpDRhdT8eeY+EI6uoh+vQRacBl/w8jMrTc9vvfYfWd1b/C9ayaAKL91kZuJHe1d1Hj5gQNf/64ael1/9YU2y5xK40sl0Bv5RFwBrS4kYovRqCJ0yVksthhVnYNiC6CYM0R8tjUpuzM5h0rIhmOqjcmt4BoLtsXO7HbaDkrWgzfI3d3whw3Q6gZo9QV4VTWQVA1GdaDzrllmuXpm+K2/kXv+5L823Wm5Y5y5y8PMmoQe9uHz/NTcKfIJT9eccN+MUOfv/bY/TPQ8ZO+Zp2tbcE6/JBNMyITVZ+CYfGRJNhZ3nEhMJ5alA4kFxuTyK8mwcRPLHBCw/RJ2wGHcO0kd4awHTdjbpYbEM21ri68crqzP7dC2oqUYUATUV139MJtceBJekE4tzm1Pzs/5wvCFzrbyPPNyPXnTj/wHOXIqZ/p49nRf9pzg18/1zb+j58Hp12c+0PXQXabHZxh2xlVdevto+7qvW1O/aV19rH3DiY4tp/Tb0g3bM4w7so07z4JpxWhOOVV4vqui8XpD25DeyCGgQCLiVXy0nxpjyVEel3iE5xBOQDiBkvyUFCDFIMGHcS6EsUGMDWBs4GbjXaQ+0v6dAN4XMSBNbDBSmhl5qv8WImVICIJ84LY0JPF7KJkYQcmbNImtOA0nncaSTqHqE7AqDU8+BSWkwynfmFTZcFIRsTJDvzJTs+H49nUluz77f4m7z+g2zjNv+N51drMpm0027irsVb3Lsi1blQ0EAXYVyzXu3XEv2ThxHEskSBSClMTeqyhK7A11+gw6QIAEC0j0xk6CKJz3A0hZdpx99zwn+zzn/L+QlAgcHc3gN/d1XffNK2ku+fKLbz++WNfyZo30HTZ+gQtncbBsJp7NRrOYYDpLTGchmSw4mwnlcOBzTCiLCWUx4Qw2nMlBMthoOgfLYOEZ+XAyE6OxiSwWkpkvol8RpBWI0zlIDhtMKwJpxVDadSStFKWW47QKglYpoVcSlGoprVqSVY1fapS8elPzftfou11jr5WLXmzGC/gTQtGkkqcfhaYdqHkBt81L7CuofVVgWhbY/UNWn9C0prT75YY5cFjN78R5LSDYguKtcqJFhjWheAv6f+RIHG+WSpuVUJOU164EYIvSuA6YvIDVDzvWN2q+9jXYvjI47WqXGQTTi7DNKzatBB0ZXJ78f+XIYOseZtmYEQEcHty6ojQtojPWOb2J7AeVL/++8imKrUekn5yDnCRi9aO2AGzz8u3eoVmvYM4D2d3Y1MyyfMxPjPjF8hVca59yyMyLPPOyaP7vOpJYXJpWT5B9kPnlj6H4J8ThR/iPJs9/y5mXT01bVyB7QGT2S63ruMUDWdeEFi/fOqeyL1vGrUuohhRI/ULJkky/aFoYmVmUmpeClAQ3Wjz9YodXaVsFHQGhiySMS3a9zSzEDYDcpLOM231C+wo4vSo1rmHOZfu4peelj5pSc63Sae3kLGL1QhY/bg1AjjW+c5Xn8Aic/jsR3pXvq+W7vfeC7SyA3StwrPGda0OutUH3Wr/7787r3OXI4FT4hiNBm19oXZaZVhCrf8DpNeisa1dKRBFRA2E7PK03lBZ3y7yvwz0POldBx/qQ1QPYvUKnV+DyBt9nEIs8l7dn3j/s9oN2L27x4hYvaPcOu709C3/fkU4S3uwZgGY849PLq8pJb8+w8Zl3xPtO8SIPih9PthVcX1BMjrv8olk/5PDBFh/hJGEHyTMuodbFUcvcqHaGVEx6xfKASOqRaK16s9zk5psX+Q4fz+XnOVZEJrfWYPeMGgN9Yu1HXzU/dnqyGzYZ5lDLKmAPgDZSbA+ALr/Y6hE4F+XOxWnlKMlHxt/8pOJYonkQVU+4EJtno+/HtjGo/n93Xvt/foX++HWN2H2QdVVkcgM2C+gaq5e1NqrLa+TMYvjDIvD3HPBdlvhNpui1AuHvGILn8/iXGMJnGcJnGcJLBaJLBeLzhcC5QjCnEMy+KsktIXKK8WwulsNBsthwJhvOZEEZwRlKFpTBgjbu8MEfbRox/SqeEUzQi1wk/U6+QySexcWyuHhmEZZRBNM5EJUNprLAZCaQxEVoxXB6CZx+Hcy4DmRdA3NKwHMl4LlG/qXuytThtHBtfMR4xN6JsENT23aMhIZLn3jA8/GRAGv/MjPMz4laY4YvsB6ZK31onf9bEr/Pp/qFR3Ovd+TeNeVPVmQ/86p/6zPsJG1PBJxn112Jfscp79wpl/O0RLOvkzh4W3q8Q/HELdnxm7LjV8FnXmuse6Kg60yp4gkOeroQzS2A/1JK9LRq0AappAIBamB+0+3e9rL2gc/qoexqIrmKoNdKgljMqJZkVEuyqomcaiKnVpJeJ6HUSFJq8fRa9FwtlluL02skSVXSpCpJahWc1ABe6hR9JRpulPQDqm7ZSKdi5Dah65Gpb8k0nWpV14jitlreo1IOqOV9SlWvXNMvk/T2EwM9yKBIyGsdhL+8DTxXL8mol6ZtOFKS2kykteJpbXhqPXq2TUJpgSgdQhohfW1a/+WE8iO5+MUbwrQGlFILn25GT92ETmkEyc7yRwNFh8nSp8iix9bzDq59tXfhw53WV2J0mVslp++XHP4NsP+n4J6foPv+Ddv7G2ncb9HY3/Qd+DVWTOnpyWgmsuoIWjVOrSdoTTilgjhbIwu+meQ6CbWCoJcSqRWS0zXEoz34AUL26NTobql8758LI4srD00rTy4gewKj0QvSHQvaHbye+/787S/4+MmRqT1aTQgA7uoQHagCT1YS1FoitQo8Uw6cLUep9RJ6tZRWLk0rk6WVytNKpGlsNLkAPHsdotSB9B7oIoa9qpd/YFF+7pR94cI/m5C+M4a/rYBfhcXPAkCqHDlsUYStjdznk/3Ur/kPcvzhVfV9PvUj5EjEmjQsoNrplcYvSmJXNXHkaASpum9Ver9DFjMuOdArSmkTpFfyckr5mRVCapWYUiqmF4myS4ep1Tx603BWH+9pqfg1I/aRnfjCTvzBBv/RRvxpXPIZD32xVpBxdeDp2q4/3uyoCDpSVCW+1Tr6VrH0jiMzrxf9RfDHZlVuh3TTkbrH/pu6tld+L6n8NSnc6r523wJ3i5vzyGpRvO+vh2bORumiIici43TRIei+CNF7p9q6z10W0fKEZ/OEyVeEqVcE9CuC9Dx+JoOXzuClX+67cLnvwpX+S/kDLxQMvsoceofD+6iI/0kp8G0lUtAgvXZDXd893sEzDcNuRLIoh+16xG5A7Sbc6cAdLtzhxh1ufKMsPrsxiG0Nbn8RQKwB0O4B7SugYwl0LMKOedi+CNuXYPvKd460e0Gb/x4mTGfC9AKEfhcl6Uw4gylKL5U8XQRlMkW0IiizGMm9jl3ggtnFwuwS+PxVUUYZnJU3RCvve6Xh+gfsj17/8t3n/vRfz9XUvV/d81oe/8JXwvQCKDcPzGYIM7lgbrEwmyvMuIqc4yA5hUAGB8kpBIPJDqYAyMgHM/LBjEIshQGn5kPUQiidjZxjI+cKwex8UfC2RSuCqFyQygUpRUBKEZDCAVNKQMo1mHoVSC8RnS8Vv1iFvFqDPlsJZ1XKzrfr/gTYe4YN/FuqwUG9HDRNEU4LbFuAbMsCs0foJIetJN/oldq8xKQDQyYFfZLBNrGoGcJaZHiTEm2QY42K/wNHQk3YhiMb5fybKhCxqs0kYPID1nXYQcI2v2h6CbKsYK41sX2xCR3jTc0HHRmc3f5/W9feWKy6y5GEZUkzszg7aphhl0N7T8hCd3XtPCDNYxun3LDRy7d7IIcPta/B1lXCsqKbnp+UTxl4hPDjj7ooGXVR+/tTLkw13jYanAqLhzD77+rG8272YnoRq3dROWEraeje/+RQRBQcHQaHhgChkfyYnRpmjVkzI5ldH7asoTYfYVuFbMuI3Tc1OT+vd03Vdw1deKV1/5O1u4/1Pv2SubJ5enx+ZGYRs64E/38HSSF0etUzc4DT12/zjRrml/rh68fOMB9N8A5i42OLYqcHtwZkJg9osq4pRm7vfGIoYteMQK4aNUMuL+gIYOY10LwstHkAZyDIrzshzBv5MUd6YJsHtwSz+VdMa7hpjTB/t+L4g4B2D2zzfN+RHsLiAW1+yLGqsngQe6Df4XXqnM63/4BEhvccfowkpPJxl8hG4rZVrWkFN/mG3H6p2UOYgy8aLG17cYsXs3pkRr/U5Mc2/9kxa7Da/ncdKbaSkMWP2f2g3SuxrtpHLSZm+cCh48O7d/O3bdeEROAPbu+POzxVUG7SWVDrIuIkxca14LAIZlqYMS3MySYN9b39F15oPPhky46jYO7vZmrb7aMmnXkFN61JbOsS0+qEeXFebZhiVfCeShl6OFwTEilh1xlHTah9FXSSsJmELX7CuY6aVqZH5+dUM5bSGv7BI6qQSH70bmV+8eSMe8ORto0HsP+Ljgxu0P0/vzy/t633nWOsYccs5HDALhO2qBPP8RjDvy8UvZgnzGAhdCZMC96lWUg6C6FvTEMjVCZCZaFpLDSNjdGC4eB0hphSAKQyoTQ2Queg6WyEzoJpTCiNBeawwBw2dI4DXyxCnuaiF7noxWLs4lU8uwTLKsEyS7D0YpQeZCUX2YBjMUrfyOaaJQuhsxA6B6VxUFoRllaEpXEJKpegFmNpJSj9KpJxDcy4DmRdBbKLwWwumN3cc6GXk9h77D+n46InI/YZIg8bw3eMRoSoEh8krzwV4O5aLHyYLI70FGxdYD08W/YACT9ASn+zpvqZR/PPPu0/r8r/eVn687WRB3zTu0n7kwFnwror0ec66Z07ZXOcBOW7uqR7O+WPdSqPdcqebJc+wRE8/2J1+7F8UUKZ5gkOcqYQeboQya8gBlqVSC1BlMNADcxv6ui9ebV98KN6KL2aSKz5UUdKsoKOrJQkVOO0GiS3FsmtwWjVkoQK6ZkyaeJ1fnaL6INhcTU+xJd2I9JbYnn3kGqgR9sPqroAdReq7pRKOzBZJybvl0h6IFU/oB4G8f6bSP9tpJ+AhnlisLh76KMGIqNBEhy1uePI1DY8pVGWdEtDu4Wn9YO5avk7k6rPtOh7SuCNm1BWHZJaC53pUdD74TRB+bGurJ/1Hb8HPvEz5PF/JQ7dK9l7r3z3L1Q77lPHbFWFbx+NCZdHPKQO+60+estEbKQhNEIfGoLu2g7/19m+pvQ2OKcOS6/BaC3SrBuStGrJmSo0uRZPrJckV0tp5ZLMUiKtCjvRgB2CpPHjygNz4zEG7QEWN7boavwYsWdVEunV/cqN3rei3Y4O/ubKX38KI09M6yMd2ofHZfECaE8T8HgNTqnD06qAhEoouU6eXY2mlhOp1yWp1whKKZZSiqVclVC4CiqHoFxFU+vAjC7x0yD8shZ914J9PId9Ni/9eEH62ZzsC5viA6PieaPipFMeuiz/xQiwUAAAIABJREFUhVf+U7/mN+v6LR71g6RuOzke7VWH+7Wx5MQhj3bPqm7X+lgMqdnqU4XNaQ/P6M5qVL9DJK8MgK/cFr5wCzh/C8xpF19oFT7bLzovRJ6D4Re1krenid9bkY/c0j84sC/Nyj/riU9x5I1e+EKNOO1qX27drU97bwcdiYuqxDfb9Hc5cijrOvMvgj80q3I7pI924of78IMK3WMrC393zsYrv3dd9Z0jXeyHl9mx3m8OGhP3aCNi9dvjR8JCkV1hvLeebOlKzxMn5QNP5YtP5onP5ImT8kQp+aKUQlFyoSiZCSQUihMZgsQ8XuKVoeQrg2l5g9l5g7kFw5cYQ8/kD7xwpffly92vM/re4/A+vSb+qgK8VovWtMrbu3RDwwYEsCoQpwZ1jeDucdw9ESyO407bJjHnIMcq5FyA3A54zoLOmRCXDXHOwfYlsX0ZcNwpba/cwxE/ywIusYCLTPA8E8opgDMYCJ2B0lhQFgfM4gJZJeKsq6JgMkrEGUViGhukFcKpDCSFDaaWCDOrBp6t6321oeed2v5XKniXSkS5Gwd2I/QChMaB6ByIXgRmFAFZRUBOEZDDAXNYUFYBnHXntQqC90SYyoGoTITCRKhMmM6EsphQzmayNja2hDdGywvgjAI4pwDKZQOZwXCA3CLxeS5wgQvmcqH0cvzZIuELxeL3K9G/NqquNqpqGuRtfQZIaDKIrVax0w24FwDnPGR14WaLxDg9NmkXDSv66xGoWSPvmEZatcJGQtSCQS1KqEWOtEjvSBFtlqLN0h/acTN4hwxqRrAmXNIsE9VhQ21yCLXJp9dhix+ybDbA2TyQZQmwzAsts/166y3VlMi4GPwcItwkYF6GbZ7g5Ob3z7Rdg6xrG9//m/yjPhchewCwrUptXtzmE9o8o1NzpGR8oaiCl57WHrNjOixa9dDDN2P3B3qE+kkrYCOHZj0Clxezr0vGlxTm2dmRkbl3P8bDozp27Wjbe5QfuV8cvqttz2Puttu6CUPwmDXAHgBtgTsb0ChMKxOT84o3378ZGy+MjJKkppvrWsgBeO75d/pjtnU8dmQdwBCrv8tNqizLhGVFYPfrx2xesVybndkXv7M3/ImuXUc6dsUSIXGCmD0jr7xNyjQSu6dngZSal6STbpGb5DlJudknM1j75kmFcWH1WrUoPB6MiXR+8qVtzArZnTIrCdu8ummHQ4SLw/cJo+MWUYlkZkVkWyFcftS0Yhq3kmqjhwcujxjskybE5OXbfI7JVbPWYtFPT00syaZXJBYSdXglxlndlN2ut80rXdZps9SwTLhJ8aR3cspPaow+BCYJvVnnwu3LqI3UTzltE+bpCefE1Czm9A06liXTXoHFC9gDkNUHOH2Y1Ssz+sU2H2rzAbY1yE6KXAGhzUuOTI+lJsFhcfgL73oVoxbdnGXUSaKydVQiMdulxjXMsmienPUr9PMjUyNWv8ywPKe3ehXjpFTtmHRoLLMS55LA7lfMuFZH9CSkIWV685RTYl0TG9cghy84E4baAqjDL7KQfDcpNfkto0bgnY/AqF1AdMRQeu58ZRM5BGhff0e5LU4cf3BBMSI3eACrD7GQiM2jMC1OaxfXAa3ywtPisOjuuD1Nu+P6YvYLIvaJY+O0b7wxpzOMjdtVU+6A1j5/+TqeltMZswuLCJ25/2FBVNzsAKxz+mDjGmLyDrtJ0EmOTdq9GqOu8CqRlN0dvUcSv2PyN/cLwnYtDkonxxeG7avAHCkwBRAbibpIwLaG2H3Cf9xzF2Jf+yEWg+Nc9gAcPKXasg5bSdROwtYAaPFszsSswDYvYluHLOuQxY85A2LLxvi82LoCWhcQpxuZNcKzemQeHzT3NqlLrsFfsESvFYqfLwCfLYSeu3PMWJCSdxL0HAuhB0FZCKcUwimFcNLmimMGC6J/F5gWlB8HpXJQKgejbCaFi9A2stklyUUpXJQS7JX8fijFGIWNZrHRLDaaEQwHyQiuWbIBShmceR3NLkYzOUgGQ5JZhJ1rGDrXf+N81wsHwAMRUxExo1viVdt3zYTFqSPvm31rpz//4EpJ9CL7EZIZ6s3bMlf025Wb29aJXwWkPw+o/pXU/qtf8y+rip+uaP7Tow/1mR9bd5z1WxP8tjPkQsLS/OmRiaN82f5b2L5+9dFbsv23FUduqmh/7n43vbj+Se74kxziVIn0bIHw9WJxZaOU3yzDmiTiChishocbO7u7vmnlP9cEZDaglDoiqZbIqCIyq6QZ1bKMSjm9QkarkFOr5WnV8rQ6eXKthFqL0+swej1Bq8fTa7HsavjCDd4n3UNscKhbOYSq+iGit0cydFsF92r5klGeZGxYNj6kmhjQjQ/oR4fGtMO6EZ5uSo6CQ+XCnhrZMIr34RjvNiRit8LP1SDpNZKkekVCk/TsDSmlTZ5aR5ytlZ9qVCS2S1L7wVw5/KZR+qWB+Egh+F0zmNaM0+sIWjueJR48h3x7svvYffiOB1WxW0ejHjGEPzITunU6NNQQGjW9PX5m6x7TI7smQqJHI0KmQsJtD8fZHto1tT1OGRXZk7ht+sYLbcOUWimlRULtgFKa0MRKVUqTNLcSOlsGnaiQJJfJ6JVIQgdyCJTEzY7sscD3r0p+7ZTt5pbHXOaEjWJ7F1UPLo78lDTcv6AOG7rxC8blXxJwon1su0f98wVF1AgW0w3urQKeLENoFVhuBZ5ThtGboKxGLKcOz6rG6JUotRRLKcES2XgCV0HlSqklaGoFmNYC5AxCzxDoq2r8bbv0Q6vsY5P8Y4Pi/WnVy6aRTIf2cffortnxqHld2NpYxLou1qOIWVPtIieOkDPHlpTR68qdpGonqYtfmdxlGT0wpTxr01waU39gUHxglnxoRD8YR94fRd+fwD+ckX4yI3nfKP29RfGJXfGpQ/65RfrJpORDneT3csm7Ot0nMt07HURmqehsueDCjYE/9baXCRqHoCoYrEWaGjTPFkAn2dipInlK8UDuNQYD/EO9NLVdcqhH+mgvdkAxemRpIXHNdSowe3bd+RTpeDToSK/qXwLKe0nVz3yyf1sXRrivP7jI2TrHCp0vDPFdOWRIiVVGbZ0J2TESGSPZHyV+7mjbrVwGmJQnOnFFfOqK6Gy+KKVQkMISUljCZKYosVB4plB4plCYUCBILOAnM3hJDF4yg5fMGKZ/l6GMzWR905XxTWfWt90XrvQ8XzjwBpf3yXXRn8vBy83yklu62p6J9v6pPt4MBNt1hNskcVlBtxmft4vMU4jNLHXN4rZZ3L6MmJdAy4rAuCowBSAbidrW72EBF1nARRZ4ngXm3u3IYIG7CMjiAllcIIMLZBSB9CKQzgZpTJDGgFMZSAoTSikC0q4JssuHL5TynrsuuFgiyikCMzgbB3bTmZu7mnM2t6UM3uOYm6/CQGnBKR8mHNzGks5EKBvP3985MlgBp915Ci9AaAVwBgPOYcC5TDA9GBaUxQFyi8BzRVBmEUwvQdNK4NwS+EWm8CWW+E22+AMG74tiKL9e2t46Mtg1RQyYxobMU2LLFOGaVs/P6E1GuUQHd0ugVinaogJb5UAbAbZjSAuBtGLfpYVAWqRIi/zvORJuw8EmGG8mZK0KoIHgtSsh1KaYCUCmAGgOAFY/YPUhVi9i80DWVcC2PDw516WxDU3Mg2YfYlvHHOT31Pi9BJcufD+af9TnJeYgRZZV1LSCOQPD1qVJ03zDm59dPXay/vDZqQtvkNnPy8Ijux4/Q+IjGpurc86HzpLD017YSY7NeFbHbNjHXw1EHpDEH7J/fcXX00leL9Iff0Icvk/11mdmg0Xg2DgPHrd4CbMfsQZAm19hWjFMzLecebo9/onRV99eGxTMTNmMegvZ3I3G7OyPiCdbeidNvmHrutSyKDXMTk4vL2M68KkUJCpS9MTx9eJGso83V8z2vvK+KCR+cM9R5Zuf2iZmxTa/1LissnkBBzns9BPWAGJ2DtlJs2F56dsCbUiM7tcPaI8+RUpNSvuc0Lwutq9Oj00b27uGw3fpTyV6NaMyhx9wLCnHzL5Rl+5KSVfa+epDR3vOpOoKi51TKyNWz6LCVP/uZ+z03CViSuVYHDL7RbPecaN7XSwTvPrBlVPndPXtWusqMWmbmrGa+sWijFebjxxvezLRUN6u1Du0Rv8qIOecTuv+LN+qnRmbmJ2anHXrpmYnzNOTdunkLLpEIuYVk87iHhtfGLWOT9lw8yrk9MOm1XXZmPDAHjAkeuZPBaRatcCDB9789MaxJ24n0iYG0ZmJBaPeYerHahPSW55+za5zuEccU4zS1lOJLaeokuLmKcMyMeG26d0LXWLR06+37jvbeCZ5rKx5fMwmt6/j1kBwIAm2+IXWZaHFK3aR8qlVx6i9Iuv51vD9pku/WyeU86PTbt0U2T+IhcaJI3ZMiwQa8wphXROafCKXTzft8PIlXQnpvfuO4McSVgoqyV6+t6hu4YUPRrZGQRG7oS/ynBMO65Sr9PdfVO5/7GbMPsOFl8h33tP/9mH8yAFybAacsEssPrnVy3esI1avddpd+sbn1QdOtUUfnL706vrb7+q2bEMPHPWNTWAWO2ZZhswezL4ePLkBMK8i9gDiJP9R1wVi+/4x05v9l5DVB1lXYfsSbA/u0eOFrD7UsX7nvGnQugTbPKjDC9uXRCY3YJ8D7XbQYYTdk8j8iMABtekar0F5XOAjjvidIvFLReDTHCSHjWaxkEwGlL5x99vsAroTFpLJQjJZSHqQlYVQWjDf4yNE33z8vuPIH1LyLj5+L5t2TPtBNh25QUkOms5F0ovhdC6cWgrRuRCdg6YXYfRCSQYXzqrryRguSeujx8Px2ye3R0yE7hyN3j8eFTV24OGlj/f6mQeWrkbOFz3iZW9bKnjYXXr/Wn8YKf33ddnPAuqfkCP3+tQ/WVH+2/LI/b7JSJ/tiQ1HOs6Si0nzs6eVY4eHJHtv4wf6VI/ekh28pTzeIj//ZccnadzWJ4smTnClp4uJRIbg3WtgXZNU0ERgDYS4AgZqwKGmW53df24RPN0IZtbfcSSaXoOnV0vSq2S0CgmlnEipwFMqCUqlJLlGllavTG+Q0+sl9Do0uxF8sUX8zoCwRMRvw/li+RAs6e1HulqRvlZ8uEs9RIwMEtoB6VifYqxXM9qr0/ZpR/o1ykHZGCGEBBW8nkpiEJT1yyUDQ4SwvgN8vQE6XyehNioSW6QJN6TJbfLUBuJstfJsgzLxhjS1H85RYO8YFV9OSj6UCF5oh9Ia0bR6Cb0dzoD7zkOfPcE79vDIrtDRyNDJ8O2mkO2mkO2G0DB9eJQ+LH4yZPfU1vixsEhdRMhEaKj1kRjbQzumt8eOREX0PfmQipPaPUirw1OaiZR2JLkBS6hUJ7WqLzQo0mplSVXy5ApJcgNyfIjYo1LELKrCXPh/rEj+3SKJY10L/St7i0F5cG3s4VXtL9Z0/zmviRq+9Z8FjF/LJSmO8XDPyC9XNQ8bNdtBRWwrtr8CeqoSpQT3XakB0yshWjlKr8TplTitHKNcJ5JLpZRr0tSrEspVlFIKp1YD9GZx9i3RuV7RBRh4CQRfEiO/A9AXQOJpVEqVKJ6QK/eOynfOKGOXdbvIsT1+9V6f6ohfd8I7dso3dozUHfUqd7vksWOyODG0e0B4XABnqyRvTEjfscs/cis/dyq+sMk/s0k/dsg+Mcs/NCs/Mio/Msg+HEPfIYQvDQ9cvN2T3SO4NIS80EdcqoWSigWnSnnnbvT9se9mRdCR4lqkvkF9tyPPXc+/48hu2f/EkT/dcGTp/UtF2+440pgWo459xBgWp42MkuwLFz9zqLU9Mx9IzBOduCI6fceRHEHQkcmFwoRgfuhIHuVHwxKnMIWUAn5K/nBK/hCNMZRVMHSeyXs6r/cZ1vDLHMFbbN57XMHn5dCVOry4gSht07Z1jfcCNqnOY9WuuDGrUTHrkM3aYbsTcy8JzLNi84JoZu4eJpTDAnM3k8OEsgo2HBnslczggBkciM6C6EyYVoBQCyFaIUQrhNIK4dRCOIUJpbChFA6YUgBvwhGic8AsFpR1h5J36jKbBXQ6A6XlY9R8LDgqTmPCdBaUwQGzioCczQN1Mljfv3sGNycKhoHQGUgGA87Jh88H38xd9Mxiw+lsJI0Nn+Wi1GI8lw3lMqEcBnjusvDpQui1AsGnHPFfrkIl18Ca66LGKrS1TX2rZ6oXHhUSSoAQicF2gahJDLah0E0cuIEirXfnxx15NyXhGxjUjEhaCXmbHGzEh9tlAGJWGP2AaUlsWhKal4TmBdAc3AtqAXQsik0r/WPOLo1NZFxFHeuwLTizuXIXHH+Q/11HCqdXYReJ2f2AbY3nWBq1zAk5FYqvrugHERJTBf7wp974OF7OsyQ6phu3QXMkbvIpLKTAujYxYZ/mVDXuPHL72Cmy47ZhakE/aV7v6QKPHukM37Va2WSYMg2a/WJHsAXTi1n8gD0gcPoRm0dnWBobxLW3B2bVWv2kedC1gM84fGVt4JbIrv3HSAEim3AIZteFtrnxSSeJjN9KzO4PjZXR6CvDvKkZu8JgNRqdS6hK9+XXwyGRgr1P+BVTStMaMeMhnCRsJgWONcC6jsx6BEbvnM41++VX2i1h5t88KHt4u5vVYhw3iWdJgWVhTTujz2d1RcbNvvGeSzsJWdcIky0watC8/kVv6M6Bnfv74ncS20Jv7t4r59Q7tcYApmIdOd62/8h87Q3JjHFwnoSs86uqMX32c+KIHdzDJ62ljcox88qkbTovv/vQsZ7Yx3t27sO2bEd3P+7QOqan3B5Oae+eRyuOJi0qNesKg7ns5tCxk7cOPuWoaHFprNKpJZt+bvLjK/2799Sfpc+LQK3JDRkXtDbfOqwWxseADz1CVtTbrxaVHnp0cOdhdFvYUNjOjvNvzqsNpM448OanvdH7hg4eX+ehsrzrjdF7e6Kie0JjKp9MXtQ753Q28nrDYNTOwYhYIHafMCK0/8CJBbleaV7GTWuA3Suxk7A1gLh8hJsUmjwyy5reOK8YRqaae0mVHnUsiMzOmZEZ8maPassOSchuKw4DMw7MscKbmVfYfF7FOHzijGB7yGBKGtkndmnMRoNdYXF69XrbK88D4VGtjyauoyPLcldXVevgFYbjVi+pmpi8XIBs2zGVmuXQjBGOFaXdLzcuih1+YHphZsoBlLYCV4oXe3gkMjLx53w4fLcx4fy8dFxuXVGYliSmZcTmgZ1+1OEFjCsSNwka1/9R18X3+LjxTS9s82IOErKugtZ5xLmAuYJHCXhBsw8ykrCZRG0B2LIGmBZQxxIxOw/aTOjCiNiN9hg6amXsItGnTMGbHPB3xehzhQCdCaUVIanFGKUIT2ajyQVQ8hUg+e6azN1hwdnBBL8sBDODuQPHH4SDpnPQ9B9qcnP1cTN3O/IuPt6pbqMZbCTnLkemc1BaMUIrRmglOPUaTGUBFDZGK8LSmDj1Opje0pEKf34SeCJCERUysSXMGL5rNG6fInLL1Ontvm8O+or2LlwNc3MfWeRsdRc9ONvwoB+KIOU/Dyh+GlDfu6755zXlP68ofu7RbQ3MxPudJ9ZdCQFngt+VuL6Y4nScwLQHevA9nZJDPYojHdIDt1VJ1djr7zb9JZl9+zhn8kyx9DQHSc0f+rwMbm1VCBpwpA4BqiBRnWCgpaWj74sm8YV6KLMWo9YSSXVEehWSVovT66QZtRJaJUGpwFNqiNQ6aVoNkVqnTKvXUGtVqdU4rV78fIfwywERBx7qw3mgnEdIBoaQnia4twrpacO6BxR9uKpXou6Rarvl2i6ltkut7VKPdKtlvaAG7COgmuG+Uqh3QDmkkPYA6qGBbsHnbeJXGyU5TcqUFvnZG9LkNklKA5ZQpUqoVSY0EymD6DmN7D2z5o96yQeI4JnbcFo9ktIoy2gVp0u6L/Fe2Q8d2m7YEWsIjTJtj7BuizBtD5sMixiNiNFGxI+G7xzfHq0LCxuJDBkPC7VujbJtiZ0JjR6LCucdvF/w9gGwN6cJSq0jkpokyTVEQqU6qVyWWilNqZQklqOnqqHHu5D9CnmMXRu6IvmlR/Vrj+a3jtFDJQ3x35ZsmdTsWxx7eFHzqwX1/XOju2/feOAvl/9DIqfaJuKXdL9aVf5ifuwBvT6cL49rgffXQCeq4KQKJKUappcCqSUIpVyaXiVNL8coZWhKtZRaiiWV4cnXcco1LPU6kloGUktF1FJBao3wfK04pxbIrAMzGiFaM5Lcip1oxR/jwXvkkh2OkXivLt6v3uNXHwvoEryjKZ7Rx336w8sjO6YVMRCxo1l04BrveAVIv8HP7BOeg6AX5NjrKslbI5K3ddK39MRbGuItOfY6Br0oFF4aGMrtGMxsGqRXD9MqBqk1Anq1mHIdPMUGTl7nXWjr+dPgzWpB4zBcjYlrkdp6zcV86CSLOFEkT+b2XizNY4JfNsoodxypHDu6vJj4XV37v3Ekd2M90p932JQerY590BQWNRoZJt0TIn76YFtbRr4oIU90+oro7BVRYr4opVBA4QgoLCGFKaQUCpOCKRAkFggSGbykjfATGPwzfxumKLFQmMDgn8nnnc0bPpM/nMTgUQr4qZcHEvOGkvOGU64MUa4M0vMHcvP7n2H0Pv9t5/Os/vf50+1GckLhULeBHZ2yvi5F9+A4DttHUfeUfNkimzffUxB8ugVzOGAO5y5Hbk5wBwVJL0BoDIySj1E2qioQ/c6iYwFKYWBJl3F6PkovQOjBdUEOkBv8VRuBMwrgDAaSwUAy8lF6PkrfdOTGcA8HzCkSny8SXwzWwe9UZzYLOrQChBrcooiB0hgIPR/Nykdy8pHcAuTOj2jB12LCNCZCYYgTr/CTGSI6G83iYBkMOC0PorOllxjQsyzozSLgMw7/a+bgN4VDf2GLvi5Gv64G/9oOsvp5FcOdzcL2LqgdgNtwcRP+P++PDDoSvUmgbbi0TSJrlQENyGAbLoKm5DOrqM2H2H3B1kDU5sMcXszpQ91+xLHKn3bfVEzwDXOo0wNYFnG3B7DM/9h6ZDD/u44EzGuIm8SsXsC4Ipr1EqZ595RrRT0hMy8ujJuN737YvWO37MOv/GqrZnpB4CAx16pyehW1Ls6NTYEJ6eLI3fOX8xc0CmzMPq+zWN7+pDck/OapRBJR6CetkItErH6xwwvYvYjVD1tJsZ0EbX6p2SM3ORXuBdDmIhyLqNU+q9FJ0s9DMTEDv3tnYWQCty7y7F6hfWFebzK99cfhyJ3I0QSyY3Da5Gx1urvmSIGN1MwsWruGhTHh4sids/1ClXEJtvh4NlJmInHnmsC+TrgDmNnnVBlHXn9dEB7iSkgaDo8QPUUlcTloWEAcq6RsBnvuzc6duxcZLP2MS2z1OPQGU17hYNRBIGrX2l/zyJomQ2JK366d7Uk5JCQhCVnliTND4fEeJkvrmL9tdc+Ozli+uqyI2yveFqljlZAqvWHUMHmzX3DoqGB7hOO9r8k/fjP1yMP8iO26PonVYCPzC3sjYjoeS/LBwNr1ppZdR6FtoaKQ+P5zz68pp0yjVmnVjdvhe+RbHumK2iP/+NMJ7bTSuDI6uWBv7RFu22IMjwh8+OmNA4dbzlJX//At+eILguj4ysOn1wGJF5MPXHgZidptO53ouVJ4/fjZWycSfHks1TMv9770ypJydK0PAnceBsMjVj7/bO0vfzRsfQC8P8o1DMpNc7BhGZr1oaYVyOETWz2CqYVgJytqX8XtSxrnKmJ09c6RgNVNykd70mh90TtHz7/sNJiCp6oojO45nUvx4dfgtocUB/etCKBR67zctgyYl2sX/LDZvF5fCuyKb406QPYD8zLXzPSS0eC06x3zcrPwkz8L4o66f/eBdcIitK9AZg9hWRLPkmKbTzbtNEw69VrzuN64qrGhf2L2Ru1Zfuljx6SLbyc3zvKxeoQ2D2b1oJY12EHC1n/YeuSdXsYfdjda1mFrILjpI2T1gWYfbPOjDj/hJEHzMmxzoy4L5BgHncphs+jGSFuR8Iti8ONi+M0i+IUi8BwXySjG0orx5GKCHhyC5qIpLCSZCaUWQjQGlPkDPn63Hvnjjsy+y47Uu7PpyPQfgJKLpvx3jtzkYzGaUYxmFqOZP3AkF6EVI9QSmFqCU6+iqYVwChOnsNFkNpRUL07vb0tFL+yV7AwZi4ye2hJpCYnXRcdJYv/TdSGWLDzoLYpbKNk+W7zFzd3iuPbg/K0H16UhpPIX66p/Daj/KaD+J6/in1YUv/SOh5G2A373mcBsot+VGJhL9i2kzJifFCn338R2dyoOdyoO35QeuKmmc8Wfv1DFSWD3HGeNJVyVJzLB7Lz+y1VYV5tKVIfBtTBYDfLqB3vaa9uGfl8PZdaiGTUYvZZIqcXTqrC0Wkl6vSy9XkarlVBrJdR6WXqTMqtBmlUvo1XLksrxxBog5wb/Qx6/HBf24V2QvF8iG4TQvnaorxQfqpQN9Mq7MEU3oeySKrvk6k6l5rZy5JZy5JZqpEOj6Abk/F4F0c4bKOd3tSuHUHknONILDQ2zOsVftODPNSqpTYqzrbLkZklyA5pYqUyulie04MnD6PlR+e/Nmj9oiffF/KdvodRqJLlOmd0sTJd1PNOVEYnsCjXExM9sizdvjbVtiTFtj5oIixqNiBkNjx8Lj5/cFj0aGqGLCB8PCzdtizFvj50Ki9ZFhyO7H+pO3S6/cf6mIK2WSKlRppTLE8tVyVcliWVSSiWWWAU8eQPcDxOxFtX2Vc39q5KfrOrutyofmtA/fv32kb+UblfK91n1kbMj22ZHo1yGJxrbQv6L8VuRhKJV77Zq7luV/WxR8yvH6EPakSgRvq9DeLyBn1gvpDcTWeVQaglCKZenV8syyuHkMiCxBqOWY8kVeEqZlFImSyuV0q4TtKsYtQRN42I5JVhmCZp6FaVcg1OuwZRrcMpV+GwrsFNMRM+oty2pH/GpwgLAvjl9AAAgAElEQVTa/aT+5Ppk0pr2kF+/Z0UfZdRFweq9DehRNnyaLU8vAailIlqVkN7Iy2jlZd7kZd/m53QLcm8LL7QLc5p46TXDqdXDqZWi1DKEVirJKIKoxeLUEjCpBD9bjCdfF1xq6fx6sK2eX8+DqjFRHVRVpzqfB51gS09yFcnc7mfKr3DgL5rklA7JwW7Zoz34AeXY0ZWlpL91pF/5L6TiXlL1U7/8Z6QoMujIeXbIAnO7P++wKTNKGfvATEjEaHiobGcocOHgjdYspjglT3g2T5gYdCRTkMLhp3L4qSxB6g8dyU/4fu4I8lQweUOJVwbPBhNEZCGfxhTQGbykAkFioTCpQJiSP5T6bS/t267sy10Xmb1PMzqeAaar50itdGaY3fR1WXdBPa+4DigvHiioAIsbpGVN0sp7gkuPwbXAIiCXtenIOzLbXEcMriBSNhGZVQTkFokvsoCLBXBWPkbNR3ILoFwWmBvkIAu4WADnMDYEmVUAZzHgHAack49mBcNA6IwN9mWwwBwOcJ4DXOSIL91VlLnTEkRjwrRNRG44MrgeyYBzChAaA6UyMAoDpW7+TioToXDxTBaUVSjILBBlFoBUBpJSgKfmY7QrYHoBdLEYfrMM+bQM++oq8gUTej9P/Ppl/rOF/S+W97zf0Z8/3Fcvvj0AtMBIvQxpkW9GutEl2YohrRjaQvwoMZF2HGnF8GYMb8SBRmjwBiyCxxTmecQ+HzwaUWybh6zzsG0Bti9BzmXM6RObVjoUMwN6V/B0RNzlB8zL/w0Z/1cdibgCIqsHM3qk1nW+3Qu6/DLLMjZpB2fmF5TTM+nPiMN3jV0psY3ZcetSv2u92zUnM3ngGff66AQ/dKfuN1sDL71JNrWvsotEZ85OPLJlLDxU89YHAZVx1DAvdpGKmQBs84sdfswSkBpJ3EwiFhKx+mHXCmxYHV4gMfMsiSpnXnt3OCIG3LVnRag1Tbgl1lVkcklpml8T44Phu4GoqNnq5nmdWTPhQJ3LoGlNbiOVUzZSPiKM2i4IjXZ1DatNy6hjfchOSmZI3L7Mn1vHjB61dW1ebeg7ndy9d4+fXdybkDK4Lcz8h/+yTTiRKTcpNw2dzuqI3+1tbMUcK2LjIilCh/Yf6o/bu3SlYEE9umhwke09Tbv33th51FfZREpUbc++BkbuW/n0Y6nBJbBYyZtdQPze3ogo15d/Xhg3z0yY1pWjLedevhkbr3/nTRLTkO1dxMOPCHZGW2VTlimr69MvhuN2qFIvkh23bx85IX7i2NyrL92I2V12Msk3CPhFKPNMUt+JU+ZnLohi9/JTaQtjDv201zjumiiuUG0LmfyP/8C3hQtPp7kI7Zxa7798eXD3rsrHTpEiWUCm7Eo+z98aQWZmjCZRiw8+OtfHc8qnbeOOpbGJgGykL/Olm9t36N/7kJRo1lq7Rx55SB53zCJEUMssalkF3R7ENC+2LcAuEnWsE7Z12OaHrD6xxQvY1nDzqnrSszY6bbnwEhS78/aTJ8luaHJiDrEGQIvXOOMIdIMN+x8b3hPnL+JOTbtvmpbHZuYUhpXGORIwz5KdnUPh0R27H59v7TDPuImpWcC0oJuaIyVG5OVXumKiPX/8ZtzovGVeBGYDqGOJ7/CLLAHU6cEcHrnDO2J0riE68QtvDMVEe//wlXrScHveL7YvI1YvtEDy3QHc4pU7AwPT88Gxtn+gI7/rjwwWtS3riG09uF8PYPJDFj/q8KKuRdBuhVwakR0TuwT9prZK4jJL8C5b/AobfK4IfqYIymWDaRyYUoylXiXSuGgKG0xgg2kciFYE04vgjQfpQjCbCeX+aHPk5sxNOgvJDP6BQig9mB/w8e87ciP/P+uRf+NILpzFQTYQycZoHJRajFBLEAoXTrmOpzFxKktKZYMJJYKETl42WJMmeHybImTLRFS8YXu0dWvMWFS45uj95MdHSPZuDytiibt1kbvNztniqHhouf8hUvYAqf55QP0Tv+qegOoer/xej+rXvslo0vW4fzbRP5vocycEFpKX55J1k0/0Sfe0EHs7lAdvyQ/dkO1rUZ/7S//l7KvVZ4uGjzPViSXKFCbwPGOgpJ4YvqEWVyFwNQTWiIcaezpvXW8RvFGD0aqIzBo8s5ZIqSVSKwlqtZRWJ6XXSem1eFoNRqsj0hslWc1Ydj1Kq4WpDeLsG4K3B3kcbLhXOYhLOyFZL0AM9AF9VcBAsWS4TtUv0nSOKLvkyk6VslOjvq3S3FaO3JKP3FLpbmo13YRsgK8hhkF+s6CrSTY4rOjka7oBaLB+QJzfhr1eL0tvUCY3S1OacEojllotS67BE9sRCohcmpD+3qr4YhR9D+RfaodSq9DkCll6iyBT2njh5ultaFzIVNROw/adpm3x5q2xM9tjJkNj9GGxE2GxhpD46W0xEyHR+vCYibAYQ0jsdGicPiJWEx2t2hnWfewh1dWsvv7MeoJarkopVSSVyVOqVWkN8oxGlH4DOCFA940rIxfUD3plv/SM/NqhCwHFD/bCB/NuPfZlWfQQeEijPTKh3qtT7dVNnGroPfhNZXyb4PQAf7daGrY2ct+C8mdz6l+6RrdOKPZCwPEhIZUHP90pPV+HpF2HUspk9ApZeimSXA4m1WLUCgmlQkIpk1JKpdRSKbVUSiuT0ctk9BJZVok07bok5TqRXIqmlqK0qwj9KkKvBfaKZHFGzfYl9UN+dWhAuycw9lhA/+S65jA5tts7GmUfiZIp9txAH+XCp4oU9KvSrBIsvQSgXeOnlQ+nVQ3TavnptcJ0rjCNC9BLUPo1nH4NT+OiFAaSdBlJYMvoLDS1CEkukSWVSNNKBc+33Pp2uKVNUCuEa3BBPVRWq8i5Aj3JVp7kKpKLOl+suMJFPm9VpAQd2UscVOkfXV28y5HORxe1D/tGNh2p/je//N9IUeRs2QPLxduCjgzkH5nJilHE3D+zNUIXEqrcEQ7mHupoPscF6AxBYtCRBcIkpiCFI6BsOFKQEswPHblR3Q4m6U4KRacLRacZgpP5vJN5w6euDJ2+MphwZTApbyDhymBC3lBC3lDyt71URv+FcvjDjhFGu+Sv1zrfF2jKXAFcaxm8McRBxm6PLyDa1UHuwIeMvlfzel8o7H/pnnyMWoDQOGAWV5zLFedywBwmHKw7UxgoNei84I0sKLZCNJ2FpBdBmVzgAlf8fBHwPAu6UICmM8FLrM2DszjARSZ4ngHn5KMZLCgj+MRcAOcw4FwGnLvhvzsP1sF9KMAcFpjLBM//zR0zWBan3b05UcFdPGUh6YUo/Y4vC+CMQojGhFJLsMxr+NPF4CWO6AJLnMHGaBwp/TKUyIAyGeIshuAiS/ACB3iDC7/Lgt9hgG/mo89/M5yb33uxkvf+TUF+T3c1v70PbUOgVummIL9zJNqy4ci/pSTYgoJNMFyPoA0w2ATxOmAhrJKbHbDNDdndgH0OsG8eZORYhpzLmJOErYFe7WzPiJs/tQqag7tkB/6Hy5D/+PVI2yro8EksAZk5ILR5BU6/yO4TzJPC+bV5vUHxZAIQFmutbp7WW/EpC2Jbghf9+MQKbPM69DME/RwRGgmGRPfHH+yL3QPs2T3xq1/JH9rmqroxMe6Su3wiqw+zBIROP8/lBW1+zEICNlLgDAidfp7bIzf4CN3sutZie/0TOHx3/67Ds9fKpsccuGFB6PRqLd4prWXkL3nSqN16auro+DTiWCWMS2rXGmxZk5iW7RPTTm4VHBIuijvkg0fUZi9u80FuEjb6MevK8JwPn17VT8+tYZrOnUf5JxJJkcR0tU4QFXdr5675PvGMbppENO2HTnftPkT2iXiWRXx61vN1HhoS1Xc2ZU2mwqxzkGGOxLTN+w53ROwha26QiinxldKhR3bMXTxvnnKOT+i0Gdmi7ZGDly4FVHqtcUk3bvbWNHXEHhMeeZzsbCdFqo6s53sid5ouvmSfcth05skXXsfC41boz0+9+Ebd3kcX8r4hmSU1e45VHDxO1t8wfP7VtWPHnexisrJlICyu7/BjK/KZKf3y/JgFfvcT/bbI8Qd+O7xnHzkghMatM85l9zufC8J2NJ1/JiAdDUhUbYeTFFE7AgmnxbEHFJ9/axgzoXay2+mZmTGtVNT1R+8XHT9F3u4k+4B+2stDMXHa59+zj5vF5jnUvia2LeD2JZFtATB5Ucc6OL2KuEmhyUM412HjrHHcRRJjYx9+rgyJh8LjHKVVthGLcsYrtgf67R670er67Oue2N3Y+YskogZnFgeWSa3JpTMtDjiWJ0yOwNcMcGtc7b6nSEKlNNixWbJjieTPrnnR0S5KYt/uHf587uiMVehelZqXtOZZxOaBzeuI3cczr7ZbfWr3MimZGEykD0ZHkWzu+LhJ4PTLp50jxuVh4/yAzSOx+HCLR+j2QY5/2HXx/eZIEraSkIUEzSRomYOsLtjuhO02xGmGXXqhDR0wDraouaXQfxUJ3y4Sv8QWPc0GsrkIjYumcFBaCU69KqFw0RQOnMyBqMVoRqkk6+7tdbhIBhtOL4TSC8AfuRMGs+nI9OCX3/VHfo+Pf1vX/ltH/lh/5F2bSv6grl0MZ3CRjOBObUFHclFqMULhgEllRAZbQmNJaVxxcuUwZagzR3z5hHDvw2MhoYbY3YbwOMtDobrwR8aTtpB/PbzGjlwufMRTtG2paJuF/bCz9hGv4CFS+u+k5ud+1b0+5T1+xT/5FP/q0dzvM+wk3U96ZxO9swne2TO+xeR5d5JUd/QWtqdFduiG8tBN+dE2+YE6+aUPbxYnczoSSoATTMlZrpJeCLzJGq5tkAlbleIKOOjIvuaOji5OA/BClTSpXJpehWfXEKk1eHK1lFpDpNbglBo0tQ5Jq4PSaoH0enFmkzijVZx9W3xpUPQBKGRLhjvkfZCiSy7vF0oHe7HBJnCgDBqsJAY6lN2o+tao+rZKfVurvK1X3taqO5Wa20FHjuq6VYpuXANghHBQ3N2G99xS9g6pusSywS6x8PpN+Pe1RE6DjNokSWnBqK04vZ6gtaLUfiRTjj5vwn7vwD+fgN+TAi91iVObcXoVktY1lC27ltn92MPS2NCZuN2TIfHT2+NN2zYcOREWawiJNW2LN4bETofGjofHTYbHTYXumAyNHQuPHYmM1cdFCfZuwT88JbqR1YZmlslSK2S0GoJeCSXWidNah2n9vBMKZLddFbKivH9F8u9Lk5EjIztuCiLKeEf+3J3wzY0TrfxTHcLjvaLDbYM72uHDlfwzBZ1PlQ0mNPWe4EEHFiai3JpfL6p+uqK9b06zYxI/oSNyxtWviYiLt6D0apBShlHLJLQynFKJUuoIWpksrVRKvUZQruIpV1HKNSz1Ok69jlOvYanX8KRSLKEcS65EqZUIvQrNrEIz64CDqOqQe3SXfySaHNm1rj3iGTm4rNrjIfb65Ls8iph5RdyEbN8weKhWeLwUphQRVCZOKcRS2UhaCZJxHcu6hmVx8cwCNL2ASGdKaWxZGluSysRT8rDEb9HEQoJSACWyocRiPLEYSysdfrm1vXC4uVtQK4JrcGEDfL1GnvEt9CRLdapYncTpeLnq22vYp23K5A7JwR75saAjPUvJK+7vHLk08j1HBhQ/I8VRQUcucEIXWSGB/CPGnDh5zAPTW8L128JVcWFQ5qGOptwSMZ0hSM4TJucJg45MuuNIpiCFKUhiCpIK+YmF/MQCXsJGhql3hXInTOHJQsGpAv5JBu9k/tCpvMGzeQMJeQNJTD6lgJ9cIEjMH068MkC9BrzKN181kaCNVOATncrJPuei3OREpbpO27J0lRw3kH1Xh15iDGRe7k/OG0i5Jx+jFCB0DpjDFZ3nis4XAUFHUu84MriXJAfM4oAZLIjOwNILsDQWQmdDuUXAM2zwGRacy0LTWOB5FpgT3JmMBeYwoZwCOIuBZBSBtODjdZCSdxJcdORANA5EY21Ikc7YzF1bo9N+0GH5g7DhbBaSWYimbyxSQplMMJ0N0hjDVBbvfBn8VrvuT42qDzjA+XxRxrfCtKvSZznohQJRTh4vl8F/hil6gwt9XIz+oVj6IQN4OV9wkSt+rkL4Tn3fV123y8WdneANMdQGQm0bzZFoC4E2S/Fm4o4j0R86EoeaMLgewZtQtA3j3RIPijBQPwpa5kDrPOhYgp0ewuWXuAOSWRKfIxHHEuJY/v+ou+/oqOu8b/h77bq76u69696rogiEkkJCL4IVpCSkTnoAQZAmooiKjVWxKy19kkkjvZBGei/T59en92Qmk0zvkzqZ/nv+CCjr6t7PdV3385xznfP+g0M4nPyT4cXn+yl07XS3SDM0br6/9+dek/69/P/YH4mYvLAdR/VeRLMIWT003Rxm8jLMXuak1SlVItt2MVetnmlum5swWJVao1JnUJhV8hnY5scmjNYhVkNyWtnO55r2xbLe/9pxLVe4bhNr8+5ZgQrQL4xq7IjVxTJ7ALMLNTq5ehds9NCsPprNA5tcMu2sU2rChyFJymv0tRHdEdsmc0jqCaVcY+OavSO2eemUbVGqHU7JgIJC8cxCq9Y9qJplmdxswzyod6knrIGWbnDzfnJIhOz0JZvEyDR4Id0c2+wCzQGOxU+2etlGv0ZpsDf3ktfvlLx6dkGo8St0gtff6ty4hX7kND7I8lQ1NW7YAcQl4Qwhop1RmBzSaIJg+VrFtWyTQoPqHSqlEb870L9hc+em59xNfTNyE7edzAh7VrZzB04FNNU1zPBN5B0vmOkM0ZQJmHRYlVrJkaOMFaGBN9/Cv78hfyGjI/yFtqhknMVTjOkWx+zIoQTliiA8Lr198w7oyrc4JsIrWqqef7ljw1bfV191HIgixSQu8oT4KB/csKV3XSjOnzIqZhfZUui1c9Jla9G1z8zeabOJpGMaqxOT8Dc8z161ASQWGZUWL8Rv3/KS5Olltu2bura87EeUMp2danYNGGz2cZXm+Gn58qD510/4r33PJaS2RezuPEDwkdFxjR00LsJ6F2ZahE0uwOLnWXC6Zh4zeVlWL9fsHdfNGFVq7yBDfvgwOWxz++btqlyiSa6Q2Ob4hgXMOA9YF83ScWlkEhK6yZZb6hTpQMP8kA2HTNOTE6bZCdNcc+d4+LPiFZsZ739plkxJ9V76lH/AgrMNTpwmH37+AGXtBryswapQTihM80L9rHRSprMj2gXE7MYc+LANl6jtfga//dmDIxu2BkprbBK9VDsfkEzNibRyk5Nud3ONPpZ6HpjFoZ/duflvOfLHzkgPZHJB5nnAOAsYZ9gzGmxWjsyhVEvfXXlpGfxVAeMyCbxUBLxRwDxRwDpSjBwtxY4VI4dJcEohnFCIJhKROCISVwgnkOAkEpyytIhxCXBLq78LoeQCJIWIpBCRlP9TPXJpzua+I6GEX0Tkv3Pkj/PaD+bX52xKwZQiKKUASSGiSXloEhFdciSBBMRXcDLy0KR8LPk2K7GVkkFpSOk7twnbuka/bsNE6GZVSIR+WZAsbJnutXXe7C3zhUFzuU95SKvmC4O0eU/bmlfhyIoA948+8Z+8goc8gt/4BL/1ix71SJ/2abbg9v0uR+yiI8o1HemZi7VZomHR7rvolhbRC83C59v5e+7yny/nnLnQUB2ZQ429jR3MxQ7m89LzwE+LGG1NAlaTACgH4VoEqGX2td5t78+ug45X8KMqeKlV7CO17IRaLLqel1DHTqiH45pgQhuc1gkf7QSPtTOPddDThpinINYVEaNojNwtHwTEvRi/l8MjjyCjrcBwOThSgQ63cvppgh6OpEcq6ZKIuxTCLpWgZ0zYIxT3cCXdImmHQtEjFXaKhENSKUuIDg7CPZ0yCkvQDygGRznU2h7mPxqgVxvYSS1o0l04pRvLaEPT+rF0CHtNiV6wQZ/YwU8N0McT6LsQ+ipdfKqZnsQYfFV4LYa6Y5k0OEgftlG1er06KEy3MkwddM+R6lXr9SsitOuCJ9eFTQSHK9eGT64JnwoKmwgKG18dNrU2jLcpmJa8Ea1M62McrkYTGzhprdDRJnpsGyV9aOQwSo2dQrZMC1Y4hcsW+E/rFVvInK11rF25tAM3GcdbpB+NSi5VDqSUDOzL791RQN6ZOxqdPRrXxDtDlv6jB0qQiLZrJCGz0idd4mWL/M0zvASb4LxF8JGI8zoNOdwMJFRAsaVo3G12YgWWWMlOKuMml7GTStmEEiyhGI0vQeKXNFmOxJUjMeVIXDmcUAklVYEp1SChGkxoB58VS59zjm/HRZtw8c6AbLdLstklXjfLDlvkRXj4YR5R+IxkkxjbMsDY1QZGliFRRcihfPgQEYklIfEFCCEHib+BxBZi6XloUjYanw1H5yGHCtC4Ai6hUJCcC8XlA7GFQDQJjiYBSbeH327rKKU2kqm1dLiOS2uEimv5ydehPUTJkiPfqrlxG/20TRDbxbvnSLHyBfdCnNN+wPuLjpQ88guOzH5Wf3yDaMNTmhVrJlauFoWuBJI3d9SnkmgJ2bS4e45kHMqjHSqgxRbQ4vNpCUuI/BdHxjxoxweTORyTNRKdNRKdPRqTQ47PpSTmkpNzySm5lLgcyqEc2sEcWlTWSCyJeqJXcUPq7bb6lVa3yjqvci6anIs624zMPM8fN462o19kdaXeHIzMZx7KpUb95hZG+NGRxQ848hYWm40Q8qDke5cSmYdJrPRCIPUWOyWTnZCNJeQiKfnQUSJ4lAgn56PR9xf9EO6VDKH0pZ5IEhBfCBJ+pORSz3g+cLgQSCoEkgpBQgEUnw/H5iCx2WhsFhabhSZloUkPNGje///3z+YQ74cIHsmHMnLhtKUKZS6QkQekEVkpJcCpwtFzHZKsCZzMc7YUMS7+MHA0j3Uqm56RxzpcAL1aAB0vAM4RGe8W0D4n0b8vRr4thD/Oh8/mQsfy6cdLBt9p7vthcOA20DECdIyCbQy4FYJbUaSZizXxsSb+rzkSaRcgrTy0icNpwbB2dLSD1jNCGeKjXXJy9zi1d5I1oEYoOh5NL6YZJRSjDLRqEYcRsho7xcJeuRyx21kmE2S1gqbZ+5n7p/xK3+T/rX8vMWOAbvDARh/H5GHqp3kWp1S7INC6JqecXkwCrl0vCQrGK5qcbXRlZjn57c9q3vlgRjCF6efYZo9CarFKNLhEjbMVuEAxlZMHBofwE+Km5VMijYerXWRZnFy9Sz41r1XM6cbnpGonbHLxdM4p5bxhTGMvqBjZvR1Z9fhUeLj/h+s4WzLP19kleuOkC9HZDQozjo61P/cCI2i9q7xVN64BbLM8g80kM09LHLNd1M6dW8khQYMv78X7h6WauaE5HLQuwFoHaMcRrRey4aDBZ1YZFDeII6FbDB9/bhg3yaYmcBq3c+/e7rDt3vOf4Fe/bd+0BXv9dT9nQqpxjGnUyJYd4mdCrQ0dhnGdZtKECyS6s29SgoKGYhL9HJlKabZPGOlbnofXrMa/+WF47yHm6nDtR1/oJ9UMiw3Rz3ik44Kd26RBQfyw9fRNW4ZWre1PisNHmIs8jW7KMcdW0/buVTzxF0V4SOuLu2dgwbTM7qhsLt65kx0cZotNaN38vJhUrVZrA2w1PWgtvCHCNgxoJQacLx0+kCB+OkyVEu3j6s1T+gXJxPg3PyDLV3A3bnPzJFNyO86Td259Vv3UXwTL/jL1ZaZVbhOpLRyrVaCfcXAnuC8eUj25SrBlJ33detqqNSPxsXgndX5MJ9TPs7QuVOuSWHGmxgWYcVDrRCwejtGN6Jzjimm31KgsqmTuOCh96jH1qo2B7Ns4W7UgME7JTNoJ69SUbVJpd/PH4I27R9cETzd3TSuMfKMdMrglapdbapxu6L57cB+4ahmwbccMm6+YsIyr5zGDCzbPjOvNOJXTv3U3vDpskUi0DY6y8uvh9282nn1/Qqnh2RbIGgtoXIQsAaVShcNo19YXyOvC8ZzihW4atbia/MbltgufqRQGisGB6t1cOz5qWODr/+/VI5eOyVpmIIsNshpBmxqwKlnWsX7VaA1Wmk/9hMg6W4S+VgCnLg1Hk5C4YnZcERZdAEcWQLFLaizGkgrgVCKcTIQTC9H7OxrRRBISd+81GU4qglLuF/zS8+G0XxzWfmBeO+2f5rXvOfIBQd7/nLzfEPmvjvwxv+jIn+/9KQNSiqEUEpx035H3S5JgYjk7PRtKzENTqsGMHupxSlliQ+zTvM1rjKsjpEHhinXrDU+tUm5+xvruJidpyzTpmZm8J71FQbMFq6dyl9va1uDcVQH+H3ziP7kEv3fzf+MX/i4g+rNXtsKn2YY79i/aY5z2yEXHfvdsjMkcxRQ824JsaZG+dEfwUrtgfwv/5WLk/KmqplcygYQKYWQusj+XdzQf/roE7GoWgg181m0IrUGAWmbv3ea7g7dq4SPlgv3l/NQKzj1H3uEkNKCxjVBcB5w6xHmNyjtH5b5FQS8MsI6y4LdlUKaa3qIeoI93s6W9PNEAByUPMAdr6UMkcKSKMzLE68dEvSL5gFTSJRN3KoVdU4JuhaBXKOy958jxbpmgXc7tViiZU9whBtTVM8ZA+UOYZoAmojYO0K/eYRxvRFLuwildQOogdrQbySBjr/K5p3XYu7PglTnm51b4ioH7yYTwglT1Xg81jdt3XPzpPmDj42NBy/XrwtRBIZpVIbpVIeqgkIk1PzlyMmztRGiwMnT9RHC4anXI1KrgqVWhkytC1StDxyIi+nev4JPSRihHagFCC3a0G3gNkJ5D+e+Iue9rucen+c8vCFYtCJ+eE66Wirc3UjeWMF7+fvhAJnSW56/QBKo7sE8KqenFUBIJOfjDcEwmNZkxfU2H9/RwzgzSnpPwn52TR7gEIYuc51z847Pcj8zAFTX/PJd9ogdOqQRji+GYEiyhBEsohuNK2ImlnKQy9r2UcpJKOYmlnMQajFDFJlRgieVIajmUVgEmV7LiqlgHB7AtCvlO19hmHy/ML9jsk+/wKcICE6nLDjYAACAASURBVMv9ExsDyo24PBwfC/GOB2tE6yBsE4Wzt4X+Si1t723anjL6gSpmdBWUUIomFGLxRWAyCUokIfFFaHwxGluMxhegcfnI0gnQhDIwvgSMLWIkVQ6/19lRQWtiUGuYS44squERrkN7C6QHiyXRBW1v114vxz5rF8X85xzJWjdd8U+ONJ/aJN38tH7VmolVK4Uhy1mJG9pq4omUqPuOjMphRObRIwupv+bImF8IOfaBEHLIhFxKwo+/kz0akz0alz0alzkSlUM7WAjE5FBibvYQCobO1CNXR9h3tdNjTve02+X0uRamZ6a4kp7a9i9z776W1Z30Xc9L+ayDWaMHfvOzj6f/Yx4c7v55wHtj2j9tL/vlOuKDG9F+2ubzT4F+XokshFKWsrRCiMhKyWcm5zGSisBXC5hpRCApB4wnslOygOTMkYwG/kcNzE+rBr4YYVdZfezJadqd4ZtkWQlLX9QqvZpPP0GEDxdiadmMBCLzMJF1mgicL0GuFMNXCoEPicy382ln8ijHiaPHCkaOUellQ72Vw3fvsjoYaAcfbRFx68WShjFRk0TYKBY08QXNbG4rwrmLYHe56F0hpwVFGtlIkwRploPtXPLAUFN/QUHHR7lDl7Ipl7LAy7noJ7nwFSLwSSn8jzr+F9Xc71qkxa3ipmZ+T6eUPjyF0Qw8plnIMPFYFhFkl4PWMcAyxjKpILMFscyChvmlAPq5B4OYFxHzImxywiYnZFz48Q+AumlY70L0AUjrAzVuWO/CTG622cM2ezCTF9F7YZ0H0i3Cehdq8GMGnGvEgUkvavCztC7M6BdoXQrVrFE1PSPW4p09nNVr9I8v464Ioq/dPBiyrXLX9tL9STZYDE3PDpimVXq3RD0NauxK5YKTLZSduQisjjBc/tQ+pqFbPRTTosC4INa7BFRZxUsxwg8+cUis0KRVOqn0DkvGk1I5q8MVjz2tfXK5Lmi1aPUa5oZNoiNHFstvz2aW5EemW+70uYaplTv3oCt34dezppUqeHx8akKHw7zxj96nrg9hB28Y3PXSXC9doVQJZpygwz3qcLItTpFxjjwz2zfnohjNuFAFvPFW29ZtvpsFGokKMwYM4yZDa8dweLj68ced23eMrl0v++SLgEQi0ODzMim2NkSxPGT+zl2jRI2LJl0FFSPB60bDdjgyK3RKM6hzOOT6sfMfcleFGp95irt21UBUEs7RylSmEccs2+aZFVvg0A2a//0EHBrUFZ3Cyq/2jClxUMgra+ENwh46yt28Q/HEY+ygNcavv9cpx9UTbryfUbYhTLPsKcXyZzr2HVqQKCR63YJ4Uh4WMr5ioyGryC/X+SlIw7O7R9dv9ufkL/IncbHCl100HL6RGhy2kFugMhmhqYUAJu7esGnq8b8Ca55xk5nyyTmBycuyWgTGOVwwTlm/Tb08mLkmtD0qgZ1V5hJMBbhiuLxZ0Atqp2YhjZ1qdgLTOKD3wyYXZPBBRv+Edh6ns9HUNCA4SLrscfVfV6tDg8dWLkPXrBl/4yJe0eb6Jv/uwWhFO+AYHgUinkODtriLa/1SrVhlHJu0u/kC3adfQavC4GdCOje96O5g2sdnhFqXQOcUqhdUE9MLYxq8rQMOjtA88bT0qcdGgrY2b9p2d/PzDXvSlbwpqnGeq12UqxwKjcnNV+AtfbSQ8PEnHpeuWDYaHt4U8Wx/xI6iqMQxgRIwztPNTtTo4lj8dMPS7kYfYgmARi9gcCEW39JKBNSCAwYPYHAiVhdidcKmeci4sHRlCja7Af3SPkg/ZPIAxhnI4gCNbtBsh21ToJ07ou9pkhBL4Sv5jPMk8AQJPEECj5OgoyToMAlKL4RSCqHkJXs92GhYCCUWgIRfdtsDWdJePpi8hMVfnbP5f/Wu/WB/ZNIv5te+jQfesv8plczUMiCFBCfloUm5bAIRJRTBhFIwqQCIK+MmlwKx5dyULCipd/gM90ocecsq5cZgRXDoxKrwydAN3JDH5XFP4zd2L+ZsnC9YN0dc6ywONhKfNFQ+4aOvw3nPeLl/9oof8gt/i/N/6+b8YZH/uF+9BbfvXzS94jXv95oPum0xczOJoslXhrjb+4TPd/J2d4h2NaB7K7CkLPBqWklVVD4jkoRGFgpeKIMyssGKSjarQUCrgNhVKK+SQ67u7u7Pb6NdrodPVrGPVPFiarnR9VjiHTTxDppcCybUsuI7oAwm++w4+0MLcnUB+MYKvWeDP5iGv7OxatTDZFE/jA0zQErPMJlIGSkBBhs5vYOiLlTaJZJ1C6S9HHH/uHBAyh8Q8/rF3F4Zt1su6JILO2TCdrGkRyzsEwgHBcJhPmeAyR3qH2P2qYECNfq9hPUORjklws7LJBcQ7OQI+egw/QgfvWDkfDIHX3WCX86iX+nQT6Ssd1mcY/3iY41gEjRwhH1hs2Tz41Nrl4+tWTW1LmRqdYg2bPPEuo36NRus6zaNrV3L3rhW/nY0GreZt37l7Ibt6lUbFU9tVKzcIli7yRS2VRm8Ftn6JOviVnJn8h3sSDXncA2YDrDPiUQf6qWfzvLfcmMJHs4LDuFOreTZHnR78ei2HPqBLEYckRXfOXGhS/Vx1sjxImp05kjUt0ORtwDCTVpM68S5Ad17t8G0Qvq2HmkkXXhIwkmx89+eht63Mt53wB9PSD7gcC8MQK81sTKqoPRydnoZJ72UnUbipJZgqeVocjmaXIYllrCXQqjB4mvQ5NtQ+m3ktSruyRoosZH+Yi+4W8pbrxWuc4qW46K/44LHAoK/ukWPLkofdQue8PCedvNWOPmrFoQr5vjL59nLF5BndOIIqWAjyNk6Cm7vZz7XwTpYASZmgYeLoNQi6IGfR+Te1fjbQGwxHEdEUvOgJBIYUzd8ofduDb2eSauhQzVCeqPsRiE3/ibrxQLZ3gJpNKn53bZvS3hvtfKTOjgvdHO3DLF3KKZe9s0RnPbIRev+gH0fbtjhla1w8/+XT/Coh/9Hn/D3PskjXmaQrepxa/6yueKQufw1vuxnHad2iNYvV64NH1u5ZiJ8LTMmbLAqicQg5FBjs2lxt+hxWfT43B+HtRmxOfS4pWTTYrNpsVnUmH+fbOqBbGrk/fVAP+0DyqREZ9Oib44cuDVyKJ+adqs/42bniRLKh6Nwp2Fa5fLO4n6n32ldmFUtetWTFjZFUFc+/MGt3sQcWnQ+Pfq/4MhftOOD+adFuL/6V/30sfiz3UAPfPWBEKGMAvjwUgqRIz/+mshIzaMlF4DJ+UhiHppyk5pUipznuWr0+DBZUMkQtNg9IpWFRRe0TLmYJpxBs+aXwGdygORcKCGTHpvLSs0HXi1ETucx3iqCL5exPy7B3isAzuXRjhUwjhWzTlR0fdDY923v0O3R4XZK3zCljUq/A0D1bKgOgevYaD0HvcPGmhCsGUVbeEirgN/BBRshoBGD7vKAbnBkoL1lKKea/HkReDQfyrgOEb5jJfzASsoGM3JZqVmU+Bz60QLgfD7tg3zyl8WMWyXMzCLG9VLg1m2AVIXcbuDWNgvv3JW0dsp7+pTkoUmQZeUCNh5oF0J2MewYQxxKdFqFTqsQ+yRiV6MOHeYwsqfNnBkbd2aaOzMLW2yIZRYxL/yIS9AwDxqcDK2FobUxtTOg3gUZ3JDBzdQs0lSLDKMHMngxnRfVejDV9JTKqmcg0uIq4PI3nfujkZVrZMtWiJ5/2Xz6Ev51jr+6zglILDILUzvHsvoFU/NMnZ06s8DVLvi5gra9UfQNO515JTq5ZqnPUqCeUUzpVH1DIxER/eHrzZBcoZqegbCu6OPSlavFK4M4a9cyQtaOrg+mR4TT1keMhoX3btvSEbat+rmosZtFOMZpzUgHQzdzol4wtXVZmUxNUTX5lfih9RsYweHInkO++hajUCvQ2kGDk6pz9VoWGYYFwdQ8ZFzon8YRwwIOjnW8Et8evh0vbjSrHXQjLtAszI2bpj75XrpyvfYvTwrXbZq6RjTI9RTdrE2jhl6K5AWFS99+E+/tGvvu27YX9wxs2AafeCPAGxdoZ9mzuFZh8ZY10IOClU88wVq3xl7dpJdbFCb3sHkWtsxP8ycFEbuVT6yePf8WPsqeF1nmIfHUt8TvXo4cLe/F2RJwXYTk78uGn92D07kGw4xk0huA5aSX92JBIeS1oRN5RepxNWowOuQ66f6DrOCNVVFRmr5RHJF2pxwdXLfRcuG8l0LmffPV8KYX+4N36j/4bhGWgPY5ROfB2ePdIds0jy2T73oR549zNC5E74MNM5DBHeCNQRt3j/991fyF93AKA5cocbbccO3W9/vjBitbpZMOvtWPWjwck0dg8rL0C6DZjxo9NrG672A8L2QD75nVwpURwNrwgYjw0eBQavD67s1bujZt7w7bWrtt22hJvWtMQD0YxQgOF2QcwRtacYjNKammRMf2BofTQsKhyDhf54B9TMfX2Wlmu2ZCZ+JIRaRq6nsftB08SFm7Qb48fGrrc7Y33rFe/8FbWYdT+FKVFbQuqNXWSToCkyqhD7/t3UcYCgoTPb16ctsuy7mLnmukQFWbF5CoJqbZRi/HhgPqadTiQWZw0LiIWDyQyQUYXBwHztIvgkY3bPYztHOwZRG2LIKmBaZ+FrW4UIsL0M9BJjtkmVl6CoAsDpbJwDKr0Rk1wwJ3jnVUwMRC+tVC5odFrLdJwOlC4OhPKLy3QyeOhMSR0JiliZkHTwvePxXzq4L8H+HICmZqKZhSgCTlYYQlRxZDhDIgqRiIL2MnlQKxtxECCUwb6DqBXNgLbApSRoQo14VOrt4wvi6EG/539eHVgcxdzrzw+YLghcLg+aLVxsInrPXLAqzVOH+Zl/uoV/yQX/i7AP+3Hu4fncJlAc123LZv0fSKz7zfZ4n02GNnpwl85csD7K39/Oc6Obs6BLuasYPl8JEfqN+mkGqjiGBUETeqQPJcEetoLlxVzQbu8OmVMLsK5lVilNqu7oGcNtp79fBrVeyMJUfWYYn1WOIdNLkeTqwDEtqANDp6WsH5yMb+ygl/b4c+msaumOAvphg5Y4w6Pr2dSb1DpVX29N8cHSqBhzv4Q0xJL0/WKxkfkE8MK0T9EsGAkD/I5w8K+QMSQf+YqEcu6ZHKemSyfomojyce4Y/RBWIKjT/SIqRWaRm5Vs51A/vKOPDOGPK2lPcmhp5iME7ysDdVvA/snM9mWJ/OMT+fQb40YJ/J4cvdtKRWTkY9lEbvPUw7HQGHPTaxZqU2dL1+3Qb1yrCpleGKp8M0z6zXPBPCX7kC3RFqyzstfHMPfePjijUrlCvWaNdu0qzfJt64BVr5JDPs8eH9y0av7hgcIDSz0xu46S3YYTozg4eeV3E+tCEX5+Gj82yCURCnEMXdGd1TNBBJpB/JpB3+pu9QFjmGBB3OZR0tp75ayzlHQo7nQalf9Lxwrf/lvJGowtHYQtaeWviVNuYeMjlqHDptYX+kBz/UwR+JBO8A7HM90NF6ILUCTr3NSS/hphdzUorYyaVYcjmaXI4m/ujIUjahCI0v56aUczMq0LQaJKmB+UovaxvE3aYVrrMJV7gFf8N5j+LcR/zch738RzyiP7pEf3YL/+IW/M0leswp/otL9GcP71Ef+09z/GVW0QqtOHhSFKEQbMe4L3TD+8uZh/6NI4ug2CVHFgOx9cMX+lpr6PUMRjUdquFTG2XXSNy4TODFAtkeouRQYdMHnd+U8d68K0js5D7/oyO9swm/5siA6A/3Hfnkg460vb79R0cq169hRIcOVCaSaAlLjsyk/X/lyJujB7Ooh7IoUVnk6JzRpMyBw1XIx5C92uYbt3omJw3SuTnD3PTU5CQ0vSieweUWHBuUZ+WOpt0Y3n9tcM9/3pG/AMef8fGfkgceeWAF2oNb0A7/4ntNHnjkl/Ivtc/7IQJJBWByCZZeiKYWoGm5zCPVnPfFnmY7jjgCYvOcxDIjNdpFc37tHK6S2AabJJ/dIh+9RUu8yYz5gXwgkxaXxUi+yUjJop3MAy+Q0PdJ6PsF4Fu5zNO59JNExsl8yulS2qUa2tUmamY7pXRgpGW0f5DSSUU6YLSTw+kQcNtF3A4Bp52LtfHQu3xWC0BvZgLtMNgD0XvJXd211V3fV5I/zaedyQVP53JO5fHPEPlnC9mnSfDrRPBYIZZWgBzJY71eAL5dgn5YCF7Oob2VTT2fRXkjh/ZmLv3tPMbFPMalfOa7ROblQuDDPPr7ROZHJODzEuibcvRmNTevjl/cILzdrWrtmWzvm+oZ1AyP6OkUI0QzcehmHmBWAGYFaFFC1knYqoMsBshsgS02zoyZM2NjO2ZQ6xxsmodN84hlHrM5QZudN+MEdQ7GlEWisfBaO25veRYK3nBnQzh4JJGTSmh76cWJituzYqlOphYrjTyDg62eAyx+usaJKO10y8zw9Dw8OYsDnPoXDjZv2OVs6h5XW/tt7l7NNDJpkUmmfAwYe3olFBRqoItMimljFqk/YiszaNPkqbdmqxo8NMRF5/qGgIXyFuzU+21bdrXufoV8+fMZlsCs1DLzSNSQHciKlejqrbSQrcynQkUrtzE37ZFf+saPTfGn7DzLLMO+ABicoHFxdNbFtM2J1bNi3fzgDM43zOIMft2uvXe27go0divVRrLVTbN4xVOLuMQEHkoTP7kSCArVV7XItS7YPCOf0BqItUOhO5HV63grgpjr1vcEbwJOXMD5UqHWQrUHRky4SGnHEcHdzc9CQcH81Ix5qQLUznNMPoZlETTOzMm1aGQUf+Vq2+EMvLYNrx+QvH5paP2O3oT4WYHZKx0fjNjKWhuGfX3drjBzFAaOyWeRmPq/z67dsXf8sx98CgN7ysqwTutUNt313Patz9c9v5fzHdEtVCvq7naGbAfXhFCDQmgbNw+GbhV8/LVTrJeYPINm14TKG0CkvZtfkv49yHj4xMKYimpwgmY/Rz9LNrpcE1OcqFjVyvWOw2fxhi68ol1y8vLwui3thKNWnkKoX2AaPIDBxdTO0A0OzORm631jymn2rRJ66DbuqmDFidPT5Xe8VOYsyAlQeN6KTuz8O827nu95KQp8+2Mb36yVThhukSjrt4FBQezlKynBa6kRG+Dg7f2bd/E//NyJimVjJoEF5+o8Y+rFibqOyuejBtduI4dtZaekI0dOVz67z1Fea5GqFVqDdMKo1Lghk0885Zio7qjZuXdgw7busK3c1GNgxvGmF/ZZK+/YpUr5pHlcaVbacabWzzDigBGHdV5AvcjULm3hCcCmAKD3YlacrnajFhzQ+xFLgG3DmVo3S+eBDF7U7GNoplm6acBoQmwm2DbFNAsBOzxq7L4jIuZRPi6GLxFZZ3MZxwuBo8XIvX7HAiieBKfez4NvxClLb9bFaNqSHR9g5S+6LeV/iiOX3rWXHJmHEQoQQjFEKAMJpUBcKZpQAsaWMuLqaOnUqnR60kZ+xBpVWIhq7XpN6CZx0Aretsftb0X4crbP5gcvEIMXSSGzhauMRf97tv0pHF3p5z/m4z9835EPeXiPuiQrAroduG2fy7zPZ97vt0b5pgl2azwmfaEf29LH39XJ2dXJ232XE18KnPus50ZCQWNkAXaoSBJJFL+UTztNRO/Us6FGLrP6niOpdV3dg7da6e/Uw8eWHFnNja7DEuuwxDokuR5NrocTm5iJI/BJKf8DC+/raeRbM/iRjf+FEvoEorwHglfp4He9lG96KN8PjuQwqfU8Ol08KpT0S8TdIkmPXN43IeoTiAb4gkGuYIAvHJQIB+TifrmkXyrtloq7RbwuTNjPVtC5Mtoge7AY7f/Oxsxc4F6f535hRj7RYh8quRc56Gk686SMc1HDu+zArswAV2aBz2Y4V/W8T8ewD1oohAYsvQ4+PDxwdOjSVsrOZZKI1aoNEaqQCM2aCP3azdq1m4yhW1RrQ9kbVktTX9LeOcu/Fj1wYBkW8XdJ8HJVWIgobA1540ryyyspqcHkK9tpLdHD7MMt3OQ6KL6eGc8CErnIaQX7sgH7yIFdsvLfnBCd4wrP1o0e6ZZ82jlxIx9854eh9FxWahYj7svBfYOSbybwRuZcVgXvtVuj+3OoBzL7D+SPxN8cjsruf/kOK6aXHg8yj41z3hMjl8b4HzLZrw8ir7aCaTVQ8m0spYybWsxJIXESS9iJpVhiOZpYgSSWYYmlWGIplliGEQoFyaX85DIkuoKxt4m5e4C1icsJ1Ss2zkmecov/hvMfwTm/w7H/8GO/C3B/j/P/6JL83i16xCN81C16xC3+nUf8m4DgNzjvPwKch73Cv3rlT3qVK92K9VrxVgb6XBNjTxGU8i+OJBTB8SWsWBIcS4RS8qGkElZ8/dDbS45k1jCgOsFIk/RbEicuC3yxQPZSniiKWH+l56vbgjN3BYQu7vPd3C3DnF1K9R7PTOyiI+qeI/U7PNJnvPz/5RM+4hU8HBD9AZc8et+RT80Vhc7mrfZnP2s5sVUY9rRiXfjYyjWKsNW0qOC+8oRCavyPjsz57zoyMpt6KJsSk02JzyYTssmEbEp8NiX2FvnehqBcWlzmCOFWf3qL+EsVPmjHRTzdSB+r0eCQ2WZko6wqSHZHYu+Rznc18z67OZRwbfRAJvXgf9qRS2dp/m3SH8jhfODVpWM5Pz2F/1uA/jM6f6JnAXJkKcT7xx6Wdl7kAvElWHoROz2LGU9E0knw60TyuSb0S2isUWXDpl0aj9/qC0w7FkycMWYnrTx7+I1rg6+SOKeKeMeywZQizlEidvQmK5nEPkeEL+SD7xLBD0nIFRLyST7wQRbt0i3kdBZ4Jp91oYR5uYL+eR0ls220qn+0faiza6RzkNxBo7WzaG1MWguV0kQmN46OtlMZfSBrCBruHBno6e0abKruza0YuX6j592rHWc+7Xnta/LJ72mnvh1+9YehjEzqseuUw98OpX039Oq1kbM3Rt/Opr+XSb30Td+p65Sj1ymHl3KNnPHDaPoP5ORrlKQs5oks5oksxqksxrks+ptZtItZtEtZtHdvjLx7c/RyJvmTHOoX+fTvCpjXSazsYjCvAqqpRCprOVVNooa70vYOeX/3OHVgEuibYA6pEbJOSNbKR9XjVJ0StE1wFiZZFhFok0EzKnR2UmaSy/qamyNflO5/caH0Og504SLQJxcbbXrIpmfOO/tm3EMzdoZ9Hpx1g8YZicMJz82OOqb51kWfWEb78tvcg9E+2Rg0qe3UmxHbnHxSP80TjmdlgWvWYAej1LLJsQnzVEl5xfPbxq9m+WCBccIgHTNNTi1MKmwmuXZRqsYZyCKM2RUKtUovVlsccp3+o2vYrr3MkAjq9q3KjFTbx58utPa6ZAaxwj5kXRixTg9Z5wCDEzU6adNOhnmGOzkt0Cz2mBYhjdXNVzS8/mb1sTNe3hh30si0e1g2N6xdlGsc+oHhtj0vd8ZEq+kgX7OI2Zxy/aJDYBz7gYQ8t18YslkcnezKr8KlFsWEGZjxdOvdLAfOMyxaZZrhT76p35cQoLJkKsOI2QNZAnSDm232aBUmQ2Ft15bdfRvWd2/a3Bi+vXPL86yDGXj7yNS4Qaeagi9fuf38SyoYE6pNiM4KGJxjardW7QiINTa+SqywYw580Dgr0866pGpleYuhsgXnaCfGTOoxHXbpi4GtL8Abd0iPnwg0tnjHJ1XqGZZ+oc/q5GoXvDzp3ch4YMuuyY8/1U9ODpkcDNM81zDDNM5PTqh0BXm9oRHd6zZ2bn+5NmJH+3N7gJjD7ruDFpUFMy0yLT6qxsmZx1nTi1SLlz41N2VySus7mnbvM1z5EuePqSdtk+oZkcapULjsItsid8zHZAcAoVOq1yi84qmZgFA/9flN+gt7sPXh7J27ZJFxrn9k+1oH5xR6gWaOZsFHbTig9SknPLKOwcKDCYzIJP/1PJzFXkRlnjGTUakBTHiv2UWbxqlGnGrDRVMzuvbR2r1xUEKSK6fAMzCCyye9ArVebmabXYNm7+isp1c/z5jF6VacbvRi0zhmCyAmP2TyAAYXavWDRjdLvwAYnJxpH2Cch0wemnoONruFcwHqlB4waTizetiugOzSUS3YImouY94sYlwh0t8ggSeKkWOF95uoirDYAigmH4guQuLKOAn3tuHc12QhmHYvcNz9JNwfqfk1Qab8D3Lk/TmbpDyMsDRkUwoRykBCGRhfjCSQoLhiSmx3/xHm9ZiR51fK169VrgudXBeuW7+Zs/oJyZ5lns92eoibZ4hrFonBrqLQaeJyS9lj7sGnce5TPv4jXsFDXvFDPtHvfPw/uPl/dY+tDhh247YDbst+n3m/33rIN00wGA6xhM/2YFt7ec92s3d2cZ9t56aQaJcvNubEENsiSZzoYmlUnuCVbMq7pdy2Rg7SiAJ1MFoNc6sQ2p2OruHvWhlv1qFHqjhpS46sZSfXYYkVSGINJ6WWnVwLELqgoxj/HQXnYyXwsYz5jlb8FRt7r5t8pBt4tZ15snnwzc7hz1n0apjWxyXzRMPjoj6ZsEco6BaLOsdFvSJRn0DYJxAMiAX9MlGfQtw7Ju4dk3SOibtlwk6BqE+goHLHqYP8YRJn8KsZ5MYc56tp7GMLesXIu6IUvQOzT/bRM0DguBA5N4W8Y4IvT3M+sQr/Mcm/LMIuDGJH7nIzauGkruGUzh92dySuGH7hmZHNT7HCVnHC1gjDQriha/gRa8GIp6l7gyb+EcdpPw7UEO6+vqLnhT+RN/2Fu3s17+AG8Ogu2Q8EdkHC6F1CN5DSyk+qxWJrwZhGMHEUTQI4J/mcd6XYZQX7koT/NsA924ueKBp8FZ0rk+K99fLvMsmvERnpubQ4Iiu+kvIWZ6G0V/t5Lj0xm3qIBCTlklOaZR/Vid7PHEmsxw63Y+n9UAaLc2YIOELnneyB0lvBlDowsQJJLGMnlfCSi7hJJE5iKTu+DCNUIIQKJHGpJFmGEcpRQhknsRqLqWe+0EHfDGCbxwRhBvEzC2PL0eKTPQAAIABJREFUfOI/BYQP47zf4tzfBDi/CfD+A+c9hPP+6Bf9wSd8xC941Cd8xCP6vUf0O5/gtwH+QwHu//IL/+oX/w2XLVuUr1ELN9PRl5oYB3/myCKYcG8fKhBPguKIUEoBkFrGSL4z8P5gax2znsmqZYINwr4m6VUSFpMNvlQofymHH5Vfc3XwapXg5F1+XCfnuS721hHu7gnNXu909KIjym07ELDtxfXbPNKnvfw/+QU/OvLPXuYaW+Uya/5TC/cdaT6+WRD6lGJduGzVmvHQIGrkup6yOBI57kFH5lH/O4489FMx8gFHZtOjMskHMskH8ujxOZTk6/3Jt8F3qOaCITmxhvpdec91q0+6gMubh7+v6P+gmvphGe3S9Z70b/oOZTJj8qH4/0I98t8n/ceR7fv5NUem/uwF/J/fwX95OvuXkkTC0grg1Fv0uDzkKBE4dav3ZNnoB4NYBX+SYZvXegIOp9tushsmTHJUMVLH+/7W6JtZrLM50Kkb1COZjGPXaRnfklOuUY9+M3jsi57Xv+h685ve934YuvLD0OffD1x9+27qxZaUD9pSPu9M/0dL2ocVaV+Un82q+5RUe6OsjljbWH337t3enq7h/h7KUB91uL9voHdgdLC1o51UWtbYepeK0TuA9mpqRXbfd582v3e27PBxUszJkshzZZEXKve9Xb33zdvJp4tizt8mvHk75Vxx+ocN56+2v3ex8viZ4ugzJZFnS/efKztwvvzQhcqYt6qj3qo+cO72njfK956v2Pdm5f4LVZFv1xy6WBN7sSb2Yg3hYg3hnZqkS7XJ79alvVuX8V794fcbjnxUf/6D+tc/anztH62n/tHyxpXGi1dbP/q+54sCWnEhvaSYWVUGNtwGm0qB2kJGYR71ZhWnqoJTUcmtvCtr7hY0MoXNfF6djF3JmxhiGBhkHQKoMeoEEzRjmJnHtcq4M1OQWQHZVYh9kutQ0+1KmlMPzZi4WuGkVmhUC+QqvmDWwHfa1Sa1ng2Jv/m0ctf2lm0bLXVVXK0BsC5oJi2WSa1RqlIaTIjRDKtNfI2Dq7ejBjOq04KmWYpODzmsiM6KmRa5+nm9QmeTy9wSxfT4mEEu02r1Usssqndw9XZEb2JYp+mOBcAyDxtmmaZZwDiL6pyw0TfqcML2eem4XqvSTyk0k2oH1+SB9AHEvIDpFxGdU2Was4qVtrEJlXmab/SM2LzYpHtCh09OWKal44tSmU05qZwyC9RuzOChauexGRyw+GG9U6qZ06tnZhQOldrE1c2hFpxudoLWAKoLCNULdqmJe4PYtHdf29adfTEE7GbmDE+unrTDervU5rWOmRfG9eNqK9/sQCyzqBlnG3DQ4BQZ58QWN2YMMPU4y4GzTYsipXXc4hJqpsc08/yZAGacsyvMbtG4VyS2KidFKh2ksfKnpnn6eeacn2H2OmTq0e+zC/bFzA3RlHoL0+rCbAG2xQmZXAKNbVGuGcsrbtof1bn95YH9BP7X35m4Y9ops9A0zzDMMQyLXDvOmnKCei9sxTH9IlvnkKr1hjGtfsLCV8/CWrdA58RMbsTs5pidHNss22RDDDaWfRbW2tA5L1dlNU+YZ0QyXDI2K1C6lNMGpW7MaMFMDq7FzTYFQLOfonEIbK4J7bxm0uBQqSdVWq51FjO5xdpFgcbGUTn41kW+aQFSO5jGea7NpVJZ7DKdUabTaaYldhdknBOr56Tqecw4z7Y4MdMM1zDHNzpBjYNlniUbbIBtHrDMg6YFlmEGtizAlnnQbEcdNopWCdl0qMOGOIygRQnZxYAdBmdoPao7FcgtIuPdIujdMuRiPv0ECTpaACaRkHgSHF2EJhah8SWc2BJOfDGWUAjHFQAxROBQERZdhEWT0EMk9BAJjfkxRVhsMTuuCIslIXFFaHwxRihC/z0o/2c4shi650giunQO5149sgxOICHxRJRQOhJPbkxlXnxhNOJJZci6iaBQ9bqIqfBwXtjjk0mr8JvPLRZG2ApWLOaFuIpCbcSn7DV/8zOexoV/9woe8gp/6xU/5Bc/5BU87BL+zTexHje9GLAf8FkO+C0H/NZDLjthQn2AzNnag23t4+/qYe/s4u1s4x3OHfnyxO2iyILe/UWcQ0WSqDw0JpP6ZZWktxmDGwCwHkJrELQapDS1do5ebWGdrkMz7jsyppadXMtOLkESqvhpVfzUSjSxCUkf5pxmIm8yqeeo9JN82RWa8N079OQ7zIRmWnr70CUqPQ+j9sBDNKRLwO4eE/TLpEMS6aBY3CcT9chFvVJhr1TYKxd0K4RdSmG3QtAll3Qrx/pV8n6FvH9sgiyZoNLHqPXjDKIe+VqPfaRnv6dmXx7jvcsVnh3hHGllJXUwEofAdAR+TYydU/LeUgjfEnDPAsixQSyxDY1rwuL7OBmM4QyskjBJOmzIOio5d2Ds5CuSjOeZMetHolZ3RT3R+XoQvySeNnqUQTnWmbNr8L0NrPPbJv8RP1fwhrPzU1X3RbD/ZDsjrYpNKOdGV3Gi69D4RiypASG0oYf74BPDwOsU6LUB9MgdgFBMjbwxEF0nutQ4/jkRuFAKnatETuYPRZfSCJldiTXss3m01CxqbD6DkDWaWMg6LcJb2YGaQuhUPoNQDsQ3oSndvKO19AN3oMg7AKEWTKiEE8owQhk3qYSXVMxNLOIQyrD4cpRQ9YAjy1FCBUKoY+zvQQ4A2HNS7haTLGJWFjQn/PMC/3dewUMB/kM47yGc/1tc+FBA9BAu/APO/yMu+C3O/z3Oe9jHf9gt/INL/MdF0cMu4SNe3mM+/t98wie84uUO0Ropd/MAtK+GGf9PxcgHHFnISigEY4lQSiEr/TY9vWngk8GWRlYDC6hjMe+I2xtFHxeiMbnQyyTZnhxedF7Vd6P/qBa+2saL6uQ8141tHeU9p9Hv805HeRyH7jtyi1v6pIf3aED4qE/4yJIj/Yw1jopl9rzlC0Whc/lr/NnPWl7dJAh9ShkcIQ9aKwtZRTm4tqcsroCyxMS4bFpcLi0+jxpfQIvPo8dnM//zjvwZIu87MpcemUk+cHNkXw41No+WfHMw+eZARiH9HHH4dE7f+dsjV3U4bMexZuZnxN4TNzqTb/VnXB9Muk6Ov8GIvUk/9F9w5L0l4b8qyH9C5C92Uj5ox59T8oE9kUk/ncOBk3PhtFw448fkIYfzkKP56KuF6LF86Gg+dDQHPJKPnLxFeS1/9O2RydIJJ2DFVWrHuNoi09mVMo1YvzBpxSfojubv+t96qybunfrYi7XRb9cculB14GJ91LmKl9+oiDx/m3CuOPUs6fCbZaffq3//SusXbzWeP1GSfjgn6lj+vpNFr5wkvnI6K/Lsrdg3fki7eOO1y5kXPs378Luiz27c/jyn6ou8mq/y6m/kNNz8svCL9765XNpcRRdBDbS2zLv5Xzfe+L4z6/OOb86XXziak/5aTtKZooSzJTGnCtOP58WdKop7vTDhWE7iW+XnPm5671L1G2eLM86UEE6XRJ8uiT5TknC2NPFMScKp4shzpfFnS+LOlsSdKY4+Uxx9uijydFHkKdLBN8pi3iiLOVcafa7s0NnSqLOlB8+UHDhTcuDN28nnyg6dLXvlXNmBU6ToE3mE86VHPrxz7lr/t1fbPvmw/tJH9R9cbf3ii7bPP2y4cKE8/Z3Sk5eqT16se+2j5rOfNr75Sd2FD5reudz23jt975/pev/doS+/Hr32w/C32eRviCNfFQx/UzqUV84srsAqKrHqarCqGq5rlXTVc1sa5B1NkpZ2SXO3tLNzvL9L1k3Dmu+Wf14QG0Z/P03bmT8u7h1WM9r1cN8Es3uSQTWyhyzsETufbOIwzXyaRThg5lIXxuutYy0z0hYrNmwTUCyiIYOAbBWQ5wWAns8wCcgm8aB1vMuq7HNMMKbHaUY2YEJZdh7VwqMY2CwTFzQLGCbRqFkybEMGzRjdLiRbMKoVpeg4o5NjXMsiUz8rtOLQpIdjxhGdBzS6QauPoV1kWHGhAUfNAZbFxbLM00xzsMPXa1mkTeOQPiAx42yDizY1DRkXuRacNuWkTzlphmmOycfWeBimeYbRxTHgkMHH0dmMU0acO4YPQDhTaFUZOTobzTBLsQeYBhzSBMCpWa7WzTW5IKsLVuMsY4Bm9fXrp4HpAEPvQ4w4aPTClkXEvEi1B4YtOGALDOtmGA4PpJsTGqb5Rg95YoG+gA/P4Uydk2/xsPRuTINPTi1Myk0zCot+3AqpZmArzjHjLL2bZQlw9LhK5dWLjR6RytfLwFnSOamOZpgGrG66cQEwuyCrCzA4UTvOMgZAg4+v94KaGdjmBixeihWn2HHQhDMMfrrVR7YtDtuc/TP+Pgc+aPWP2LxMq5NiWoStOGz0gIZZ2DwHWn0UnafLttA36yM7/AztIlvj4hncbLMLMS/yVR620c3QTI+anN0zgW6Lj2H2IrM+1I5Tp6YR/azA5gJ10zybn2/0CHROlslNNbg6LYtd0366LQBY/DTLImRzYpoFodHL0boxox+y4XSLn2X2Q0Y/oPfDJhzQe0Gjl+3wAibHHQRjmQyQRQeYFUNTzEZ+fRmQm0/+Om/0iyLaN0TGu3m0d4jMt4n0s2Xo+ULwCAlOLYKTCqDjRPBoPpheAKQWghkk6GgxcrQEPfKz5+wfUwCkkqB0EpxaACYVgPc2MhbCcf/T52yKoJSie98noQCNJyHxxRChFCKUIAlEOCEfS60eSgELCazEDUDoU6p1wRMrgrUhEYrQtcLtT1rPRuB5u+dJIdai5c7cYHdhiL3g6dnGv+PIMlz8Z6/wtz7R7zyi3/lFf3DxH3ZJnvBrNuPWvX7bfr/1YMAS5bFEzdrixOMv9iEberjb+wW7e9g7OnnPNnOPXe+/lVJQd4BE3lPMjiwUxORC6Zn0rAbFcDMC19DAegiuhZAa1mhLUxvlSiP0Wi2WUsFN+dGRdVhyKZJUwUutFKbd5hKq2cmt7CMd0KsdlCNt9ORh8fle8Rt1SOodOLmddYZMvyZA26RURDjE43RLOF1j/D6peEAk6uMJenjC3nFhr1zYKxf1jIt6lJKuCUn3uKRHLugWSwdk4j6JqEs81i8eH4bGR7uU9Ho+82Mx8p6cf0nIf4eJnurH0tu5SQ2c5Do0vhVL7EPTRpEMOnqEzj48yk7tR5PaWAcamK/Uwwca4EPtYOLQYKKC9uYM/UN85Gu85/NA+8e66tdFpUloyUFa7T6UkdbJTBoSvNo/HA93pfHbjluHP/aD1zyCLAX4MZ1xrhU5UsFLqBDE1IsT6jnxNXBsMZJQhaU2whmtYForktTIji+FI7MZL9+iRd6ixn43EHtzNI3q+F6OF3dIzhcNxhUzUwuZKdeHDmVTE3JphDxaGgk+S1koGrRey2KkXaccIoIxlezkem5qGXCgkrO/EowtR+LKsPgyTsKSI5fmspfUWAUnVsHJFUhyOZpYgRCqkPgBaJ9AHKWXv2gXhc0Lnnby/+oSPuKXPuoRPuLlP+Lj/ckveDQgfsQvfTggfsQveATn/Qbn/QfO/Z2P/we3+PcL0t8vSP+4IHnUx38MFz2Jy1b55evMolA2e0sHsLecEf+zn8QiOKkYuufIAii2AEglMY+UU4+39H0+3NLGaoCY9SDtjqTxjvASEYzMBV8plu3LYRMKKq5TP6oRprdx93ezn+vGtlMEL+pNB32zkR7HIbdtX8D2Mq7b6JU87uE9HBA+6hc84hf+PiD+k5+xxlHxtD1v+QJp/Vz+Gn/2TvPhDcLQp1TBG8ZWr5OHBo0cXNP1L44kUv47jozNpsT+hMgf65HUJUceyCJH59IIWaNJ1/sTr/el3hpJvjX0av7o20MTBRQVsYJ2Pn80LXMkPoeWkstKvcVM/J5y6PuR//y79r/MXKc+0O/4C/lZufHBczU/1yeYmg+m3l8huXREMT0bvncIh4i+TkRfz4NP5IIns1mvLT3vZjJOXBs++m1/+ncDGV8PZnw9eOST1pQfus71T5RpcDamp9QP3JYZ2UanoqqrtPBuFmXsboOIeLnhxMnCQyeKov4f6t4zuo30zPM9dzzjtLZnZ8Ze293tllotudPY7e62u9udlBiRIzOJSFI5B0qiciQJEjkVAOYcFChRzMhAoQoZYCYVKGYQIJgzWfcDJXWwveu5d+bu3XN+HwAeFFmnCsT54f+87/MkinYzJGF0aRgdCKVJdzDlYWwAx5LiaQI8XRSVqmQfLjp2vu7GicozbDkrXoCnyTF7ioh78nAMUXiylJQqjt4jTNzLT9zLi9/DjUrNoabmUPcJKPsFsSmZcayrSTnlWWW60stFVw6JDqZwk48VHL9cd/1y/Y2jJSeY4kSGiJSiJLKAaCaAZyjCmQoUC4hiyRP35bPTbh9hAdEMAEuT76IBOxhAJEOOo8nQiZJwphTPlOJZMkKygpCiJKaqiHtySXvziMlKdLISnayMTFZGshXhbEU4WxnKUoSwFREM+Q4msD1FFcmWU5Nl9NMVpzjqjCNF+5LlsQk8XCKPulex52TZiXN3jp67u48tpiTxMUwAHyeKiOFFpgLRqWLKXgmVJQrdL0UliyOTRJHJqii2nLqvKImeS92bn7C3IC5FQT1UkHSyNPlscXJ6EftSRerFqgMX7h26+vD45TuHrj88efnhMZHmbF7dyQf36dVlUXl1TLlmn8x+PMuyXwbuF9n2CizHspv2ynTHFcY0UctxQHNGrjvHaz4lNpyTmtLF5tNcw5Fcy4kC/dEi8wml7qgIOpzvSs+zpgt1p2SWdLntPM90UuG4KDcfB6A0KXxODKcprWeVtjS59ZQMOi0wHsw2Hs+xnrsFHuLD+3MMxyU6iTHwxDA6BY6vOEYReHhdN7qk9y9rBmZsQQQeWIKfzunG5swj8+4JxPR0xtO/aPYt68aXoOFF7xgCDizaAuvw2Ao4vAJPIFAQ0Y/O2MYRhw8xjMxAvhVoaA0cXTAPLWgGZkzDc9DwPDyyBA6vmAZWvKOIfnTFNICAAUTvX7SNrpsG542js5aRVdPwAjy+avGvmsae93ICR+ZNY3Pg2DQ4smoeXDUNTTsDiybfsiW4Dg0GtQPzjuF1w7MF3eCCY2zdMrJkGl2xjyH2gUVwcLbTv+Z6Nm8eWzX51kz98+aRRcvYMjiw5Bxas/uWNaN+2/gkPDzVGpzfaFNqGVs2j8xD4wvqwaBmeM4wsd4YWLRNIaBvTT+06Bpbs44uW8ZWnQOr4DBiG0fgsRXT4LxlcNU+hLifrbf3r2z8df3jWcvgkm1kERychkamHf55qw+xDK6aBlYsfsTgWzGNrpjHVnXjK9DwonZozjq67B5esg4vWAcX28cRdf+s2ofoxhDTOKIbXTKNLZl9i4axef3onGFgos2/CPvmjL4Fc/88NLQC+tbhoWVjEFGPLOnH1wxjiHZwHRxHwJGNbuHr0BhiHkbMw2tWP2IYnKl2dBmG/fU9HcL6Cqk6T6YTcx7eUJoU0ITTMdXrmh8z+nqhiUfwZKdhzAjoc/jN55TgRaHujNiQJjWfkphOigzHRdrjIu1Rke6I1JAm0Z+W6E9L9CfFuhNi3bGXyM3HAcsRiSlZaIwXg1FSmCyzkr69mJLwzdbf/yd55PPTxkhgjBTCyCw4OYQXW/BiG7W6KdZ5NdL4yWve327q37zt0atvDr3zbsfWV3q+fG3p5B/X+R/OiN/wS19ZyHlzUbR1Uvrr+Tu/RBz/A+n44UrH99ba//Frj+z8FTL4AeLfuRbYtR4IXQ+EL46HTvgibR2f1FrefuD5Y337n+87Prrr/qzMwbhUK0Vx7+4CLF9IHbuFHhTXzMgxKaqf6SpBMK/JVGqGSiCw2NhUU1alP1YGxRbYiblOYr4rssgRWWwjFduI+TZynouc5yEq3ViVE1NkJ5ZCxAoTpdwSWeUkl7uiCq3EMijmPnjEaBa1QXVP1Z1P1N19rX2djb3eum5XbZvrnst93+l80O6qa/M+bGt/2NFd39PT0NvX2P2ouaOzxdnV6mqrt7fddzxq6nqq8fQ2t3Q11xj1aUbwAOjco3Ol1sJxZVZssQdX6KUWeAklHmKVk1hjxddAuGorptKOLnOiKp3oCntktRtbZIsoteNqdDiPfa/fnTZjOjtnOLtgu/DYfAjSxpvNUY0Q5o47vNgSUu7BlJlDH0LkB7poB3Ro1H5hCD4/0nUdtu2/D8cUWMJVtl2l7ZGlnsgie7jCTih0kCrs5CorodyGK3LhASc2B4q41rKTa8QJQCrPSH0wesa6xqnqTJHocNzmCE4zWmyKBizxtx7s5mmwOVp8ppaQo0Nl6EKyzGF8G05iowBWqsKGz/cSlFa0woZROnEKF07hJAAOvMKBV9rxuTA+H8IXWIj5EDkXIm94ZAGEMbft7O8Pnen/ZLbtN/PO/77g/tlq178i/b9e7vr5svfnK87/ser8+Zr3n1fb/9tK249X3D9ad/8j4voh4vzRqvtHi+0/mu/64VzHj+Y6frzS/q9I16tI77a5nvcee/+9Ff6w0LxDDOK++7aHCDILQWbBCU0YIRgpMpMlhrg8Nb36wdXmygemEpuhxNpa1pFf7E7lGUN54G5ZVxjPTpbkcnRHizyEGsf2Wtsn920fGrxfjo6HITPh3/TI5fZ/W3b9cN37w3Xvjzc8clW/OZj76wneaxseuc7903jUex1bf/V027/3vrG1661NLWFb7inRIh3mpUfytf/vPXIjjCTkqAkvPZKj3v3tpZMETishq4WYoUXfbCFkNMflNNMFzYncJiKnNSJLF35LHZalR9/UY65pIm+q/+N55F9si6H+Lzzy2+1wv9HV7GVy+a2S9zfcMSbHEpdjicsBE3LAhGstsVeaoi/WR527TzpVgz9WgTlShjlUgtqnDN2vCtubG8YCtrOVO2ninSx+5I3bh4HWqxkl6Sc4+zp84Nhqn7Q6+3AG86ggni0gxuWEsVUEpgKXKIzYq6LuySUnSiJZSnSyAssGcGwZlilBMyQEhjiaLk7co0w7fyfzYu3NPXl7YoT4BAWGkYehyyNocgxNRmTIqGxZVIo8KlVB3qOk7FFSkuXhKXJMqoSUkhN7tfhMRuXF1OyEVEHcHgE95lYUW7bnWiM3o0V4MPdofE4UUxLFkFFYSmySfDtLFbavMDpeQEwUUi/UnUhRJrGVRIYijKEIYSnxTDmVLiUninEs+dcwZVimDMOQohlSNFMewQIiN2ArIl6SokKxFCEsRQgbwNP4CQz+/pPFV7hqJUMUSxeREgW4uBxCHCeWzmfuV+05XrZ3TxnjYDE9WUZOBagMgJogI9AlqH3yyMMA9bgAc1yGZsnRbCWRKSYwJLhEABMvi6BLw5IloakAOkkeyVShmbJdrNxdqaKdTGUoXRmyX4nap4hMyUcfLMIfASIOluxKr448VoU6W0M8dht37CH55sOY8w+x19Q4aWsUUB8nrKeJm1Nk9amy+lS55gC3KUnYyJRq9vLAvVwzQ26h5xjihSCLY6ZxWmKFLQl5JqZCG8XXEbMtcTfNiVkmKt+ckG1OzDLHcUyULD2Wq8fIDASBkSoC6bfMsZlGtNgSLgHjMhvOamcfw+OT2sCM+tmkdWwWDAYtI2NtozPg4KxxbNoxsWQOzFoGJky+aWhywf3E7/TNuMYm7ePz+qFFywRiHF23+hBocMk+sm4dXnCNzppHlrU+xDS2APuW4PFVeCTgGJs1TM7fm5oqm52onZ4y+meh8QVwdMo+MusZmoX9Ab1/FBxfMo0vGn3jpkAQ9i20jy65ns07hxfNI/NgYBH2LZhHZ+1jAfvIvGV0xjE57R2csD9b0PuXQd+EKRBwD4/ZxkbswSl4ZE43PG+ZWIB8QcPYtHFutXUoCI7NGSeXdP4ZyDdlC8yCQwH79CI4Nq0bm6qfXbofXGoYW2icXnGPTkJDk+D4Eji+YhldcPmXbaPz1tF5x+iSfWDFOIyYxpbaxmccwz7z6JRtfM02POcambOPTjlHg20jE54Rv2Nk3D3uN/kmLUMB5+QCNDYLDk47A4vw6CQ4Nm4fGW0fnnQPTlt886bxWdvojH1k1jI6Z/dNG0YnbSOT3cNBz4CvbXTK/mTGOo7Yx+ccvjndcBAMLhlHZ+GROdi3APvm4OAi/HTcPTpp903aR2fg4KJuYsY8OmUcnzT5p8zjU+DItGN8CRqetYxPmcb9Fr/fNOqD/JOW8aB5LAAFAlBgHJ7wWYMDZr/XOmszBVtt82bQb7cFBqHRgGHYbx4LWidm9YPDtuAo5O+Cg3aDT633m/UBvd6v1o0368ZbdeOtWl+TevShdqRZO9KsGW5UDz1sGaxtHrjX9Ox207Pb9U9qGvur657klbfdVECHJWa6GIwSW/6qR2IkMOb/FI+U/TWPlEI4wIKTWPASa3RdU5L3dIjxrZ/3vbOt//Wtfa9uHn73PfcbP38Sugm5+PkK7/dB0aaA7NcLOW8sCN+clL2y9ODXiOsX6x3/tNr5j+vtP1hu+95K+/cX3D9e7HwFGfkImdi15g9ZD4QiExHzvrDxsXBL2x9vm99+2PZxQ8dn9x0f3XF/VWxPTr+TG8pp2KV0fSZ17eR5UFxLKs9SeGdQX2E2qepNpWZLKWQuMTbcLqk0HCmBYwoc+BceiS62kUqsxBIbtdBBznXiVS6s0oXKtaOLbcQKG6XCHl5kCc2zRORB2BIwttZ0XGsQQbrqnvueJ83tg/rex5rH7XU9rtqutrrOnuYee53TWefw1js6G719zV1PWrueaToHtG1DjrZB2Nuntz9We8ehZ5P2gSGjta+1QWu+1GQ8WA8zHjgYlfbYYjepoI2ocpPzPMRiL7ncQyl3Ekps2EI7Kt8VmetBbQy/LnNgC2yR5R5KhZlktaUMWI9O285NwmcC3nTYwqrWYO7asVUdkUD7lyWekKLu8EJ3aE0HKR8ialx7RjovBTyX+z3nIWNKo4laZgw/wojZAAAgAElEQVQpgr6qaAsrdYcUWHfmwrgSG74SxpaDEUVgpMKGF1oJWWacwpXE1REyW7DXmyIE1hixI/ZK465sbaRISwRMceapWx2IuBCOE2rCBIbQLP0Oju5zkSOMA+++aQzlmSkyOF5hj5NABKUdq3TiVC680o1XOAkbEplnJ+TCxHyIWGAhb3hkLozPh3EFEMbQ9vHj/s9mBn6/0rcJ6fs18ujXa72/Wu771fqjzavtm1ccv1m2/XLF9d9XPT9Z9fx42fXjZc+/rLp+seb6xarrF0vt/zLf/rP59p8teH863/PLpd43Fvp+N9r5gc3xfo35j1JzSDZM/qseCYCElx4p0yfktbJq7t9srqgzlzoNJdam0k5FsZPJ0+/mmUPk3ZF8W7QsN9twuNCDrrF/teGRxravfIEIZDZsZTJiKbBzPfD5+uB7yx3/uuz+wUuPXGv78ap+SzD310H+b+al78wLtqxz/+Snvtux9VcDv/1d35Zt3W9vbgnbUqvCCA3Y/zyPxPwNjwzl6SMFBixPh85qRWW1YrI1hBwt8aYu4roana2Pu9VAyawnCHTEzNaQW7odmdqQDAPqhg59VY26qY78+zzyGx9kOSbCxrQuIUwWWSkiK0UIkwUQJQckcS1kHkziW8k8mMSFiNkgnmMi8CxYHojnmnFcM55rJvLMFD5IFViixNYEsTVBDCeJIJoIYggtdCHIFILMDD3jhibpSnNCel30qdvkI+XYA8XofYWRLEUICwhjAZF0OYouw9KkmA1YYgxLgmZKI5nSUKY0nCmNZIkxySIcO5vMzCAd4CeZRx8+Rlyc++kpXHKKkMQEiEyAyATwTAXuawA8U4FiKlBMBeY7UDnkFOWe0zXpZ+9ePFByjCanxUuiEuXkeCmWDuBYSjwbwDAlGKaYxJLGpsjpdGA3XR7BkOAYYmqyNG6fIm6PlMjghzNlGBYQRRPH00Xsk+Xnb7bwzty5EM9PpCujEmSEeCmWpsTTlPhEOTFJTmXlJqTXn06QxEYLCOz8KLoKmyCPZKiodCDxL8/wfw5DRmHICTQphq0kx/Gxe/OSrzXcPJh/ki7cRxccPFV+/UzVreMlF/fnHYrjUVhA1JHSAwcL9+3P3xeVRU5WJLKAqCQxkSmnJiqpiUpqkpLMAMhsOTFZjk+R4ffIcOxvgX3Jyxv0HZjyCLYUs0+M2yfGJssi6UBYAhASLw9JKY3Ym4s7rkgoaM5yPW0cnfcMTjt8yx12v76pr1KuvXzrQfLVh7G3NNE8ayLXGsfRRYstDImZKQKZXDNd4mTzrfEcE0VoT8jQkSS2xBwTQeIgCyE8X4tT6uP5jbGAji1Sx0kgcrYl/Ko2XOk5q59ugCfawGCbeboTDLbZ/G3uYLsj2GYOOKDpNvNUu3GyE5zpMU9364Je3UyXZq4Xnuw1jA84R6ba+qfaRha9A8tdQ/PWoWHL6Aw0HrCMPbP6+52TI+B4vznYbwz2Oqa7rH6n0293jTq8I71e36Bt5JlzYtQWGAbH+y3Tjw2TXuO0A573gpMeMNgJzTwy+h45gz54ZMDp63cHHtv9PbbxXstklyngNU91mGd7tNPd2ulu01SXZbIdnPEYp1yGaRc43QZPdVj9nbZAn23iMRxodwa7HOOd9kCHxe+yBF32uR6z32ua9Dgn+mz+fufo4JOhob6Bvs6xR12+Puv4qHt4zO4bsk/2uSfdcMBpDfZ7Rvy9QxNtzwJto1PtoxPtw5PupzOesSmr7xk0GdCP90Kz3eapdtNUj2XmqT7QDc51m6e7jZPtpqkOcKobmuyFgj1woNMabFfPdBvnuiwz7ZagxxzwwJPdjmCPzd8J+9tMi526aQ840wdOjUBDwx1jAdvYSPv4qNXX4x5zuwJu41SbcbrLFuwFg+2myTbDZLdh+ql26rFhpls/YbdNuZwTTnvQBgddYLATnOiFJh5ZJ3qsEx3WoNc60WELdsKTnfBkNxTsgie7Nx6AQbttsdM42Q5NPrb7htzPxh6NzLT3TdjHAjafr214tHvQ5xgKeIeCvUMTHcPDrrFhx8QAFOyxTvRYA0/cE2OOkQFo9Gnn8BPPeJdrqgMa83QFBrsGB7sGnjwae2IfHXD4el3TTvts8/1ngsq+88VtR0vbjhZ27MtvS1G6GHJHnMRKFcEkIUQUQkQRRN5AaCEJLaSv14v/l3vkX29F/rc8cmNvjcyCk1kIEhi3Ud0WWTFCK0YCEgUtBO0dRmP4Fu/br3e/ueXZtvcev7Z14J13nVv/bZL24WrGp7Pid6ZkW2bkb6yIfufPfHU69xVE9/qS+59n2/+vla5/XPP+02rb91Y6frLQ8YvlR28hY5+v+3es+nciU2FLo7vX5gk9z7Y3O9+vd/2x3vNJo/ezB44/3fF+KdMfSC4oDBeCu8Xuz6RtX4rbsJnaUzxrZVmHpRSECgzmAthQYtXXtNRVF5Wa9hRaiXkOVK6TmO9EFzsxJXZyiZ1caiMVOwgFLlyeG5PnxhS4MMUOQqmdUGGPLLdjShy4Egem3EaqMTMetKY31vPgphqvtqlPb+1Tdzxpfdyvedan7ulscj3V+B4bhh+bHz/Rdzyqt3XdNnqq1M6aVlddk6X+rqH5NqhudGmgDrXN09hqrb9bB56sBffdgZJqbNFVjphKV3Spi1LixJe5ieVufJULW+VEVzoiSp2hRc6QfPeufC+pwkW+5yTfdpArrKR7ligHlOyzHVsFTwfAY0+cRwwQrRYkVdqxBfaQwvaIqnZ0uSeiwB5W7MQUW3BaO2u859IkfGbCdHzQdbRRRyyHwvOsu4qcYSX2iGo3rhDGVtjxZZawciis0o5VGbFSfXSh+2gHUmaZ5EnVFE5zuNiKv6nZxdFEyIzEnMYwpTkOmua0rQlLXIlSQwSn+XM5iMrWbue27lBA2Ov3/3y67H2BBqWykAosZKUdq7RjVTaM0opWwlgljFVaMEoLpshKLLQSC2BSLkxUwgQ5hJfDWCmEKbX8Sef59MnjT4ODfwwOvOd78magd9N0z+tz7ZtXu7asuF9ZtP5sxfaTZdePFzw/XOz6b+vef0PaNyHt76x7t625Xl12/9tSx6+WejYhfe/Ndf/uqecDyPbJQ/P2UlOI3IQSWHASiLTxfyeBSBuT4qUQTgSTRFayACIJwUiFgVzReLa+Vqmrvm8qgTUFptaq3qwyJ4rTgpa5dgmcESJTkkoMGJIr2sLvenbcd3320PqhtX3HZDByeWLX6mTYWjAE8X+GDLy71v2L5xXttu+ve3+47vnpSsubfukr/pxXZiXb5vhvrGV8OEp+u/ed3/T9ZtuTLb/temtTc/iWuwqUWI/lbBS1NWihBifUYAQ6LF+P4Rkw/0888nlF+4VHbqjki8Hc2ZqwbE3YxqBtTivqhjbilgaVocZkteKyWjFZ6vAsze4szY4MdUSGGpWhxmSoMRmtuP/4+kiIxLcQuGZcjgmbY8JyzbiNIV1ciJhjIXDMuCwTNsuE5Zhx2WbihlxyLeQckJIDRuWYo7lgHM8Sz7Mk8kBGjomWqUu41hRz4QHlzB3iyUrcsTL0vsLIvQURqXkRyaowFhDGkIXQpSF0aQhbgWIrUCw5liXHbdR2mVI8Q4phS7BsKYYlQz1fSihDsaRYtgSfIo3aJ4tLysRfLD+SVZ++TxbHFOHZMgITwL+QyO8o11/3SKY8hiaOZkpph4qPpNdeSK+9cKD0QKI0IUlOpckoDDkpRUHeo6KmKKgMCSmBh6Mr0HQAR5cRGWJysjx6rzJ6j5KULEMzFRiWgsSUxzAkSXtVB05Vpp+7e+3M7StxouhEWQwNiKEpqAkyQrwUnygn0xXR+0v2Hak8zFAkRfGxdBWBmUdMkOEYyhg2gPsPQZNimAocXY5KzSfTZcRUFSv97qX9qtMsacrRktPX6/nn72Seq7l5piadJU9kyqP25bP3F6QeLj6QIIhhK+I2QlC2kspQEDd4eQE3fj9Ljv026A3ocsxfJV6JogNYtoyQLMWx5Wg6EJYAhMbLQ/DXPzudzzZ01q4j48hCYHHs2WR/3+xI/+q8bx3xe561ZlYc2SNB7y2ISCnezSr+6lQ15nQ55lwl7nJt1Pn75HN1xCstVK6FlmGMy9DHc0xJNzQUHhyXo4/KNafUeS45BpWOgfwHrhvCJhrXQBXZErN0LIH2tKj1cnbzOa7+Ikd95tb9Q8Km0wrjJbH+PABe46nPZ7Wcy2o5x9OcExqv8AyXb7VcEDfxtY+g2ZklZAKZf7Y29whZeoysTSBLS4hvdqbeoc4p498132v1tjS3N9x2VAjqr4kbLuVrrqoaLpfrxd4APIj0ty+0lbtyRbpMvv4y33iGoz2U0XIwu+WExHg150G28RE4FgwsLazOz00avQ/Fddd4jRdl4GVO8/FszSme6WKW/kKm7jxXf15svCDQp2Wpj3O0J4Xgean5kkidLlJfkBmvS7SXpJrLCs2VXNMNhfmyDLwsha5lNKVxGi9I6jKa2hrH5v2z4/7xgf4B37OhwLPl5eW1lfVHgYFCYxH3zgXBgyv1bQ39vrGFwOLSBLI0hcz7Fxb9y+tzyOwCMrU629DRolCL+K2XMppP3Wg+mW28lKE7e019LEeXzjek8/TnMhtPcprOSvTXJdpLvKa06y1pHG2axJwuNpzlNB3Lajol1F2SGq8C4I1burNZmvM3bqcX60uf+J7NTy2srSNdI65qMBe4f1beeCpTfYJnOq+wXM1qPZHdcDSr6VS29jzHeJ5rOpOlPSI0nBZo05TmC4LWk1mNR3mtaVL9eZEmjdt6gqs5KdeeF7akcZuOc1tPCnRnxMZ0oT49p/lU5sMzEgMnpzGHf0f6ZHxkZQFR34VqgIbx2ZXB6ZnFpfW1KWTJj8w+Wppum1wYXFyeRZ6M+e6ATZp2aHgyuDC5uBZcRWaRpQkEWUd6h58ZPZ6OJ6N9veO54tJeZ+/U6qKuTSu4f02kP8vT78/RMUUWNtdMF1nihGDMxjIevpnANz8fOSOEv6mG39hH+P+zPPLFQG3cRir5cpWk2IqXm4kFzVGtSmrLzs0d2zb1vrmtf+u7jze99eStt7y/++Xsno9Wsv40LdwWlGwOijYtCt8JZL82W/QaYtq05P7n2bbvLXc898jl9v+22PmrpSfvIr4vkMDuVf/O9cnQ5bGQ5TliR/+XTa73H7o+qPd80uD58337x7e9oWLtIWZeYbgAChV7vpC0fSVyYzO16QLr7dJ2qASC843mApuhyKK/3fjgjrLYnFpoI6icqFwnscCJLnHgSm3UUhu51EYqsRMKnbgCF6bAhSl04krshFIbqcKGKrfhSu24Ujum3IartsTe1R+4r07XtIpAfaHDcM+t0bS1wD2t3r4Wd1ej9VFzW1eLtUOr71Q3djbee9pcN6Br6NfWPzbdcRkKLKDCbMl3wDUe+L7bUuGGc+use2tttLs26h0HvtqJr3LhKxzoUkdkiT2y3I6qtqOq7agaR2SlK7LMHVnsDVdtbKw2RpZbsKUw4Q5ItVoYw7bDi9CZCevpZ95TBph120ittFGKrLgSF7bIhimyYQphbJmTWm6maED6qPfseOvhgP74M/uxOh211EbOdRLz3eR8G7nIFqWyUIpsUSVWUoWdXGjB3bq//dKdUJ6e4V3N1fsyVMZYkQbN1UXcat4lMhBzGlAyLVbQgsuFkgpdbJ4Gy9Oispoiitzsyq79Ig2ZU4c+XfCno6rfZ9WHACZ8kTNqY2q2yvoSfC6Mz4XxCiMKMGMVIE5hIQIwSWElKuwkhZ2gNH911/qVxf1ZW/uHHe3vtbdve9SxbbBra8DzxnzHm2vtr697frnu/bfVjn9Z6fvX9f5frvdsWe16d6njw7WOj9bb31vveGu5++2lx+8H+z7t7/zM5vjioXl7mS5MqcNKTEQhFC2BCC8HhMosGx5JEMEkkTVKAFGEIFqhj65ouNhwr0BX1WAqcWgLzc1VPbdKnKgcTYTUuZNvixTqGbkShYlV6Q2769le5/y03vaBrWPn1ETkSmDX6mTY2uQuxP/Z+rO3Vrt+vub5wUuPRDw/XW7e4pe+EuD+Zlb81oZHDuO39v721d7Xtj5+Y1v325ubI7fezcWITfj/TI/85iab53kkJkcT+RceGcFpRd3SoF54JIbTiuK0RmSpw7PUoRuZZVbrhl/+xzySyLcQBTBeAOOFVpzQihNaCQIY/7yFuJXMg0k5ICnbTMw2E3NAysZuGIEtiQcl5YAJWcb4W7q4m5q4G+r4660JzwvTxZh9+agUZQRTGkoThSQJdydJI5KkETRZJF2OossxG3khS4lnAy+QE1kyAktG2KjtJktxbBmWLUc/r+rK0Sw5jiUjsBSUg4UJTDE5LhudwMUkCjBMAM9UflMiUUwFiqmMeM5zccR9h1QViSEhJAkITFnCoaL9p6rTTtekn6g8wwJYTDmdKUtgSaOZUjJLRkhW4JNz8XQlhaWkMhUUBkBmKUjJKlKqipiixLFVGAaApsuwDBmFIY1PBlJOlKVfa+CfqDnLAFKjebFJskRWblKijBInwdEUZJqcdupO2qGyI9F8SryUyMon05SYRAD19XX4+0iURDIVmCRZSHIulqUgsIGEE+VpR4vOM6SJx8tPpFVdSpYeO1xw7tydi8kKRoKQxATiU/OYxyuPJqvoTCA2UYJPkGCS88jJclyyHMcGnl8WhgJHU+JoShwDwDIALANA/51QczFxKgIdILABPANA04CIBCA0Xh62X5pw31a8tuL3OTsK0zjXog+diqQf2hVbejSr+74WWZqxdDYdFjMTRQRmAYmWj2GIdzOFu/ZIw/fII9jKULpiJyt3BytvO12x/Vgl8XhN1JFq0ukH0afKyaWmy+4nlchS5/xM2+S857aZk1FHF8LJOVqGWHdAqEu63kriWuPErjihhSSHqWKQckuNEUNxHC2Rb6ZwzUSOHsXRoTPVeJ4xRvukdA4ZXOx+bMoqyiIcSf9yz81dh4XRZ+xF95DA2OzqUL2x3D/ZjiBDa8jjoWnjXddNke5ApoV10UI71ZLAMR9Twhf5jUcA6GCmOi5TT84GcTwQL7FG80zxVxop1XbJ3Hp/t8Fcx80ds0JDwy13PFckzj1CKDbbQOaDMTnmWA4Ym2NL5MFxPEssR0vMMpI55qgsUzTHGMs1xmUZYm7ponimRJExSWJKlJjiOXpyhoGabYm7qY/iaJPu2K8PzlkHnnjvi4COZv3ydHDoWe8DvtRScW921uf0tcqbDxfqTz+dMU+O9asFRffSJeqreVZeqf5WftU5YflNwYDTEpy3NVqyC3QHlGYmT0MVGmNFlliBJYoLxXKMVIElVgQmScxMsYkp0CaKjUkSFzPLSM7So7lGHEdP4pvj+DAjyxifpaVcNZCVrv1FprQ2X/Os/0mDvECTd3t6qdM9XFMNngK0sZlmyi2QIoLjOBBFaaMJwRgOSM6GiXw7MRvEZYNRNzSUHEOsCI6XWGNFIEFoxopgEh+mZlsogCFebIgSg1FCmJxjIQggktgWLbXFZetIMjg1++G+envu+uLodFvfkbAE5ZGsleASsoj4PU/uXJFfIx5L+zM7K+JEfipvuNWKTEyMBJ4srQXXx0Z7q+p1maq6SwKd9M6QuR2Zng5O+OdmlwZ7htIZx7j7zi35BwcClmLLBZGFzTVFZRvI8rakqyYUzxy1YYQCiPLCBZ+3MPtf1oL+Szzy26sz/x6PFL085BvVbYmNpNKRH9QnNJzfrf9kc8+WLU/ffKd/y7tPtrzT/ds3ej5/dfX0xys5708JtwQlW/y8TTP8rQHhqwvVv0HgTcuen823fW+p/Xtrnh9seORC96+X+3+HBHYgwZC1wK7Vid3L/tD5GZz30ReNzvfr3B888Hz80Pvne45Pq9sIOS3HE5QloQI4XOL+SurdLnRis9Q3JFBdeRtcDMH5FjDfqS8ENXfu1t4TFoGsfDtO5UTlOkkFDmyJnbDhkeU2QqmdUOzAFbowhS5MsQNXaieU20hVVlyFlVBuI5TaMaWOyHIbrgKOrQIZdwyH6kxnW0wcrRYAW8rdrQ+7Wpp7m9U9D+576so8apVLI3Q2Zzw1ScZtuc8M4scwF9KdadQduK3bc0d/9IH+ZK3mYJ1+TxVMroSxVbbwGmfoXQ+q1our9eLuebAVEKoCQlXB6CoIW2XFldtwJQ5coRNX3ZNY442944iqdkZXuGLv2hKt1lS/9/Q0mDbhODfQnt5iTi5SRxdBCYVwXBEUl2+OzTPH5priiq30El281pQ63XVtETy3AJ7vt52paI6RmmK5UKwATuTqYwW6eLmFKTczFObEfCtNao46U/nlvrxPTt/BCLUMmT6J30QQqXECNbbYk9zwLF3YHCdsjhRqCEJTFM9IzVBjcrREOZRsW8nrQx7kw6fSi3FHZdsvVUYo4aQCT2JxR2K+KyrPSVXZybk2khImABac3IyXm/FKiATAJACmADBFDlPkMEVmJcmsJKWLUmrH1UKhdebPas0f3AffbYXeMlq39bve9bf9+2Lnu+udW1a7Ny32/mbu8evTT18PPnpzpGPrkPc9v/eD2bYPpr3v+TzvDnjedbR9rHd/Wmv9ogjcDRgjpCa0FCJIbCQphPu6og1hAAtGChEkEFlkjRJYokQgQaVLrKq/2Xi7Ul+hMRV79cWW+oqey4X2cK4uXGbfKYAiBc3JBeJckFbTtvue5/MHjj812P/g6No5HUStBEJeeOSna/3bVjr/Zc3zA8TzvTXv9xDv9xHPTxcbNwdkr07wXp8VvzUv2IJkfDiA2ty77ZVHr259tHlr5zubW7Fv1RbgxWbCf55Hor7TgfzFT1A5msgcTWS2OiJbHcFpDd9QyY3EMasVk9WK4rwgqxWV3YLJbsa95O/0yK+/H+dA6A24MGZjmjYPJvGe17WpfDhWAMcL4Hg+lMAF43LMsdc18Vea4849IJ+owR0ojkzJDWUCO2nSHXRpCEMWypCFs+RoNoBLVhCSAVKKgkyX4TdgyAkMOYEJEFkKAktBeBGGEb8RKOKYCkyyHJ8sx7EBDPtloAjgmQAxSYZjq6L2FcazFdEMOYmtJDOV+OR8AltOZAN4NvD8kK95IanfgSlBJ8vxKQCJLiYm8Eg0UcLBgiNnb1+4eP/q4aJjiYKkmGwqTUJNzYtKySMwFGF0JYWhIjPzSIxcAl2FZSrxDAWODuDYKlyiJDRBHMIA0EyASJdGJQPsw0XHb7bwTlVdTFEcpkuS6VI6XRZPk5HpAI4JJO7JSzlRdeJg8f44AZEmx6YW4uKlX/5NZfyLM9+AJsWxVbh48U6aPISpwNAk5MPFh87UXEwSJu7LPZQiOxaTsfdQ/vnz966mKFhJYkqShMpSJB2vPHKgOJWljKHJ8YlSFEtF+AuPxG/cETqAowM4OoD9Dn9p5BtE5xISlKSN4jhTgUtSRiYoI+KByGNyZo/PvDo2lHv0xokvE0oOZT+4orp9QXL+w9gzXyWM2NpXkKmMsuuJGVFMSQwlK5wtIdK5aLYQy5Ji2SpCkjKSrgiPFW5P5IclSwmxORFkTmiUALVfHg8+rl1HhhsAZSWPvzIx1D1iuF6TerKSdLaScrOGnvMw8WZjzE0t9boGx9FhxSYqX0eWgHFcNSWzCSsykyUOssRN5FnRWbrIPCfN+uz22srwg2uC838kymLTwJvVYHrRje00HpoOl1YiaxNTs/3IzGg1P7NMdD3os3ePFhUaD93UR2W2027YEq63RPMb4mV18QJdLNdIEtjxfDicawiXmqP4uqSLd6nqjsL11aEHQiDhvR22ygoE6Wl4nHG6NiSzmSAyxEpMiZnNBI6eJHTEZIN4jhkntyYIobgcc3yWPi5LH5djjuda43jOBB5EEVnJQgjLh1BcGzbbTspxULjO6Gw1UduVuYZ02R/cZf5u552rImRyusdpPbILn0E/MhsYGViBuPfiJI3xwyta32BbWiQ5/avo7B3My7/HXP6EkL4r5jQ++iHARZDuBsNNSW2SrCWG+xCTXY8W60giI4VrIWfpsSIzWQrGyQ00iTZJ0BIHGOliR3w2iOfCGLGdIDTj+QYK1xB9o5nIN1NuGHCZzbg8zQH/us3X507D0m9GHZ+Y7BmcN9+G0rPv47hQTIaJnKklit10kSmGbyFnQSiuA82DIrJ0kQJLLNfMuNEak62PEkJEuR0ndkTyrCiOBZdpIgrVVKGOIrFQJQ5yDhSZYQzJMYWKLCiJI1RsIXLuxw0EW5dHuh5miY5tJ021tiFTa8jwXOnRrPQ/xxWm3Go4W9BwQnXmc/Z1dOyIAURWZscfd5Sfunju48i0z/DHvyCmfRF1YjveVFS8HBhaX5ldnZ4Cy++e3I3v1xmRtcd1PZwMHYVjwNxSh0k9lCwHigdRXvKiVkPKAUn/mz3yL2zyb3nkRgYptOI2jt1o2iyBMWIbpUhNNdym1SX8wfz7zT2b33z25nt9b7zd98bbnt/+agCzCbn2x2Xhu1PCN6alWwP8LUHupiDw6srD3yDO15bbfjrf9r3ltn9a8/xg1ftPS+0/Xeh5bWXwQ2RiFxIMXwnsWgnsWpoImwpibL2f1Tvfv+/+4L77ozrPZ3dtn5d7adfrz1KBit0Ca6TYuUvq2im04zitAgBqqvDaiqy2XBuY59YVGtV3yu/U3Sy0MPLtmBceiS+xk0qt0S88Eldqx5U4cCUOXKmdUGojfdsjcSUOVLErstiJKXaQCiB8qTWuGt5313SqSXsF1PA6Naqn2jKfruSJVtRmugYZjxvVe7psaT7v1QHz2bH2i24otQmkVpjxZfaoandihZVcYycVO3BFjsgie2iJI6TcFVnlwlY5cJV2fK2XXuul3/MwbrvolQ56qSOp0JaQb4sXQBSJnihpJQhaiZwmnOgBvqmJPmpPHzeeGYPSe23nSu/Gns/fda4Sda4Sc6444nRhxIn88CPK3ZIiJ1AAACAASURBVCcLw0/JtytLCf1w+rTh3KzhgqP18I3csAOFIaySkL0l6D35kQfy0ftyI/cAoanS3Yfzw0+URbCBT6N578eKPk5R7bhwj8RpihZrYgEj3eDn9CDVJc5zEi2F00q42oq9psXlgBSugcppTqzqvXm7S3KulMHmRhySYW49oAHQXq4x7oYWD1hjAGuMHI6Ww9EyKEpueY7EQpVYol8igqLFcJQYjhLDFIWZkK9HFWgj8gyheeCOcuizu9AnNuNHvfDHAdfHM94Pg52/8/X8e3/Pu73tbzna3zLb37JAv+ty/HnUu2vEvb3b+glsfr8G/LDU8nEetFMOo2QwXg7hAStOYcNsFLI3Ov4AFgxgwW0MuOfDVIElSmwm5GppNXWc5uo7hlK9udBjLLU8KO85pYRC+KZQmW2XwITm1x0oERRBCXfad9a6P33g/GOj8313z/a5Scx6IHwlGLo+tRvxf7ry9I2V9p+tef/pa490/2S+/vWA9LVJ3uZZ8VsL/C1IxocD4a/3bX3l8WvbHm3e2vHuZjXu7doigsCE+8/zyJd87Y7feIr6tkeGvwgdUZxWFKcFw2nBcFpwnJaXBonf4D+cR3IhQjaIyzSiMwyoDAOaYyLxoBgBHM+zxHPBhGxjQoY2/mpjdHot4XQN+kRlBFO1m6EIoQO7afKQJFlIkjSMJgunySIZAPrr/A/AsxQkloLCUlA29JEhJ9BleLoM+5IkJZ6mxNOUOIYCx1BiGEoMTYWiqVAvCrgvK9EbioNPkhKSJPgUVWyqMiYZoLCVZIYcl5JHYsvJ31LJl8jJL6B+E4YYzZJik+V4tozAlJIZYipTHMeW0tJvn0+/ff50ddqhooNMIDFeRIgTRSRIw+Nl6EQAQ1NimPlYRh6GpsQlAYREOXFjwzVNHspSRSTnoVlKPE1KSBSRDxYdvfzw1rVG7oGC0/E8ZpI4iQFEJUqxbFVsojjqYPG+M3dP78lLThAT6IpwmnL7t875W+f/1z2SKacmqyiJknCaPJSpQCWI0CmqhOMVhw8VnjhVcelU+fXjxdcu3M06U3ORLkmgSch0OZUmjTlceuBI+X6WMoalItIAFA1APdd3AM98rq3PLxQdIHwD3Eu++fpvkqggMAFysoycIiMyFbgkBTpeiYpRYM7k7p9Z7Q+42g9+GpVBPLFoG0EGZpHhqcYzwkNfEsxVtatL03m35YczUi6pjl4rOHqx4NAxKeuwjM4WRSUJCAk83GFVwpki1pWiQ1cKj6YpDxwCUmn8hKOyA94n0OpUgBuXtvcLYsDbEZzpOqtgUq98uZ9POSdkXRAeyKk6f7X62F4h+bQiPrvqYEbJfuHdtHz1FUXjOX7dwUt3425padlQ6o1Wpth0dHimfW5s7DJq3+XtLJ+hCxlbQTpH1EJl2kf4Wo58MTiJLCwjA3OnwxlHw+IWHw0HEHsleDPjLk2iSy00HiozHquETxcaD+Xr94s1idkaAl9HlrUm5jUfKjVcrYR43qf6Kd9TXeG9szF7wbr7E4sdVXYeX3cyt+VUpelKjflaoe5kqf1Erm3vrQZSdmt09gMGt2GvwphW4bhV6bqpBNNytHtvaZg8U6wAIuWYw7MsYQIXMdsWfV1DvNVKlWhYRo8YWegfaoZOfkiuPStG/LPPujouxB8uuCRenp3tnTOXQIeVRoYjWO5faB/vb1/uHuwr1lzZlVh9hrPYMzzjG1hHRu1P7xe23pC1ppXZL1XbL9Q4zhdb07gtqQIdI7sxTtbCVLXuK9en1UJXy/XnKgzpAm0Kz8gUgDS+PpbfGCtvZJfqT96xXio1n1WBx4UPUwqb0nv9ltHHj8QHb/JZN9fW5rrGoMLGy9La/cXOiwXwBZX6tAq6INUfEZr3XlVTsgxRYn2ivDm51JheDWdWerky9VFOXSxPQ+UZozI10QJdcoH1TJX1YgmcngedVFgOiox0rpYsMOFVrmgRjONp46rgmwgyMtf55Cr5YMU5KfJodt43v9wZOPvHGBHq8KrHh/jXkGcz5VfFB/6McZTULfvmDFXN5z6LqU7JnLWNID6kv9h+KSTletS+5YGxYDCwMLeIjMxfJx+Qp2YiU1Nd03qB7ojIzBIb48RwFMeC+7qXmYX8Tf5yEuxf5393HimFcEIrjm/D8a3f9cjypihIHt2we4vtnS09m7f1b3m3d8vb3Zu3ud79uZ++Dcn+w7LktzOSTfOyt6aFb03wX5kpemVN8xrS9uuVjp8stv3jhkeutX1/qf2nS32b10Y/QYLh65ORqxOhy4Hti5PhY+MR5o5PHrj+UOv54J77wweeL+7atxe7D5y9ewEvq9olsKPEzlCJY5fQSuLpFLmQusJlLYRtuXYo12so1LXczb/deLEQSspzoFROVK6DUmAnldhJJTZqiZ30oni9AeG5R1rJFTZcuY1QaiOV2Ekv08oCFybXEZLnwBQ4qaW2xNsgU2M40GG6OGTJmbPJhqGbbvBIozb2bgvBArEG2k6O2o+Ne056wKQWE6HUFFbgwJd2x+W5SIVOXFkPo7gzqcAbl+ugqKxEhZkk0RLELcQbt9HXazDXqjGXKrDnSlGniyOPF4YdKdxNy/8sNe+Lfaqv9uTuYCu+PCr+srQibth6Y9x4cRy60mM+ryyhsLkfJ8p30oEwmmB3ihzDlmETheEsOZqVsz0nj/jUdX3BmbHmyLRrTqXLwxNlIdGKiEQlNlGKYgBYpgzLlhGYYgJLit+fTzpQhE/Oi2CoQon8L9m5kftVIacKwi+UYADtwXudnKy6g5yWmEv1pHNNxDP1EVcehp+v2n5U9cXpIlSqiBh9KyyBi0qWEw/kUQ4XEfYUhaaWh6SV7zpTsftMdWj6nYiLtegrdbjrDcQbjaQbrdSb6iiOLpZrSBJa6BIrS+5gK1wpSmdsnjWu0BKfByUC1iSZPRaACXnmSHXL7k4r0eehDDrCO21f2FyfG+yfNls+LNP/qUjzSUXrDp2R2Gtn9jtZVgOlriE0T79LaQyXgngpFCWHYlVQTL6Fmg+Rv+2RuA2PFEFUnpXMtxDFIK5Ay7z7gN9Sdd9YqjcXukzlYE1Jx36pZafIsltuCxUaMPy7J6qFZba4e+1f1jo/eWD/qNn5vvfRjsUpNOKPWAmEIJO7kfFPVx5vXmr78arnHxDvP6x6/gFp+wHi/snc/dcnZL+ZFmyZFb+1KHgTyfhwIOw3j3/7Wv+mt3vf2Nr+ziY18d27xYQcHeq/wCO/w0uPjPzaI9WhL9zx6xJ2Vgs+qwX//PGLp3+3R774IONaqHw4WmiLFdriBXAiF0zI0idkaOOvNERdeEBJqyEeLcXty41MAcJZ0hCGeBdbhWEp0UwFhgGgN0rVdDmG8SKvYgDYF5tmcEkSbJIEu2GB3wC3QZICm6TA0hVoBoBmKlAMJYqmxCSpXlain+vU800zAJ4pp6YoopOBKIaExJAQUhTkFCWRJccly8jJcmKyHL8RZL4AnywjfwPq1wAktpzIkuKT5cQUgJQip7AkRJoAT+NTjhTtufQw/VL9hWMVRxgKeoIkNkkemyjGxYvRiVIUQ4lh5uHpKkKSkpykoCZJCSwFKSWPlJyLZeeiWKpIpgJFl6MSRNS9+alpNRfT72YcK73Iku+JF0bFCXF0gECXU5hA/NHyo2fvprMUSVRuaGoh7m965N/IKZOBqFQlhQ3g9uThUlSYJFEEQ0JIAWKOF58+XXb+fM319Oprp8rOpshYCTxCqjKKrYhJEkUdKt53ovIQQ0ZNVpEYADpJGkZTEDfuCBPAs+XEjauUIo36tkcSvuGRxL8KQ4FPlhP3ykh7ZYRk+YZHYuIV+EtF59aR6Qnboz1/iAb2ZCOj63P+4MSUbwQCteWlz7yuhaC/t8v97Kl3aX4IWRtbQoYCiz1gb8OtsgtHhHsVjcKecWhq+dEaMrIw/2zE36V2PcysyMguyXr2rGd9ZEpKSD/z54RlRy+y4qvWyYDGbOdT7eRU/9LsxMxSwPvMXtqQ22y5HZjqWVocRJDgZLBnPNhm663l3jt5MJ+6v5RytDz64p3k4Zn+lbGF62HHubhT80+C/onAzOTYTOBJMze/Ww+vzi+vja8gnSt8/MXzOw4sQoGV9XGw7WG9I78z0DKx5FhY6VhDeqfWXeOzGlOfDGg9WGI64x2q8k9ap6d75hcHpmfGkYUVZHx1bXh+ZW7uqb+r1lTW7oMQpH95/tHq/OPl5Y5pBHIM5SmbjsibD+vaCx8H9bNI3+Lak4XVxzNrXZ3B5rpOQG7cJwMTRTAh0xR6Q4fO0sTLtYdr7Nc0narJcTsyHnhcarj6J1rdWQAZX5gYHUUGVua6J+fn56ssAK+Bfr0OL9Dsa2xXDM66kLnpvjvm5N+jSy4JkLnVofFHtp7GWoMU6r03OG+bWemYn3Etz7snFmydAXUVmJlXf67FKhoYb1lb61xf6Zub9iJIf/+c1visWK45xb2/t8nBHRxvmJ+1ri21Lc4/mkF6R6ZhR2eDztG6OLW43je33jk/Ozdp8qgt3ntjQWhiuW1usXdt5dnM6pMOf2tTd25O/dFS+FpPoG5x2YMsP1qc7Z1e6fMvOB39leWmKwpdWn2n5NGUen61Y26lfQnpm1hu6/a1tnYC8pZ9mQ9wIhNBDMZwGmi67rL1uQm4uHHfV7GP1I7VwPTi3OpKT/DIVnRJ4hVkcm3YP7q0NDX4qLOpQDUCO9cCi3Wy6hMfUGz8e8gsEpxaR7oQBevWoT+T53oGpmen2p70IotIi/ze3j/Ej9keLyK+IjAjsyFJZIqRQGQhTOLBRB5M4sEkroW8kUryYSof/ovxsP9f5ZEb8zw2uvl8i/+pR3LtOJ6NsDEUUQZhpBBGBlHuPowCL4RrP9rU9vZvezb99ukb7/S8+XbnG6+3f/CL+aP/vsZ7b1m6ZU6yeV6ybV7ydkD4q7nKX69ZXlnr/Nflzh8td3x/re37Lzzyn1eebEXGv1qfjFybjFwLhq36t89NhT8b2a11/+me84O73g/uuD+s826vdYQq7ceOVF5GSW7vFrowImeY2BEitEWLzUUFkLbSBReCtlw7lOfWF7S01ipvt6YVQkn5DpTKicq3RxXYScUOUrGdWugklDgw35HIUhu5xE4utRNK7KRiB6nQQS50kAqdhGIHrtiJyndF5LqwKjcp302usBKazFEey94R2/kgeHnEke527n9gia2xRKvt7C7PsXHvmfmOi4Ouoy7H3goNSazBS+D4LA0hqxV3phZ9+nbk8crQoyU7Dhd/cTD/8z3A58mSL/cqwvYCESlARLIskimNpIvDN9Z9xQC7aEAYXR6RqIiIlYYk83bklzFGPMIJ6Oq09caI7XpZdcJe4ZcJueH0AiJLQUoSohPFuGghlq6k0LihN5TEbvvVCcvlBdtNY8vRE9LwODkqVkGkKchJEiwDwDKkmH158XtViXRRVJIQz5DjWEosXR4RBxAS5Oi4nC9OKiIuKVBn+KGnRBjG9e00wZ8SxJ+wC0IY0k+OSD46J/3ogvyzk8I/s/gRdBGKmUtJAkgJIjRdgkqSh9PyImiiL+jiL+niL5nSL1myr9iKHcnKnSmqXUzFlyzFjmTVrj15IfsLww8XRxwtizxWjjpXvf1STcj1e/gbDbE3NIybWgZHEydqIj98SOnzHB3rPO4yxT9sRVcbUWWmyBJDpBzEykyEXH1UnYHZYTs54E23W/bdqSflW3AKCC+BSEILSQKSAJCUCxLzLASZBSf9VudIwoZHcmESFyJKzJhiNav2vkhTVW8sMZoL7KZysLSwjcY3fiW27gJsoSINnl+VXiuocsTd7/jqnuPjB/aPWty/73i0fWkag4xHrATCkMlQxPfJUt/ri94fbXjkuvu5R07ffXVCtun/Ju49o9rKs3Tvnne6bndP96w770z3hKrurtyVuqtcLpdzJEkoR6LiUSDYOGGCsQkGHDAWQfEkSURnY7BxxuQMEhkTbJNzEiAQIIn/+wHbVdXTfe/UrL73Xev5cPggrbNYS//zO3vv59mLqo+X1J+tqj4CSZv7Xd/u++R3Q+9/3vv+R+2fvVvC+qIgl3mphPg35sjXrprXQT9/xpGe33HkU+KlV6OQtKSn9KSnrwjylcnmKW1D/wuOZP7wIHuV46Oo8kut4aXV8lOrRUml/mceeJ/MY4VepclxNxlGkMBESEuGtDSJji6FGXKUtVFNfGPXFcFUMUKDULoUZ/5FCWDy9yVEKEKEKkSoYh0ZgikSmCSBSVKELEapYowuxOkbXVQxSn7t8KC+9uKwD2XyZaiXFGHLUI4MZQXp2RtN6lfsiFJkKOU7jvwLYsqQV111KUqXwAxIS5FqqXKEFoQzJRqKQEkSaJgHs6VRd0/H3D8beiNGrg8NxCBI6yPQsEQwE8JZQowpxNhCPUeEcMQoV4pzpTgbQulilCzByfIMihgn+aSTBBpB2PW4M/dST1yLlqASvsZLiFAkerZAy5VhARE3Y45dCRfDAgjz+rE+GylKh2CqFKUFGdlSlCbSkiUwS6ShS7T+YrV/IAYFYpBY7StUMaUI+1CWdyDuJ1Rxj2YHR944KlAyZBhDgpDFsPsbk/urr0WYGyXJv9bX/msS4jQIpQcgjCCYIceoEEYTYDQ+wozPiravzthbRo5966+WJ9hGZ1t66q6VZa44Rmwr4/ZlC1hcArNrYGxpsaVv6Gn9cFX96tAIWFuyLI4PTfXbbVYwPT9R2zZUWj1WXr/eNwasloWVyZnFsbXJmZ7COs2uY6r9h/szi2aa25eWR63OSZtlEgzP9JfVdZZXLoyPgpUl5+wUGBmfa+4YrqyzNLc4+p8D61B7/8Oztw77pbkI1W6HceaEc3hlcC5532Et8TgYXugdeZFffKu+pxSsWeem+sGaFYzMT95qUruEJu0OnrzeNFVhBmNjzuXplfkJa//gRFXbZKl5saETWMbWVvo6Bh619z+2WwfWR0cnG9qGqkxNFRVg0jZnHup6ap4aGJybG5mefAmWZ9Z6XgyX1IyXmyytzc7pLqfz2fB0Rc9oMbCPg/nRhZ6esQrTeLnJ2vVsbb5/zTlY1ovn1oRi1f7KSnZ6qSi/PaV7omhhsX3VOQhs85aKZ0WRxrjPfR+d1oM5+8TY5FzNwMunrSu2hacvbuqqDqbW+F2q8Nc9kZZ0ZgDr2NTj5hM7fG8lIGBuqbWtovCxdnKkymHtWxsbmKtpnntUs1BSu9LdCWwTk5bOwcH61dnnYG509cXz0arGnkelC21dYHF8eam/ofteadPVudlmsDC00NEyXl0zVmYeb2sF0yNgeWZouG9lZmm04tlESdvSvGVw/LljeRJMj42ZmmcqW1fquhdaesDCmHW53/z8Sf+EGSxNgL7huaqW4cfV/eWVYHQALA/3DdW29pVNWbqd0yMr7V0DJaWzpnZrZ799fNK+Otw6dDO39hBa562u8tOVhfROlwOLBTtyTiGKAFMzq87ZhcXZle7x05u9r0LnwLStY6DD3FM9Ntdls/eAlXGwtnpbnR36NbVNXwiW7dOW+cVnFk3AmVhP36W21uXV0TtVtyfmRiafvTjjIn6clrM2P94wdFdVFpBWw0qr9VQ3UDamydNqWN8TI62G8f8fR7Jf6/s0SdM10P+i4FpaeiNNYaalmhjq+o0SDkVXR8ErmQ8LvMsl3zR+/rveT794/u4fBn//6fMPPun+6HfP9/4HiNm8mvLRkuZ3S+p3l9LfX9X8YVb36+WCf3eafmPv+tVa11uOzrfWO37mbHvL0fbWasf/tA98CmYOOC0ku8XTOU9wzuxfnPd4MXTgsembfPOmgvZNt1s2F3bsv9tE0NZHBuTEe2juumpayCoTUWUiqJp4qOlqdkP5dXNtRlWdoaE+o7ki+8mTQt3tsojsOl6GmWQ0UzJMPpkmzgYgZjbTcpooOU2UNx3tXBM755W4WWa2sfmVcsyMyybKNZNnbhM7s4lraPUytDFzTJ6F1ZSmGmjUHDlVEzrZEWlqPXijzje7nn+jCqqqChlvi5+tixyrDe+oDsUvM05o9x02ekC6fVLtPhlGkCIECUyUoB5S3FWmd5NiRAlC3Xjw8RE6H2EKYaYIpm+kvEkyGHKcAcFUAU7301PFGlftZf7LFsVUQ9xCY4LFnHgvX3hUvdsfPcDDSCI1SY7QZAhdoGMEZfnLNOTkDG5fU+JsdcxUTfTjB8GHVG6+OpI/xoRQtlDjKUY9RRrXAIwZhPtJdL4iNUcCM+Q4Ta6nCDGuFKUHqd2w+7KK5riiyohrDw4lGTly7ABPtU+kIQSnuRrzRXXmqLqmk5m3vQPTXSSwh8jI4OEMCOMEG72leoYf7B6gZ8pxhgyjQxhNhFCEsOeGID0Z0lM3mopSjCRFPKUIQYZ4CHQ7xNrdcthVihFFeiqEkQ7p3MNV+27n8Xpa4nvNcXm3/FIvky8WMi4+5lx6wk6t8Umr9VeX+V1/LG6qCZ/qSnrecepJhQCrZcLfm+7dCBt/ZRd7nVcA1zI2hiNV9dyUBk5qLVtbzcgtCSy8g5Vee1KdU1Wdaaq8Up1pbPFRlO3SmvajjQRNEVN5OfGhOq+Jd69z313T9sKGzUUtf+zq32dfoIIpkn2asMGRK72/W2752XrL/wPafups/jvQ/rP15l/O337bont3SfPJkvqzNfXHIGnz833/+vIPv+1//7Pu9z9s/+zdMu6X969w/q9wpOdrjiQrismXnr4qSSqeEi49JSY/pSU9ZSY9ZSY9pScVU5KKicnFxO9bbf6LHOmdXuOTXuOTXu13qYJ/tsgrqoByJNc1QL8P0u0Ra/aLNS5SxFOGUuQoKwD1lsO+Mp2PROMFqblSnC3F2RKMtQFkEowhxZkyA1OMsN60sMUIQ4zQNohTomdI9AwIp0M4HcIZbyTRkmUaskxDDtBQ5BqqFGaIEZYI4bwpUkoQshQhb4TOSBCaQEsPMPrw1FQJxpLpOXwVUYbR5ShdhlJkKOl7ek2T3//ze+LpCAIdSQRTZSgrAGMHIAy5liRRuwdgRCniKdKSeRqmEBYfzIk4dTftfJEhLCf8IHYQ0vCFGm8hzBHoGDyYxkfoEtybr2Xx1GwI8ZGg3gItVaAjSTGSANsry2BIMIFQHXgkOzbhYcrpOzESVAThdL6OKoK9IVgegJ04dTsp4tZpLwX7ryAv/T/f+YYkqCdf7SrWkWUYQ6ShSmBWsNFfAnNkKEukoW7MpIq1tEADO8jI5ik9AnE/kdrrWM7BqFsn/FIoEEyVIGQJSnjF3xtDpa/qvkwxyhZh5O/J838rfyNFpKfLMEYASpdjVClKEyMMkY6dkBVpne8HbYMnvuWkicOAZaK2q/CIwvdSTnxGnq7JXAfm7RM1/XBQ8pEd/LDdwoPf0E5ToDuq7KURC1gAQzUvrkWhMXsCovb6BH1OiCNJ76YbF8ZGwNqK6W7xob0+aZ+Jz37kG/2Vd4LPofnBkbX5hRvp+GkKdGyfT9AB37qbpWAKmG9UJPlHHNnufXynd/gubxU/7OWT8nX75KPO60f0QkjFDFazOhcanWOTGYSwtK94oGPItmLR30CzHunTsbjS6pt262B99uXEXV6Jf2QlfeMV/Q3tAnTMMTDumJ67qjTGeoUHfiMUfeF9wiMEP3Fp0NS+bl9wrMyNmDszwlOCt3ODtjHOHjvueD5RrL4uc+WUXL8NlubA7FiREVPzTxzfxg3ZzArdx9WfPDXaXg3WJm1L41MtrYaoc4d2csO3+p/aITzpys+7qF4bG7KCrttVZ5WFfFWJ4Kr5zIvFKuCYWRkZK71/Ez8ZF7nf//xuWcIffcsSc8HC+sDgaKQLL10WvrI0+mytXFEqSSyjqE0+SDGnsCXVYX0xfK/u+A7fq2e0qzNzre0lNY3ZwNrXU1WqO5oQsUMUu0l46hufeHaA8UKKZXQEWJfAyPS9lIxIgvToTt6RHf7hrlBuTPpU+3MAlp322YWhlyVYbixdFrKdE7qVG7SHpj0cPlhbB1ZsY+09sVxxAlc4Pz61Ylua6nqeG6UIPyCM3MI/9aVPvCtUrM5afjEAVpbBvLUtvzKZHX7oj8zwLT6h25hY4Knm2w/tMzNg3T7RM3D3vOGsa0DUNq+wb/3Cd8tuRGcu9A7MLZrvt53RlXspinjZtfGzKy9m2vpP7JfeOWME87a2l+al5fHl3sG4nTwd/QQYmptfHC+uuFXX9vBejX6wt9Zps93Db0ds8W5U316btK4v2tdnwFm/w3Ee3CVTg9X6/Hb1tecTXc7FBcwrDJWdsY/ODVlaUx4fTK7xSjexU6oYr1yJG9mQ3520jD9rc//VfvffnCNrvHW1XF0t9xVK/tc48lITTWH+AUdmlDGK87xLWJ90fPLewKd/evH7Pwy984eX73/S+4d3hjx+B85tW7r0rlX92yXl7+YV79hUH86iv14u/DdH0z+vdP3M1vX3zmf/A3T+/A1HOga/AHMudovnG45cWPDoHth7v2HTbfPm/I5Nt1s33etwvdNMUlafkmQluGnuumlbKUqTZ3qDp6pZiLdey2ksv26uzqyoNTbUZ5grsx8W3dfmV5zIruNlmUhGMy2j0TfTxMkyszKbWMYWSlbzK47MNTFyTa84MsvMzTL5Zpq9Dc1sfQvb2MzKMTOuNZJuNbhfNflnNfIMLf54GyfLRMqvJtVXCQcbI8arDg42Hy58ykq4suPk5T1xWW7Zl7ldladmKyPnG88Oms9nZAuOXHQN0FBEapIcZkp0FEhLE6vpEEyFMJJE7wnhdDHK5qF0Hs7g4SwexhHgbDHGFCM0CUKWY1SpmsRP9eChVH4WXYJ6qK77PWs5P1J/0tIQvdySUPYAOo3tlRn2Sw2kIB3lCEYJhCkCJTHI4CVXElIM7OGWs8u10VMNMY8eHzqodveHyUKMHYAxZbBnUCZJjh2QwB4SLVMO+wZivoE4R4ZSpLAHpGMGo4xDM2bAKgAAIABJREFUqfsM+bzu3gsjg+l1jafS9WSxdq8U8QzBvcLTmPl3jr1sV/R1Jt0pEAan7QrECVA20wej+GrIcpQhR+lCmCCE2UKYvVFVEeEcyOAlMXpLjN4ClCFAGSKUsdG2kqJ0OUqXo3SBnrbhjhUhLB7ChnTMI2raqXTPRw9C+p8pm2sS02B6SMoeOeYqMbjI8H0hlwnHrpPDMolJKOXhjYCB2rO95rgnpdKNcRdVna+20Q82+eoa/VR1vqk1PhvTkK9zfxi6OoZ6gyPrfVJruXAl83Jx8P0CQ9nV4uqcmuqMpsorVUZ9Eyu5dAfcvB9tJGqLOKrcC481BU38e5377jTsKGz4pqTlT90D+x2LNDBJWpvyAHOE/8SRfw/afwaafmnJ+48/48iuXf/8/KO3+9//rOu9D9o/e7fCe9PDa16ppX/DvjbpL3Hkm0HJ73Mk8dJTguKp+yuOLGJfeMq+UEy/UEJKKiG8MXRvTEz+JKWCmVrJSqtiq2q94HpvXT1HU8tUVlFUlTRNLQs2+SNmSFUvvVAGnbrPO5HnG6inyzC6BKGKdWSRliSEPcWoJ/SdW4WyUQPbKFZBiNeP9RdDMAnSEWRad7nOQ4p4QhhFoKfw9J4QQjyJualVO7TqPUdVB7xUHkIj19/I4qMcKcI8iNBCEIoM9hTp3MSwmxz3eAWFCF0OMwN1bBnMFaNcvp79Y+/H20ATYmw54h2s4wXCPDniLdMxArVUKUyVw2wp7MVHOVycxsUZPIQvhYPP3VPFFyiirscfNh6VaAVCFVMCMwINjFf1VIQsRSkyjC7HmXKMLce4fC1hIxGTr2bwVd4BeGDUrfikJ1o5clSokkA6MQTzxDr/Y5cPx9w5E379tI9ylzyDEpTFFsFUvoYiN7ADMphCmABhFAgnQLg7hBNeJ2JSINz9Td//1TQqSodQJoSy/8yu9Ma6LsXZfum0o5cPhd88KtSyeBqiBCeLEOLrjzMhlA0hXAhlQyh74wf/44QwpTqWVMeRwCwIZ4gxGgRTITX17LVo29rEbE1P+E6BGoq2T4zVv3wiS/OTa+jS80zzSN3KtEUvOnP6W/6V07rWx/V1tyqUougjXzGbDE9An1UXeTFwDyP7aILpcWn7vcrL8jPHN1GKUrPBpHV6dLL6+kP1gYOJf/LuuVrWWdzgGLPUZdw5sZl6yetwRWFBRfETMGcbLWlN2OqXvE9SYihouVf5IDknwUN23k3iaH05bx04gQeLVIyDCPPl/AvH+GQqKejit8Kp641g1Oa02mYtU5XVj67eNnbMdS4sj3fmPVAQZQrXQFNWcU91C5hzNmnvH/2KqQpMqLv6tPZG2fVYLHInO+9IIpi3ghlbjm9U9CbW/WS85MG9tv5u69hsWbzx9A6/opuPwPL6i+tP43Zz4z2EVdkFbdcfPknLlG0hKAMi12YXnIsLBcdUJ7/0zg0/Z8570pz/BAsKC/2CUZly1QmmqsbztEUBSXeFdc8uA4e103j/IiskchMxmugHH4m9E6NJ/sqrJi5jbc421/UyfrdI7xVjG5vvtjaoSySKCrK6gq4s83/YjgDn4PP8ktCt3BtnlU77bPvzyunJNmf/MCIMO7HN62Gssfd2dfO1onTWkZBNzPLCCjC6ak7JP/Q1/aw8vONu5ciTNoPsXNhWZt5JBbCsOGas7TlFEVu4GmF4NX61L7+08KQm5DPG9eBU57BtqXc8nRF4kXNweW7ZNu24cww5+Qn3ZpSu/W5lnfFern9M4m5xQ8qtNRsYLuu4sFOs2CcvQ+52Pmoo1VxNIEpPHxA7a0fB2PrlBCR8q49efq61oLz62pOCk9rgLbSMhPNrs+1DK/fgEiitQn63I8lpH22/ei9sM3f6XjuwjT9qy5u0Pp962XXqgPfFvdBMUSuYnF2zjs86hjpeVjzrq7U7LQ+xjBNbaCbkNphbWrVaQI8lzfdkrBu01NFltfdcLVdWtuY5l4cfJeij9vEXqrqBczy3LkFVzVfXcdU1zL/+3v63qUemNFBSGijpdRRlLUVdQ1PX0DTVDE01AzZ7KWtpyjoS3ERHmpnaepqmmgHXcXKqj+Y1n86qPoKXibEqLlJDxU0MpIGlqWVq6siqeqK6kaBuIGsaqboGqq6BaqhhIvXUtCZSqpmirWMp61iqOmZOGfnqY696xOvBjg9N77878tknz9/+YOzTTb0f/lvjJ7+2Bmx2JH25rHxvRfPectr7NtX7y9rfj2f+ElT/K2j5haP1p6Dz5+sdf+fofmul5x9sbW/Z+/7DOfX12sxu+4yLY9Z9bc59YdZtesGjqnNToWlXQdOOe+bd95u+vWX6PK+JeqYiwdtoIGAP9umqdsEdLnAb5WLNMW3D/evNNTlVDdnF1dkV9RnV5ZcLC+6nXCs9nNnEzWxiZzaxslqYWS3M7BZOdgs3p5mbaWJlNTCz6um5jfRrJvr1JtoVM/WymZTbSL1sol1uomc30zNa6YYWRkYTPdtEz2rkZZnEerNM3SDX1EjTbjNzrtEHWqImK4+N10UYcxhixVYx6umncjusJtx5FGppT7Y0nJ1tON9SHp1s9BanuYh1ngE47ceenxIdXYBRBXqKQEcU68j8NNczGYzm7gujNenW2vOL5piu1phzBk5gKu0wwpLr3EOVdBlM9ceJsgxK0MUd+gzm+LOzI6awkebo/Gv+UUluwSomZOTxca4co4ZoCRBKh9CNZzcXQukylBIEE0O0RAnqLdZRQtQH7jyW9jdETrZfKK4+dUxHkamIIgObZ+AcTqfevR4035Q60nSuqiJcmrrPX+vmjXvycKII9xAaiXwDTYBy+JiPAPMSYtxXEXKv/ZcSjCEzsmVGrghliBGaVM+QYVSxlsjLoEr0DEjH5GtZkhyR3OgXkup+Caa9rE8Y6E2/8ejQMZWHUEkQIzSpngbhRJGB6aWn8jTEQ5f2X8RJz1rjXppOVRYFhKF7jhr3HbtBCLnpFprnduY+LfEBK+mJX2q5f1oFL72Sr6kS6mr52np/XaMPbPZS1rHUtX54RfDVojMP7+CVV++bskzNhu7qTBNmaGAll+4zPt+sbfVEH0rQ80jJuVst3Lw293sdWwtqPqps3jQ5SbPNUexzrtZpV2BxBcNf2zvetrf8o6Plf6w0/2Sp9Ser9T8Hde/OXvl/F+F/WVZ/PJP+0bLqy+WEb/p3vtf/8XvP33u/+5PfNX3+60bxN4/zvS+WE9Sl7qoyQlq5p6KccqmCdrGCllRJS6qkpZcR0ssI6WWeaaXEtFJiaonnKxWTfijKhhTFTEUxV/HUO7mEmVxGSC53TS4jJJfSLpSTLpR7XiwnJJUSk0rJF4opScWkpGLi64rj/0Y/0TZwVbWc9GpOejVHXc3V1HhparzU1WxdnY+qyiu5hHnmPi08jxySS5IZiWKMIMMYUpS+UT581adGqWL8Tf4i6TvgQLgQwv2xvxNRJl1spEhwsgSnivQMoZ4h0jMgnH5UQ0CziaVZLqXZhGQ9QagkiHRsEc7h6X3FKFemowWgdKmeIdLTRZinCPV4PTVIkyM0OUyXIUwxxvxvcKQ/whDBTJmWI9dxIR1ToCULYYIU9ZAjFDnMlOo4Qpjth1J8cTof8ZXAUmGa5CB+JOrG6TN3407fjjiSLROpWd6XiHKMK0WYEEyF4O/SFiGYuuEukmAckY4t1HLFWkEAFhySEZZckn78cphIIxRqfPkqb6HGPyTrUHRB3LGrMjHM8VOSIZQp07P4GpJASw0wev05Eb7yrbO/55X+3vDoD2YWfxCEJNNz+Gp2xM0TR3NDhBpvCcYSwuTATM53ge3ffZwNoT/6/yn7c46kQzBVrKYnXY1dd8ytmAaidgqV/JP2ibH6/iJxirfvJUI4FtA902odGDuzS4TTTzqbpsEUAINr7VhR7B7xkwtXQN9yjCD0qAfPVt8HFlbB5OpwbmX0bl5egg5M2cAKWB+yYqSwtF1Se8PI+sQKsDjuJumjt3s36QqBzTYzMQlsoP166ekvuYXBqc5+K5gDoN+WczA5apvP+KO6+bn+hCun5LCvREl70vYELM0XJeHRW33OukkNhxObbxTZu8fAzJx1YqRzuGNyYtj5bFTJPh67XbTSYgELq2DB+eiMIXKbd03GPTCzDixgsXk00U2o5Yasjk5bn08k7YNUnocsdb0L83OtL3sc86v1SdfidgrKrhc5Z9aakLuhf6QUxiJgzAoW7AvtL8/4B5/yCugxdYIlh4ERpdgVNFPRAiwrwLLad7f0/A5x4WHlqmOqbDgPfhoCV4Q+nyq1T01dCU46scW7PFFvqXgGxlaG7zSc/6N3xakMMO+YaXuZuBsyeJ9ZGV/sXmpUl8hSKinqCqayzP9hOwocoy8KykO3el9P0DhWLR0vaqenule7h0/u9VNwI5drxsAYAP1Ws+LWBRd5gTLH2W99EoFfdAnovl2z1mcBw7almqH4fYIUziEwbAHjtopzV8K/YHVeLgYzNjC8uFg1eMH9sIIUuj5gA32WdA8p4h0KhhfB5JrKJzLBRTpS2gpm18CMc+hKRdwm77IY/ZrF3n239uwuQdEJBAwsgwUAemeuHk0+fUC8+LgHPLfCYcmJrrKhm41gYg2Mr03f6wjfJ1CfOAPm+gaXn8AlhxQlwWX9erA2eV+hP7VftNI4srYydLUCHpxrW5kbvRp27tQWr3PMg7mnU3oeFNsHR8DSHLAtrFuXChUZidsFvboi8GxuoLwVDzgTudVPQTro7OxdcfQaHp+/U4nb10Z6r5WH7vLpvFHktI/eblOkV/JV9VzV/2IO8m/Hkan1P+BIdQ1NXcNQ13FVtayNdWLqGoammq2t9NZV+VYPoyPgSavl8uXa44q7DMUDT205M7WYoqnhaGrpqnqyuoGsbqBoGpiaBqaunom/4kjKG47U1jBzS6l3C70qzxOLvv2g+b0PBv/w0Yvffzz82eauP7zd/OW/rYRsXVd8tcGRtvQPVtQfLGremcr5Faj5DWj5hb31p6Dz5872n9i7frrS9Utb21v2vredU1/bZ/fYZ1yccx4rFvfFOfdJi1tlx9d3zLsKmnYUmnfcb9maZ/7TrWZGXMlFLzSbqC1y0TTs0z07oGmjXKiJgM33bpirc6oasotrssoaMyrLr+TnP0i+Wh5kaGQZGxiGBoqhgWRsJBsbqRkmWqaJmdPMyTEzsuqpWfXU7AZaTiM9u4GW2UDNbWJeaeFea/XJ7fDPbPfHmv2Qem+02vvCA2r8HUrYDc/gbLeQbPdjml1K3P2ZKXKmNmqsMRbP5QhT9kgNLAFMC1SS8KvywcaEafOFmcbz3fVnjflBASqiSEsKxH/0ezgEU0R6usjIEMF0CcwSpXjEo7Qmc8xU3UVrTcJC46netjhFrnegiiJHOGKEdkhHlyBknoEAZZCCUvbqc32GOi8M1ES9bInPzOEeTzkgRchCI1NgYEEoXY5QIJQpRbhS2AtCvMQoW4rSAmHaIS1NhrIkWs/j6v1FxcFj9aenzWdLSiLCVOQADUVs5PD17ENppDtXZPPmixNNiQ2Vocd0JBlGFRjpYiNFoicKjO58A0WIMV9BJMreePS8mb+SYAypgQXhLAFME8FUmYEZoGdKYBIP95DhZBlCE8F0MUYXpe+PTNt9u4A/2ny+u+288bb0kNJdpPbc2Akiw8kihOKnp4lg6lE1JQGhNdbGTLWn9NTGxOKUQOV+Aezmh7r6IfvFuIsUdZNhhCB8z0HDviNZ7mFXyVF5lOhCetwjRsJTelIZR1Hqr30anP0wNv8uXHQrv/J6Vc3VlvvXzefwMpez+bvQ5q1wHRm5LUFi4dL47Hrylca9ec1f3679qKbt65kZ6uoCyTG/b3nGA8x7gNHNq51v29v+J+j8lfPZP6z3/Aq0/gqY3rNc+dUi/Cub+ncW5XsO3Rdr577q2fnB848+eP7uhz0f/77l09+YhZuf3vJKKSWoygjpZYS0MvIbjtxQWjlhQ6llHqllHiml7t9bb/iXbDQlNEUxU1HMVpQwXnOkZ3Ip7WIZ6WKZ58VywsVS4sUSctKP5UhlLSO9mpFezVFWe6treZpqvrLCL63U79x9RkwBJfSKa5BxH4TsFer287XuAh1xw04hROhCmLlx/coQg5Ne6w2v/Hc4Q4CRJQhZqqVCWppAwxRomFIN+6CaFZXqkmd06UK/6dRvzdS7HFIS5Gp2iNFPjHIhLU2iJEl0VImeLc7kCvUMvo70Bo9kKEmOkGQoRYzRBPiPuxkpSpdj3nKEE4Aw5DhDjNF4KIGPu0oz3WQoUQZTpVompGOKUBofowlQlhj2lsJ+gnQvkcrvaPbBxAexSUWJUbfCgvUykcpPhvgH6fkBuI9YSxNqPCUIOUBPh2A/MewthjlihAUhXAjxEev4Io049Ep4/IOEU/lRkE7orWAL1H5BRtmxy4cvPlUeyjjirWDzVAy5wVuKs8UIS4J6fVcsxGgQToBwIoSyIVjwQ46kfA8HXxUU/2y7jwhmCtRe4TfC5FiAQOUfoBf6pJKDMv1+WLx8/Q0//j1BjtBkOoZUx9rgSCFOF8F0sZp+1hjltE2tmQaitvNS/U6sz02bR8sFqd7BmYKjWsnzqfa1vvG4zb7X2HGgbRH0LYOuxeKzl4M/pxYrrjtfWM+Iw494ihwdk8AGwBxwlA2Ebfc1hiWD6ZVlyxqYWsfJ4UlbRWvmCbAIwPx69ilV1BafyVvm9YXlgef9wOJovVoat8WvIjoTWMDK9AqYATnHU6O2+ViemsHqrOJWolTr73WRqL2rtton1kfGyzQ5FzkHj3xLjdjGSiEElGuugZHFsbGRsYER0LeYzAo9tsnH3rUCbM6V6eUboSkR27ltBeXACsCiY3VgLoUQoKQEgimrY3ghZqu/jhnmfDk7OD76oLbcNrNcfe5qzFZefV4VmAFmzb3wTdxaw32w5JweHQU260zPy5GGrvUFB7Cs60mRydvl4PkEWLEDm32+tvPsN+L7B9XrYL52/AFcFobWRk/ZO9en5lX08IRtsqWqF2DKCRZAf2HT2c2CitgcYAHzrQNn98iMPvGrE9buJZO6TK6opGgqWcoy/wetGLCP9d2uCt/idzMedq5YO3pNM1MvwbOp0K+5OHQRtNlA/+pa+0T1mYzwzxl34Stgdj034FLcl7yph91gDqxPO+Yqnqe6SFWcI2B4AUzai09nxH/lP3W/HUzZwah9sXL4guuRcy4Hweg6GHMo90t1lBAwtGibWW4rrJ6q6wZLjuWpOTBlq0y9dnGzX0mY1mlZa7lRGv4VsyTOCObBqtUOJlZuRqSHbvWeudMKXtpSg+Iit/lan74ACwAsANBoCd8tvSg9BebG+ywVWEWU4umxpqkCsDKnOXrmrO+J9UHL1EIz+jC+9kUhANPLbc+enMXjvUJC9nCjdvlc9AyqNt4BI1YwZX+cdDn5W6mRfFrBjDi+k59MCYrZ7KvyCF4ztTucL3LKkvNrMCeYWK4fOLLTq1RzGdhHHvRqUsr5ahNPUeP1f5wj62mpdbT0OpqylvY9jqSp6smaRqqyjqSoIGiqGQYTH68RKB97F3cY50Hr4GrZ9coE5GHwrebwgu5wpIKvrfbR1LI0dVR1A0Vdz9A0sDX1HE09B6tlInX0dDM1zUTT1bI0tSykmnm9mFpx3aso6JvKP33Q9f4f+j78oP/Dzwc//abz43ee7XlnPXIHSP9qUfk7m/rdFeWHy5r3LOp/s9z4J1D/m42gH9DxM3vLT1Y7/n658xe29p+v9f+AI1fnPawWj5Fpt7K2rwtMO/PN2wvNO+43b8tr/jqv1Sv2UTpbfZ2oLHNTN7lqe1yULbSz1dF4252bzRscWZdVZjJWlF+5eftRYm4VlGvmZDexM83UDDMpw0zMbCJnmqlZTTRjI9nQQDI2UjNNzOwmTnaTV4bJy9DAyWryy2j0RWp90su5Zx8zogooJ656HM1yDTIekOtdBPABb81+AewqTdl+XuvaUBsxa4obNSfCuV7CtAOyTF+x3lucQo7XcOuehk20JE82nhtuUTypignV0SUqz0Cc9WPPTwlMEunpkIEDIV4S1Fuc4hmrIteVRc42Ji5VRS/WRg10nMEKBAc1nmKYw0N9pXqaAPfkG4mQgXhQuS/zlnigQ9FfFd/RlJCEk+W6vXwjwVdPFGcwBShDiLH/jCMhlCmHmUFapgyhB2iJJ9Xu9RVhcw1nZusSiu8dj1QQg3Q0yMDh4awgBSEvF7KYz082xZurQ4+pPMUakh9MFaFUCCfycVe+niA10oWvl1n8+RA/zhBjTCFC5+uoQoQq07PkOEOKkCGcJce4gZivHPWR6OiBF/docEpvU/RM58WGqpOXMr1k6R4imC7GmGKUKsOoEhVBiNMhlH0M9QlT0u8WHl/sRGfN6bm3pOFpBFEqgY8x/DH6BndKEJoEcZUg7hLYQ4oQpBhBoveADG7iTNdD2e7Hc8gxOb5JucGa3BjjZfXlq7lXr+Yjt5+GGm67XMx2M5QeQB8yUH1wZlRm49lrLZybrYS7nbvvNX3Z0LNjZo6yNOe6NL1tdZ4IFtzWR79c7vi1rflnq80/XW3+6VrbLxwtv3DWvTOR/das5meLqrfnVe87dF/YEr5s3v5+98d/6H3vk56P3jd/8psGwTdPbnqnlHimlRPSyj1Ty8mKcoqinPZGP+RIt5RS19ci/EUpSj0VJRRFCUNRQkkuIySXuW9wZHIpJbmUlFzmeanE81Ix+U3cz3+VI1OraWk1LFWNj7pGkF4pTHrCi83nRFylHjS4BOH7Zeh+KXJAgrhLMZJUz5DpWTyEwkfofIQuQBlCjCnEmBsL/YR6olBPFOr/DCV/9PuWRM8IwNiBiLcc8RaiXgKMK8e8Q1DfyBT3W+jeztQPu9SfXTPuPaHxCEwnH0GY4ekuEcoDoUqXg2oPGUIT69kinCOAaWKMKcZoYpwkxQgyjCBDiRBGEuJ/1df81xSAe8kwukTvKTGQhDiFh3iKUA+5gSDHPKUwFdLSIB0dQumQnirAqHyUutGwliLcjTWJR7OOxBXEJxelRufFHs06Bmn4gnQvSMsJ1HMD9CwpSoNgPzHMFcHMDfuRBONIUF8JwvdRcAP1AVG3T565HxdxM1wCi/zTfMQ6/ulbipj85OOXI0UaPl/FDTD4BWb4CrTU79Eh8zUssiHE63sc+f0VPrTvCPKHKyIFGlaAXng094gMCQzSHzqUGcRXectw/9e4+abwTPvvciRFpqNJYYYYYYj0GxzJFKuZZ/UnHcuTdvNgxDa/S36h65aZusFyzjkmX8UVJnBHFnvA8ITqgCxpMw+VJZzmhR5nygO3s86zDs9U9zpfWmL4R0OpkK1ldNW6tjZpm3/8LHgzHQm9ABbWrXPLYHgJpYRe2C5cNo86LOtgEeSdM8Ru4w1lV9kt1pamVjC3+jy/Jn6r39MoxDnnWF5cc0zbjGHJp/f4LJSYnYtj8dmRPKWXr5IWiR27W3tt2tIHli32/pGxJ/VFp3WpBwIPfkntvlYC1oDd6ljtnj3PCYvaK7WYplYWV8HS+oNYPHa/8Nn9GrDoWJy1Wgdn09wCceZRMLYExlfidgpT6ceX++ZqulpzHuUvWZYrLlw+9Y2PKb8aTIEG5d3ILf731bmrq7YH5Xce1d4dn365Ypl12AGwggzu6bhv+KsdfauW+ZXZuZGS+pNf+j4MMzhWZuonH2lKwi4VHR9eagGztjTCceXeo6B/wbHgXJu29zxoiv6WXxiBgEm788X0hb2STN8zqxOLPbYGdZlUUUXSVNGVZb73WmFgHxnIr4rc4n8rTre+bO3obZqZGQAdU6nuwRfcj2KSC6FkSShNeHovV805/LKte2VyteCwTrn9kPl8gQl9VKa5eTss5dRX1MJYFVi0OeftT+OykjYJnp40NGQ+aMx6eP14avRO/pVDl1ZGVhafzcAeh7PoJ5f651acAFjXV7tHJ5u6itCruuDYSy4SxWb/p8dVYMHRe7828hvWo9PYusW5aF1xjC9ePpkWsoUzkWcGQ/b0o2ePf+s18+DZ6sLa0uQaaJiL3h+cFhgP5mZ7psvxqjMpT8KfzT4G1tkE8bG0kDNr09PdE4/hRyf0RXGtQw/AQh+YnJjvH21/WHM1RHFmhzjaBZos7XIOLt5JNCRs4l3cLk9ln7wXnTFd0JTjG6f0CF6pa7Hbu7NKzl8pUw7PtTg7p47u9X2cbgTOsSfPdYoynq5FfLbir+eN/404MrWOkVrHSH9dd9yASGUtJb2eoKonpVZ5plfScluDngyevdd1zlAcWtF2ew709lsanzRmVfZmj4AnL8CN/GendVU+2hrOa46kveFIuJ4J19OVJnp6AwOuZWhrmPpK5u0ndLPB6wHj44ZPPu57/4vnv39v8KMvX370VedHb/fT3wOJO4H2T/PKt5fU79pUHy5p35vR/sZa+Gtg+o2j7S17x0/XO99aa/7JWvvfW9t+vtzxK8fAe+vTW+yz+xyzrusWwtoCwbpA6BtzKW7elN+447b527um7Q9atue1brnVxou8q6On5bunV7mpW9x0vfvTGmjnKhKyOwtutVbm1pgyy+szKk3GyvIrN289js+qEVxuZl1uZuQ0UbKbiJlNxKxmz+wWcnYL1WimGM20DDMro9nH0OSH1PkqK7mKYmZiIS0ujxx5hXA4002KHxAg+4S6/ULNAaHWVaQlChGqAKcHZHKCNR7nEWptXfSsKWasOVGX6yVMOyA3+kAGH34q8Xgy4cY1wWDr+cnGxLGmpNamC4kYO0hFDoR/dF9bqqVKMJYE54oQlgjn8FXESCW55HHUnPnMYsUpa1XseMe5W0+kJ3TuYg2Vj/GEOE2AUSUGikTnclS5++Y9+XBn6mjNuZqa6PD0/SLU3T+T7KcjBRm8xAiLr2e/9lByxSh3g/mkCFMOs8UoW66lRKlJrfVnLA2JE9XxD/Ja6h5xAAAgAElEQVSDI5JdD2rIUgOHj7ECFYTrV6Ap84XR5sTGqhPHlGSRmuKjYwgxtgSn8lB3AeIegL8qZEjfTPAjbziSJUIZApgmgGkQSpdhdBlKEWs9RLiXv5bDh33EiA+U7hmmdLl1mzfxLGH62YV79wMj1Z5CJUGEs4QYUwRT5TgjWE2BUKZQyz6E+skUBNjIm2lKX6xT1BefSFaR5BddIIwj1HPEBmaQkS1DKQF6+ob1R4IxRCiNh1F8MLIXRuRpXSCtW7CadFTFDlPxw9SB4dpjEdqIsAyFHE+hqVKYxkyyTsfVxoXkHMRNp3IbvXMbyfktHoWmPY09hOl536UF+rLFbWlqr2Nm59rQx8vP/nG17af2lr9ztP50veMXjpZ/ctT9fjL3Hxbgf7JpP7SqPrWrNi9EftW86b0XH3468Ps/9n74YeNn/14t/rYwz+dCOSm13DO1nJxaTkktp6SW0VLLaKnllLQySmq554ZSyogp5R6KMndFmbuizPX1xV9SKUFRSlKUkhSlhFfXJTRFCU1RSkop8VQUeyqKya/ifv7rHKlt4ikb/C5V+p5/4htTwD1xmRmEEiGVSwDmGYB5yjFPOUaW6ylSPUOCMSCUzkPIfJTCR6kCjPaKIHG6EKdtpDm+4UgxRnuVEfMjxTOyhLiXEPUSYlweTvPVk3z1JH+cEnzJJRs/8Azd9Ny45XrWnmOpO4KTdp1I3W9Ubs5CdiL4gTM6l0MaDwimQihbirDFKFuI08U4CcIJMsxdhrlLMaIY/9H7YAQY2R9z80X3+yNukI4u13kFajiBKpoMoUlghljLEMFvOJLsj3oKNC4yjBpk5EgRLj+dzUv1lunkRzKOReedOX0rLuJa5NGskEAMkui8xRq2WMuCEC8JxpFgDAijiBCSUEcRwUyRjs1XcXlKryCDPPrO6YSHiZG3TspQOfcixzdZHnEt8cJjdcT1WLEW4ik5EMqU6n8IiIgXhHAhjAbhxL+SB075T2T5Cv2lKC/sxpFgY8CRnKMnb50OvXriSM5hKSqCEC6EMiGM8t36H5T53+RImPp9joR0TEjFTM6NAY4Ze+vgie1+Cn6EfWamvLvEO9E3whiSlB0zufjS8WIQJQef/pymkcUqIy5i5zQ3LmJj5W3rg5b14flTvsEnqJCzx2JfdYAlMP2g5fhOrj7yIlgCa0t2MGJVEQ4m74VAz9z6wrrD4rh9QR+73WcwswzYlhoa6sDcUk9BRdRX1PvhaXbLytrqOlhxGk5fCt/NmiutB/bxc9dP+6o5nHQKL45xLFl640lG14B5eLQXzC+AlxazquD4N6y80xpgA8AJbH1z8Zyj0W6ypdZJm9W+vgjuROjCv/VuK6wGK8C2sLoytKB0O4jTjzkH58HIcvxusZIbsTa+3DjQY3xwzWazlV/KCf+G1ZBfBsbtNWm3I7b53UvFAVhR51wMjof0N5T3Hlxv6elw2Oxa+rH4ncLVnr71tVWnzTZSaTq1hXf7iNppm6odf6ApCUspCx9eaQPzNoXLwZTtAdb+afs6AGug835D6FbvezF6MLO22DFwYa8w0+/02tRsj61GXSlOqSZoqqiqcp87rSrgGBi8Ux61xScvRr1uXeh43jg7N+B8NnjWVXjsKzYsjksNiUbPXbiZlDpS3eC02hzD1trwnPMf+Z/bAiVuF8Ts84vazb0aeW6gvGbFbnXaVmvPXzn7ATPmS240QXxoN+nQNgIijxgrawZ2MNc2YXQ5cpN0ytG/7FgGttbhe6EpKlrw2V28xG3+2fsPnd3kWxIJOyxrvfdro7d7PzqNAStw2AFYcl6OVYds5Y7fbgJDa2mh58N3+U8/6gJ2sGaxg7qpM/uDVQHxYGq8e7pEU3oy5dHx7pmHYHEmRnAw5XD02vRE+0ie7tEhRUFA5pOY9s6CuenuKdsEAAA8t5Rdun5yK/dpWg6YXCw15IV8SrhzLN3ZMQNmAXi+hAnizuziL9W3OJy9WSXnb1brpqzPQJclZI/3fQUGnMNFL7SKMp62WXSu0vv/Akem177aza2uYShracpairKWkl7LUNax0qu89fUHS0eRYVA7Dp51TzfWtT2ZXHgxNNXZ2V8zam2ZB609K3duNp3SVfnoqlnaWrK2fqOvTdc0MDUNbE0DE65nqhvY6noWWsNAqumZ5cz7D5htCuaDfb9t+/iTofe+fPHb94c+/PLFu1/0fPjOOPQxUOxwwJ9ZVK840qr7/TT869Xit0Hrv6y1/7392VuvOfKt5bafr3T9i2PoD86ZrY65A6850nNpkfhscO9j85f5pm35TVvumrbea92Z17rzeqsoJA/1TLnnoqxx1bS4wV0H0moZ50svXuu6c6O9OrvBlFlVn1FrMtSWXc27+SQ+s5afUU/KaCBmNhKMJkKGmZjZTMlspmW1MLM7/IzNfnC9d1ql1/kiTswdWug1Qkj2gSDMIwD2kGrchGo3vtadjxEhvac8gyJFaRKYIYKZ/jqmFOcGKonnUFZ9Y8JM46nRplj4CkeYtk+GMSCUKVJ5HE5xSUNIbfWnJhrjxmtj+8wXlAavYypPuZr8Y89PmYotg7lihMHXkXgZVG/Y46iGfvd+9HRTgqUi1loZP9OWVFx6KFpzQJ7mAWHePJjGg2kBeqY8/cDJ9D1FT4ImOi9ONly49yjkUPIeEUoVGrwFStZR1F+mYwlxuhQjbqTIiTG6QE8T6Dee40wB5iOD2ac0tE7z2SlT4nB9XF6B9HjKgWAVQY4z+RgjMM3z6g3paGvSYEtCTWVomI4sQ+gCvbfE4CfTc4QoSQgTZDBZiv3Q5IrQpBu1DJwlxpgilAHhDBlGlyJkSOsGqVxk2VSBkSrM4oozmDLNvgvZHuUVsqH2iBfN8YbLvsEpbjy1p8jAFGN0EUyVYYzDOqYEZgmUjADch5/mnqglDdQlLNYm9jXEowaO/JIrD2V66ZneKFWAUf3V7htBhBKEJkYYIpQhwJn+BqaPkclDPCGdZ6DaM0hFlqspkIYh1rDFGm9Buq9YJ/fXhPjoIhlph31UEpneK+auv+I+JfUBASsm5pQSSlq5A9NBs4uyxWXh/IybzbJ/ZXzT8su3bT3/tNr5y+W2n6+1/6Oj8Z/XKt6bzPilVfVPa6kfrqR8DlK+XTr61fNP3pv87WdTb/9p4L2Pmz99pwrafjfP70I5SVFBVlS84si0MkpaGSW9jJxetlGepCjKKZfKSZfKScllnsllhFeFxnLX/6xXiPkD8w1JsbEpsYT0ep/Nj+dIRTU/8alXeB71YBZBjhJkMFkO0+UwPRBnBWBMOUrf2KEsRqkihCKCX6e3IFQhQt3IfHmV8ohTvt/aFr/OA//R3KZj8LVMSE0/qCaGqveEqbcGq74Rq7aIz2/RwTsb8e0dGTsNmi9PJHyUqNiCYa516Kb67N2Pcl00+L7j6v0SLXkj3XCDI4U4BcKJMowgRwkyjADhxB/NtQYCz+Dmj7hCWkoYHnA282QCfiIiXRqo9pZpua/60SgTQukCjMzDSBLUU6QlCtRESEcPwH0CMH+x2tdPwRWrREcyD8fkR5+5Gxdx7cQhY4AMFkp1An8lTaCli2D6xoLBNxGbEowhxbkS1Fes4wcbD8bcORNXmHg0J9wnWSRIDzyWHXPmruLkrVgJIvRXUST4Rh4nCcJIEMqEEB8I8YIwCqQ/8MO5xu9XH7+3FvJVfZEOocwgo+zE9cNine/Ry4cib0Uczj4SeeukFJG8YtPvSpKU/169eYMjJTBDhL7hSLpUyTyfddJhn7A2vzy6wyddEgumrK0vTBevJPXNtM0s9dtsM6s9gxcPCM7vESzU9oN5ABadYMEJrOu2oWnn0Ox5UegRd397l2VleRUsrQ/frju+k4uFnwdzq2tLdufgvJZ0+PxOgbNzCsyvO2bt1+J1JzczhnJKnEsLjaZasLz6orA8Zgu9PB4HC/bFWatzYUV/8vzxXbSZihoAppNux/DUbK9U0glN4L26y5alvvmV8bLG4vrGGjBt67tnit0vvHoi2W5ZWV1YXR2Yj2YGR+z2W2ufWFtygEVwLxKJ3ObbUlANrMA+Z7e/XNCSjqqIQWBiGYytxO7ga32jlobmal524ndyl5etTy9lhm6h1+U9BWNLDar8U7v45qwCsLaQdV1lzE8bnGydm+lfXFt02OwI9eDFfaKlrhc2m21leXWowpywXZwfnApWZ0pf3Eq4JVGUhm1wZIrHobQ9QXO9Y4srdptlpfl2+eFtXvcTjWB2zdL6PGkvL9s3am16unu1Vl0pvlRD0FbTVOU+BS1pwNE3XFAa/Y1XQUy60zrT+aJhbqHPMT5xbC8zmihdqH0JppfA+urKzBgANseKbX18qTzCcOZLXklsznJxr7Wpf6F3ZH3JYrfNztkmweJSWRR6/iNW0VH1bHH7aucLW89z22Df+uzs2ppjoWkoY0dgvmckGLZbh+fvx8Exf6Kd28EvCEqZy2tezK6N/cqrOi7LseBsuVF6cjOnKBoHc87F+eV1q8MYqTj0LWf2QScYdSQdPnP0W+5kYfvavHV93g6qx6J3Si6JIsDEwMBiWVpRSOrDQ51Td8DyzAX5iTN+IesT44PTD3QPDl6ujanuzVhaalteGnpoKq7vbAUzq6Xo7fDN5HL4Mpi33sdywnawzGgBmLYtzsyDQatGGh/tIrI1dzjXX+IP4m+UapbsA6BjJmgb634K4rC/KHqpVJT6qur80uoE/6c58pUZvGZDzA2OTK8jaUw0jYmlqfHBa4Me9KZ3W8vmQP/8+uToZLcDzNmBZXltanr5ZfdUWVkvmlVxHKl8zZENnuoGT00jVd3IVDcylY1MXT1bU8/R1rGxagZaRc8pZRYVslrCXEq+fafn/c/Gfv9l3+/fH/jg897ffdL32W/njn0CVFuWde9b1P9h075vVb03r/vtrP5fHdW/Be3/Yuv4u7Wunzo631pr/om9438st/7Dau87zpEvwOxux6yrfcbNMUdcXfBcXCC2vNzxwPTHAvP2guYtheZt99v23GjZe7lJJr6m90h/4qJuPKBpcdd2uKdXeSWVqm/23LveWpPVYMqoqctorDfWF1/Lv/Y03ljH3xiIzGpiZLUwM1s5xhYvQ5Ov3uyrrPZLLubGFTJOXKccyiYGGIlS3F0Mu0EwdSPDTgIzxBhdgJEFOEGEewRgDDnKkMAsoZYlx7hB6aRzOkZtXcJ0Q9SQOVZzhStWHpAgNIGWLIYJRzQuUWl7ip4cHG2MHa+MGm5MxI0+x5WekOZH1zVkKrZcx5Xo6DyNBy/D0wt3C9KQLhdEjDUnztXEL1WdnWlKqq8IS1S6BqYckOgZApjmq2VI9V7SS67nVQRTZcRke/JAXQJ6mReUvE+MMMS4H6T0OqLzDdQxRQhFihE2UFKMUwQGEt9AEugpQpzOR70DENZpNbGzKXbcFDNgjr1RKDucfiBQ6SHB6XyMFpDunpsnHGlPHGyOqq8ICr20XaY8wNNS+FqWUMcQIhQRSpXB1D8LS5G+3lghwjlCjC3GmFKcKceoMq17gPpAsPaAGN4lQN34KEWsIx/XEbLv8LvaYse6zlaUhZ/HmVAagYdSBXoKhFGkKE2CcUIwtghmijRMmZ4jRD0idC4tZScsDYkDzcm5NwODVXRvhMU2cr2NXEEmh4/RJDhVgtNlGF2K0sQITYDReDjNF6fycaoYpQbClECEJMHJIgNZpKdKDDSRhiCFaRItR6jx5Wn9haiXECZAyF6Zeqs0ffNh3bZjmm/iM3Zjd4jZ912uP95b+4zY0uvR0b2759mm4Z4/TXR/MdXz+WLfJnvLJ6tVX09l/8eC+t9tKR8uX/oUJH+9eOiPLz/87dw7n838+//H23tGtbWnab5VM923+965PdN3pm/XVFVX1QlVJycf+9g+zjZBKGchQFlbQoAx2BgTDA7YmCiUtZMCwWSDMSYZk3POOGAbAwZMzlmIfT+AfXy6pnqV567utf4ftZb2krS3fut53vd5vhr6w0fdX/6uSXa0JMdDWUGM3+NIorqaqNk7eE017ieOrCbGVxPjqgh7p9rpX59djtzTIPFvJMm9uUlVBUVVQVBV4pSVzsoK/JsKxL96PvJCNulsKg4wOQmNTkIDXgrRFCjXx+IBwEwpRJNAZDFIFMGkN/UzJImJJkGou30zQpAmguhSiAbA9HeVrV2O3JUq3/c+8YbZ3iAjECRrjI53wCOF4IE0+Ds98l1Iwueg6otqzbft4A+p6k810R/mI4frbzs8N+9/fPtoZcpJPXTkvO44sDsZCVLFKH03OluCUuQwQQG77KLk+16PxEyWWYlylHweFKhTIrMLUlJzoHg43Dde5K3ly0CuFOHsflYiiCyEyWIjBUCochMdQKhikCSByAoz+1wK3xN1E+qYfDVbgUpDsi9dy78anBXkaz0rQ4USyF1gYAmNTDFMA8wUqRkvMTnJE/FC2IlncJHAbAARSSEgID1EWQUGZoSLdN4eCTL/lNDrhZEhucFeVqkI5OzphT83qX8+EPnz3ZqfisUJb8VFCcw5l+LrZZXydDSvRL7cJJJCkqA7wV4W7z023V30fkfCfO/nIEICIMpbjhSjFClIlWmp1xF/28bYUseA32GuXnodG1+dnRjrfdaxMTEx+ejJ6vj09vPpsEOcKEcZNrhun7CtT65hC9srQ9PYyg72euWmu7/PKd7mk+WdTQxbwsZyW72/p8IXorC5LfsGhk1sJnIuRx4SbHZMYvMYtoTdizJfPsAazazHtjdb2xqxpdXenLJLXxMqw2Fsbmtzdh1b3L59WRl4lP6qtGpx+UV4ygWhhiUHOeYHuk37+Proi4XBwYnXYwMDz7Hp9fHS3oDvqIXhRmzRZl/awsbWrrF8L5/irXe9WltYwea3yq+Yr58QduZW78xtbk9t2PtntS4+erwCG1/eHl4IP8g1ul5aHZ5pfdmXmp+xtbZeFZ8ceJDeeOfhzqulNlVu8A/cZsMd2/TMi8etqysjm/OvJh71YZs229RKMudCzI+CjZ6X9kX7zgI2VdV3/YCkyN+wtThR1JuqUOMD0wV9E7Xbs0takn/CKcXOyOK2HcPWsJHSHv9DrlmBGmx8FXs5FXOCn+IWujU993SzRV8rjW8gGuuZ+hphbrcK2345fq/66n7Xe2Fq+/LUo8Hm+ZXB9Vej/icZCaJQ7JVtZXJxdn4GW1+3rS3bN9fWZpfSz8ZGHBG9uteGTdvWFldtNtvU0lhHT11bXz22udl463bcAWGXOh8b3cQWtjDb1uzsq8d97bPzM5uPX5tOyZLIfjuv1rCVnVs0z8v7GPNFj7AhGzZum3jQHvY5szIEtS/ae+5UXznkVn8rFVvGbBsYtmxPC9UEHObOFz3CxreVFyIDD7st3O/fmV/D5u1Y/esbJ+VaWSg2OzS2UaWr9DaUnm0ZSdtZn719VR2Ck2DPxpaWG9Pqr3aN5WzsPFl40bkxOj4+NTs8PInNY90plSE/0ttS7u/Mrt5RmoN/5PYll2PL9pUN287rdZ38xhVn6WbP4y3bM0vRzbx60zY2Of2w/9whVnPSnW3b84KncQk1HFUty9jyH8CRuwTJ1jaydzlS00zQtOB1XY76Dmd9E0lTyYTKZFl1N2r70h+/qrTtTO9gC2vrkzNzw70DTQV11uSycNU9PlLrBtczwD2OJOrbqPo2ur6Vqemggi0sQwsHbGKaG2imenJ6Jb3qHqvNY3/rN78b/u0XE7/5ZuTDP7744+dPP/rk1YGPl8M+29F/s6D7zZzhV+vQR0ua38+Dv11I+fVOy++x/v9nrf8XbznS3vf3693/t23wI+z199j8afu8s23W2TaH21jELy3iWwd+KGr78n7X4fzuHwo7Dxf2nszsOp3U4eV22+qkqXU09pzR9eAM/SRNkyi2znTn5YPM9pbk+vakuoaklsaklodZeRkV1ywtHsmd3JQut6Rutz3zupYTU8aOLGZdTCf6Jrt4mvES2EUEk3anjHb/6aQQQwYxZQhrjyNhJwHkIEVwMoQkQ2mAieljZfvoCDdhSn3z1emOiMG2CHUqV2IgADCTZ6CIUKI36OiXcCIxkzvcenW2+epUe4zF6nFORRDDtPd9fopBohxmKYxsiZ4qTqS6mhwAzSlTJvCq4+p887W1xhszrdFtNeE3NUSZ+rQgmSw0UVkQlWd1FykJOpPbYGf8q25Vc0XYFQPVS+UshSliM1MKMbwghidKF0JEAMXJkD2O5FsIHlaCh5XEN1PFMMUPwl9XH33cFjDeemGs92pWsaevzlluJIktdA8TSaY+kZrNft0TONXt+6SGd0v5TbD+uJfBRaDG8zV4AUoWWWkSlLK7riCH9zjybf+c0MwSIAwRQpOhVBmE99Sf9gVPB1lxodZTF0wugpjTsmhHTTKvvjr09SPNVL82Lc8r0EASgyRhIo2POksRZxlKFSNMuYnGg0lyE11upQkSnb21R0ry5ZNt0SMtsYWFgZeMTK6GxEVoAhMdMNHlCFVqochNFDlK9kTInghVhlIlJqrITOMn0qVmmhwlAyiBb8Z5mJ35qLMYcgISXWQmPAATAYQisTLEiVQh6iQwHpWZHaWoo8JMlOodFDqHC8iZ88ZDl+D95+Dvgq0HrifvU6Z9Y7m3P7vkQGHl4ermUwMtJ1/UE/syD45Y9o0bf3il+35ec+il/5fN3/zmxSefPfvoi87PPmo4+Pu6cycL83jKMsLPORKvq8bpqp00NU5/lvtD+LlnjVNW4X5uar95QSVJ+VO/Nv4djnRUVri8yf35qzlSiJwSwo4i2EWCUqQoQwqxRHoGX0OXQiwpxJBCtF0cedNGQ5CZWVKUIYYZYiNDZKCLjQwpxJJBzHf7Cf//cKQUpMogchCES0JOtpsOvrTu70zaV5LyXVLSvjTNJ3XxXz4xHau0/FBi2teddLTLuP8p9F2X6WABdChWtf+s6qgUJkpMNIGRuNv+vDvSK4cpijco+d7XYyB5wVQfPS1YK0tK1VeXl5YU3oHMUReigXMqiSfoIUM4AMgAjHSpkS6FaHLUFYCZYiNFApFkKBlACWIIx9OdEehdJBBZhnAAyB0Ahd4mr6CMkIj7N68VXg/IuAjAUr7OVQQypSayGHUUwEfdjQe9U3GeSSQBSJDAXAkolhgVPuagqAf60Du3APAsTy3yS7lw80Hklfzrnqi3BHKXQO4SmC1BSRKzg8TkJEGoEsj9z+J+3qzXvLtfv7c0w5VAvKA7wRKIJ4LocgvbTU0VGfhBd4IDMi5KIHcJzH2HVvcGJd+bI2HKWxNBZKaKUQpgJHtqyTGWAAybWesZ9P/RTSu8Zh9Y2JxYwDbWCpRW4AyzNDl/o3/6xilpHN4Xe7Zmf729M70zUNtvjtJ3lDXZh5YiXC9cIvuu9K9sLdt2ZraXHg74HWCZLsZjs9vr81s7r9ZAUuCNH4SbbdM7E3Zsyn73hin0AGc4sw7bWK+vr8WW158VNV7+nlYaqN8cWdmZtduHlpIvxAYfY0/XtNixqajscEDDkauYjxd6bItjwVTXywzRytA0trqDvVodymwK+o7xMAzcHl3EVjFsbD2U4hnuJJpveY6tre/MrhZd0gT9QG9ML8JmN7CJtY2mocgTAhPTf3tkdntkPvq0FOZe2hqb6x55kpGTubW4VhWbHHSY3ZRdjg0vd6vzQva5VkSlbY8uYouLK2NDupDQYFfJSNtTbBozu124uo9rbxvGRrawVzsLDx8Hf+Ge62/YXp6rflEgT3A5Z3btGq3GljeMrOCbP4qwweWtJfv22PqLO82XjvCKr1mx8fWVrsHY4/wUt7DNqfkn6636Wk9lI9VY56qvluR0qbHt4fF7tXscuTTzaLB5YfWl7flI4FFWDCdwZ2ANW8QWJhde1rXrQm42F5WszywVh0ERX7Pa4jI3Ho1jG7ad+ZXFlckXL7rb+5uwbVvuFejCl8yia4lbj+ex6W3b2tbi5tzzF/2r60ubz15r8UAMxxOb3FgbX4ggi6MdJCsNr7Cx7Z3X64OFtbf2eZT4G3YWsP6c+vD93PJw68bEqm0bw2Y3cq8Ygw65jWe32ofW9EFxIYfdJ9NbsbnNjeHlzQeDESdkes/LOxMDL5dLjDVepkq/ikeQbWWqEsoJOS60tQ1urXU/fALNb/VMjnT6u9CU4uCt1/adKQzrXm6Lv+f3HbFCn2Gf2Cw15l0+IGhWFW7N2BdWbfaJ9Vh+aOgZoa3v6ebGQGJJdHFb6ob9dTtacumEx2hp3Y598E73dW0tV1NNBxvd/0M4kv3mMN9yZELrGW2rC9zGRJv5pgrP1IrQml7r0HTtln1ic2tifWMCw5ZXbNMvZpubXyXndIYgtR5wPQtsJO/62rsQqW9lqjuoYAsLbOaCTWxzA81cR84qp1fnsZpdPuv/4oPRX332+n9+9epPnw588vmjTz4ZO/bp2o0vto1fzGh/NWf41Qb88aL6d/Pgr5fTfoO1fbDd94/Lfb/YePqf3uVI+8s/YZMHsIUz9nkX2wzONueyvkBYXCA0P9lf1PZ5QfeP93sPFHYeLuw9ndZ5xtrqzUlMctI2OYNPHDS9eO0jmqZVHtuUnD1SltncmlzTnlRTn9JUn9JUmp2bUXHF0uJmafcwt7nDzW66Wk5UMT0km3DW6iADT4mNjiKDk8hIFEJ0McKWoBwxwhZCTJmVKTOzZAgDgJlilC40USRmImAhiOEzItBRaMDx9HgAoXiqHSMgcl3Ltdmu2IHWW/EpHlIjXYq6u4MMHkKWgk7emjNKlPS85cpiZ/RMd4LZwlMoXURm1/d9fgqQM3IT3Qd099Rx5Ykcd8QRiD8IJTFG2sMWWsPXm65NNd9qq7kZoaGJNU5uqURxMoOCUJmJPL6KgdxWjD82DXRoCwqCz8a5KHREEewiSiRIzHgJSpKZGXyQDKAuMoTwliPdEwnuVoqHhSqHHC5Bp28qv3vW5K2tStYAACAASURBVPW6yWey/2ruAx8/HVEGU4VWpjtKlCoPpWYSp7q9V7okI7XUvPQz1hxKZAbnHESRGAhCC1mUROUjJDlMesuRwBuOFJqoQhOHD9OFMFUKkwGDo6fuRAB65kY6ue1VUEHPheuJtAgjpbQsYLQndrIjZqT+hj5VeFZDlJgYohSmB3IaQBzlJooYYQsRggeC90liA2aSm8VBELs/JcXjZWPMao+2t/5mQjJfrnaWGwmeRmcfvZOv1lEEEyQQAQAJciNBbiQAIEkCkUQwiWsm8xGyFCaLESLPjHe34EQoTgbj+FYXPuQogV3EJoLQSnRDHfkmB7nFiWdy4plcgCSWCGYIQZocoQIGB0/opABlS0wMsdFZqj7qrTnoq/7qovrzcOjrKOgzA3rUnPBtse6HRsOJFvDYE+hU86Xv7x37de2BT2q/+ezh9x8Unf7gwaXTdwv5MRWE+Dq8sha/B5FVbznSUVWLU9Xi9uYjq13+V5mRPwfKSsouQe552bt2dhXuDUc6KSsdlZXOu/GQcRW4v5Yj3/Gg6WKEKX6DGgDMFBnIQogImClSE3k3rcrTTPdK4vI0RB+Tu6fBNShF4anjynXcs7DAC3QFDEwvM9ND4/R21E9mfu99NGEqWYTiLhock0GnTuTECPj9MLTvmeVAa+bXXeYvxpRfDur3PbYc6rL+WJR6/G7KyRTopFJ3NEB9zFPj5AVSfRCWDKUJYZLYRAAQigKk+xjYPga2AmQCMP3f8NnFCFkKU0R6ghSmeCYyhQaCQE28gAqvxHvd0ASHxXqF3pQgoLaysOpBbj6UoLxx67wKjUwuMFmKjJGJgX5arkxP4YOEvf7udyu8d5M1f+q8ZgIQB4C4AMgDQEFQdviV/JvXCm4G3Qn2NAE8LYenY0hgjsBIFYIkEewiRp3FKE4Ek4QgTWBgeVv8Q+5cD8+LOpcULNIp5NCFsBylsiJJAV0BIE8RRBVCeBFEF0OuIogqgBzFqLMQdhJAjiLYBTCT5FaazEKVmsgSlCCE8EKIKEHoYoglNLJlqNA/zVuGAFLETYLQ+QaCm5okQ4UX0v3Op52TwJx39EjK/zZHykG2DNqrOJfBFAVE8TFSfA2UCIPn/NLjlYEXkcyz5w9w+sAHWMfU87zGCGeF/3Feb1Hb6pM5VHLD51NSs/Ie1jg3/+BpAv+y7CizWJ+FvdqIFocF4BRY96ptzY7NbI8W9fge5qDnY7DZ7bXxRdv8ZrIk0m+/a+nNjIXaEWx0Bz0fE3RGMJRab9tYLi8rXpmZelndGnDcNZ50bjijGXu0OGSpiXCQXDrDnet7vL41GZUUJotz94NEfZOPdhbmM85HX/iCWnPrDta9PFf+ApXcCN/n2obe23o9u7O6gc1v6+XXAvZzGq6lzna/wMY3ypXpim+pFul1rH4Yaxqti0k//6lLUZB2a2Qem9iMPSFT4X3XRheeDz5Lyc3AZlZLoi0Xz3j03KvbHl56dKcm5EcPiB8ymFaN9Uy1GvN9fuTEScOXn0xj87ZCL9Xlr9m1l1Owhmlb+WiBjzH4W/ea65mba7PFLVkKjZs0gfNirg1bWkC8r3l9RS5TpW3Xj2L1U1ly1fkDnHrDXezV6lr/eNxpQM8LwibnB+fbw+/Jb9RKIsuEYI1/QZsJs08PFdSfP8i6c02FzY0/H26f3BjenJxUii8E7GfXx9zFOpfH73YYRKHSw6TijJzt0cXSEFD9Jdt0RKQ5zKkIVvfml2+OTOzYN1bXFrCp5aYbyaG/cdEdlsa5eFb7o8NZjdjzKWxpzb65tT48G0ECUG7QytwSNmO77Rd3/ltmVVgK1jKHVQ7l+8YHfMnsVudhE+sdRXURxwSVVxJ3JjewDTs2v5MSorl0hDeR34ONbluugxdOCoq9jeuV41jt3P1zqM/XrNxIEFt9NThfYiiSGao889qVdtvodMPjs/tZYyXttsXXDc8Kxpdfrk6NRvF8Lx1w77r1ACueXst8bCYG+B9jvrhTiU2u3lUnXzjCb0KKd5Y3l5ansbFtpTgszJm/3tdjWx+w5EY9HqrfXp66cxEMY3ivj40t7TyCK8+qq1n6WipSw9h1nN8lxb288f99jqTvcWQTWd1E1jRTtE20dyRJpqaJpmmmGDvo2iaKoZ6tLXNPrQ95Ml+8hg0v20anZp8srgzPLYy8GO4amm5fwPonsNoHzxLgWiFY52Fs4Bib2PpmtqGFszscaWhjaRpocBMHrmeATQxLAzMjB18O4WoOfTD0yZeTv9/37IPPn/z+41d/+rT9g39cYHyN6b5Zhz6aQ/55Hvz1NvrFkuaDcf0/2B78y3bPbzd6/stG/y+3H//NzqO/sfX8YqPnbzd7/od99Fts7uT2nNP2PH59ymFj1mlrlfp60rmq9/MHvQfyuw6U9h9+2HekuO9ITh9TX+XDghMdwfYT2g4nXTcBfMaO6w2PfZKTOtye3tF2u7ElqbYhqaYqvawoPy278mZKg8LQ4B39QBCYTvE2OQGQkwzGATBRChF+5tW84+qIYYoU3vNP+CiNZ6LxTBQBSpGYXKQwUWZmuOtd3LROEs3pcIRQ3ho22X5joCdKlcb1Ailyq7ubniYAaTyDix/EiDBSu+uuzHXHjXVHI6mufiiJZ6WJ4Tdv8eYAEAX4y/s37jDB08TxSxSKYYYb6si3nJKBZ8JM9L72qNdd8dON52fbLnfWJFxRC+QGqruR5gER3ExuLN2lk96iaDTy0UB1Wqb+SryXa5SrQM2WWhwlicdFCM3bzL1gJZ3TOQAwzhPCexopYojFQ1x5KFsKU3wMeM/4j1VJX95P+/hF2b7VLspol6iwTBiQcFxk4ogSOTzQKRA9WFR+bKL/x9X+L5a7fv/65YGnL05lVv54yfStHDwmQ8kCkOZuYIp3TcJ35qx25R4eRAMsLBlKE2gcfRCCr+H4VeuJttdXphcDZuf8nj2R9rd5DlTLpht8l3rCWx74hKsc/AwkIcrkm6mAyUmBOMgQggBli8xcvgbvhRABK9HdQuRpHG7pKE/qosYblJM98cmJ+DDlp0i2U3WTorrtXEKas8JEkMEUqZEuAxneEM0XonkZ6YCByUPoYiMjIJ4RoOWcRz0ALd3NQPaEGTIzR2xmC61sUSJLYmUAZooEJYgQZwChCE0UvpnqYaEKTFTxXvEbSQQzxDANgCgyiCyDiDIID8A4KeIs15z01pzy15wJVp+5rjoTpXJUqhxVKifE56RVeiKJc1Dn+HE89SPrLcf0YqG+gqusoSVUUVWVdGUlJa6KFF1DiK3BxdY4qX86u4vbeHUNXl1NVFUR4sqc1VUEfR1FXUlMKCeqq2jqGnp0NUlZy4ytxt+qcIivYikraXHlp9Q1TnGlzto6vLLm1K3y48paYnwNLbLUJarsr9Yjfz7OuCvg0SUIXQRRZWaG3MqQmqgSlCI30b3MbC+Tq0BF9oa4UhVL+/BG/3Zj9cT9axkBglv0sxAfUNNlIMM9wXG39UgIkoD3z8dyRQgco4tQ6xSuPpmiPVJjONwG/thsPFJp/rbT+PV8/LcL+n2jxu87lPuSo75JuPrVdd3pAL0DABJEMEMMsWQQUwZTJChBaCZIUJIMpipApgJkyiE6sFfr979+XxFMkqE0KUiWwhSZhS7Q4yV6amiKZ+Y90938zKQUg0p5BVVDRellhRn5ZjVohgyZ2Rn5lYW3S1Ovm0IUSnepzlVm5r0DkW848k2S5duMg7elggDEERsFElDobfUKyQ2OLL0VURTplxIg0ErkqBRABBKYI4KoQogohIi7bgtfzwQQUWBmcERhbGjOTQVyUQZe9Eu8pm9IvHLvlhzx8lBzhQY3mckNMDFFENlD7yAxuXilUL1v02RWohDCCUBnIYQXgiS5hS0zcwQGhgTm+qfLA+/4+KXJZCifp6N6WllyC5OjxPskyS7fCxIZ3d9kj1N/vp3z/vuGMHMPtRGqDKbIYYoXSPECKedU7h2DpdjaQlNa0VWql98Rjt8ZN+AIJRgH5EUnbk+tYRvYy4ImtftF/1PuPgdZfkdY50+7WUPj5zoHsbGlC64Kb4JwqWvCjm1jS5vPS1u9TjINgRHY8ub64vLK0vJC7WPE74bkKO266Lzt5fRdDSo5QWow393YWbidY3o+1IOtrJSorOF4keIwTXCYfP4oO4rjUw6nYGsLj1+3B0BnRSquzOCWVp28sz0/Ud8Gy8L8T/Ikh5g+J929f6BnXYxfHXi1Y9989KLfvr7+orJVJ7/s/QM1XOG3/HgMezqXHQ6eO8GR/UAMdPLwO+kKScNHilswGzbcN+i/nxVDPzc/Ofv41dPb+Slb87P58SDvoEOB9Ta2tmkfmbwXabzk5O79I+XscbrvceZNd//O3GpsftO2tDr5oNMiv375pIf391Tvb6nBR3nJvnFLba82sWWwUCVUMYUqZn5rCra9OPCgTu8Z5nmEcu4Y2/+Q68WjvJRA1Xr/ODa9OtLx2O8QDTx7dXtutn2s2ieRK0nB8cFTCoiUVqtbXxt5VFjleYicEhGD7Sw8GW8r7S7Atlfbsgv0whC/Yx6eB1n+R12vkuVG7+uTQ6+wFawgUH/5A7wZ76M+Lbq6n+r/AzFRHtZXWI5tbmEzm/XX0+K/E6ezrtxyACIO8Py/perdL7wsasCW7VN9wzc4PrcYitXJWWxx51lhi0oQdv5HXsARj6Ajbhf2Ue+FwraWIWwTK0rPPXeAXHAFss0s72xsYOs246VIv5Psp3drsZmN3po2JCA66Iib/Ag74LTg/DF3g+LqWGvHtn2waTgRrfZW14ittZenF7qW+57HsQLu30Cx1aXG/ofNQ7UYNt+Vd1/j7nfLyTPoIDf4R861U9witRV7NoYtrpqj9J5HXKuQ+zura6ubU9jkcpTUL4TiuvykfX3jSWGtdW7p2ebMeAzjgtEvwr489XK5Rlch0zayoWYm2vAfwJEkbRNF20h/hyPpmmaKtpmuqqPo6llgNT+/78qIrXgea38+WdHYkTMx3zW38qTzyYPansxHcwXPt+9Vj6rhWiFY7/aGI10NLRxDC8vQyjS0Mg1NDLCJCTYwDE30xAZ2Xg6tOOZEzYHfv/zTF+O/+/bZB58+/cMfB//4p65P//saf79d+8Wq8YNZ6Ffz4K9tyKdLut9Ngv9gf/gvOz2/2uz5+81H/2mPI3t/sdHzt5t9/7Q9/h02f9I2h9uex29MO27MOm2sUsYnHct7vnzQdyi/+4fCvsOFnYdzOn5M7WApy87RjBZnuPO0odtJ3+mo7SFHNVyObc9Lf16TWF1/u7o5s7ohp7Ys92FWrtVw52JUNtPLTJDBzmKDg1jvJIUIcoQqgykA9PMJ8ncpByFL31goAoTGR2kClCJCKGID0dPICEr1DE0/eznTJ8TMvwlziqouT3fFDD6Kg7OFQLwDX03ha5hiHUekoUkj8RFqZnftzZnuhKHOKJ2FJlOf4sK49+VIudVdqKML9RQhhBcmnvFAj3qojvgjtKpWXU9T3GL/9YX+0OaasKsQB9C7iBEmz+AsgPj4MK/jQoXSmpmRf0/oz5df54ZY5V4GrshAFcM0Kcj2hBkK0BnQHJMiOBmEl4EUMcTioWw+wgIgso8RF5V+pLyD8qzvxFTXvvm+4yOPXUsbRMHGU3wDSWRiCGDcJcvxvAqnoX7c9KOjM49+GHx6sqMfn1h6MsB0UA6dlKFkEUITmThvTcI3ELlHHe5GksRE8zTTJSDOC3FR6H68lek0ZNPOzvCWZvnzrwUrE+eWnvks9wIrLwJ7232CdMd8IJzQRBWYKQDqooBxAEIRoBwJ6irSEn1gitREdLcQ+TqnK3piQ3nwdPPV5SdXH7UKm7o4j1/KFhevrttVjS/OnYVdFBDpTY0z1ROlSRCqEKKLIZa/lh0ZTo0MJkXcYgapORKEKTUzJQaG0MjwgGk8hC5AaABC2VVYFRAFQChCE1VgogpMdKGJurc38uY73eVIACZKEbwYwbuZXXgmFxGKkyMuPhDOH3QONOIuGZzi4hkJN8hgGNkQ6KwMPq0ykOPvcy+X0CPLaTHl9PhyVlwFO76GGV/PSmhkaBvp2jqito6oqSWoql0SqnDxFU5x5Y6xZQ6aGlJ8OS6hwlld5RJf5hhX5pxQiY+rcImuxMXVkONrnKMrzsQ+pMWWkmJKj6uqHBLK8eoanLLmVHTlybgaQmwVJbqCElNF/Gs5ci9r8G1+OEoRoxQxSuEb8TILXWqi8o14CUj1MrkBeg4/lipXsRUqriSKVfwoaxx7NoT1J9WAkhscwQ0aEMe6YOJLDRQfK1tmoQshohAmvy9nnDfSFQibBzNdjTix8ch5+HAQ+H2g+ltdwif3Ej57Ev/FqOGrQXhfi/6AJf7g9ZuHANUpvhHvama5JfJ4iJvYyAAgsqeFKDS77MYPAchuc+AbafAv6aAQUYbSZDAVQKhSE1Wgx8tAxpV0n7v30spKK8vuF90xJ94x5jxMqX2QVpoFpZXnlJQVlt0vK0bumoKhAImSKza4Si28v9hz/bby56fiHxKAUCQwm6+ne2jpEkjgfzvgcm5k+N34y3cSvNBLnsh5AFKIjQKhkS0EKUKIKIJdZBayEKTwda4Kk09o7rUr96J9rSFucXLfJP+w3JjIQnNIVrzEKGfHE3k6mleiUGbmeFpZnolMqYm4mwAqMzN8U3lCg6uHhi3Qu/skeQblnL+Uc9Y7iS8wUgETW2AkS1GaFGVJEdegHL+gHD92PPGdyUjCTyOV758P+rYFZxci5Xv95hSJjpFw99qjkTZsc335+WhPQVVLVmFHXulo21Ns1ba8sTg4/hRbWcBejfU8qKxKzm1Jzp5o7MCmZrHlBWx9qaqksKLg/tL4eOdw64vh3qXR4bq8u511FRNTz6taS1sHGrH1xfWJsc6q8tqS/O2VyYG+pvtZSfMjz6ewwUjzZeSuenJxAFuenunpb7lXWHP3XlvO/fWXL7H1maG5Pl1RvEc8SwSz+UbqRUjRPlyG7UyvjQ51l1Q8tGZ35D6canq0Mze3tjVT1FUchlyp66/B7CvY7PTTqtrmugr78hK2vIlNLI0295QlZdSk57blP1wfnbLNL05szE0tz7VllTwurptZmcxvyVem3Xo91T/5tK3mXvqLwbZl+5h9ewpbmVzse9KSc68+405/ceX6i3Fswzb++uXj0R77xsrW6PjLstrW1LzO9Pzxqtadybnt7a28zhxvo1SMcMQQK8Ti/Xi4AbMvb42P9RaUtmUUtGc8GKnp3plcwDbWJsYGFxYnW3PvDzQ2L628zmpJEoA0YQpFYCbxtYTYe2E9w3WzL59XZ9x53F47s/YsrQqOyrr2YqzDvjCBvZp4XFxXmXi3M+fhZOPjncHZtbU126uF2563Io+K5or7sL7ZDlWWlR8SsZ+Zce6WfXodm8bKLyZFfiMeSKrDemceWctQ6bULX5PSvG9hIysbrxdb84ofPXi4vTK5NjuObW2tj0w/KWnsTCvpzSxeaOjBpuaw+enlramBwa6WrJzp1o6VpfHnw+0Ly0OtFYUNOZlLwwMbGzMYtmJfmHpeVl1/J68+O/dJReXO7DiGTfW+LjBVn1dXeKibBXC9/+B0OTYxejfc6H/KHZtYWFyZzGzIejHZj63ObfQ/GyyoaTTlNCXnLLT3YSvT20vj66sTfZ2trffKZh4/X1wZfjbZsDE/9KimuKske22qZ3C0qro1c3H6xWB989kj7LqUXAybqXqeFP/QQ91IA5spYB3538HX/lccSdA073Ikc8/abqRrmmj6dpKmyUXfRNDXEdK7xS2zMU1jcXcbLhbWJszamhaxrspuM5TrjzzwTar3NVbwwToPsJ4LNrGNzUx9864kyQJbmGAjFWqh6xtpxmaGtpF+u979YTYn79y+un1/GPzj5yP/8uWzDz599uEfB/74Qc/+f7b7Ht5U/2lV/4c58J8XjL/dgP+0qP/ttPW/YlW/3en9H1t9f7fV/wv7k7/defQ3tt5fbvT+/eaj/2l//T02f/otR27OOa+vkIfHTxe3f1Xcffhu94H8vkP5XUdyu0+n94pU1WFEfYoj0utgeuRk6DqtaSNFl4apa/JzuytzHj7MLszPyExPSQYtxijkSiDo4WNw4GlxAj1eZCRKYYoMpe3Wakgg8s/idd8pXBChRDGy17UrhikihCKGKQBEEcdSEu6Ht06UDdsfj2PPBubrmntSBgYyRppjnvWoUvK8vW45+urc1QW3LBWG5Br49gN1UZl6pCdpsEnVWX0tFiLLVae8U+nSn0PkTzT5lzgScefr6SKEJkYpgJki1JPcY2m+sEJ2Va7TBz5tSBhovl5ceSnEQuEk/CBAHPmpTAEq8Yj320dhnKYrYkBEn3VTnxdgrvUPSufzQZ4QAWQIRwGRvExU7ySyGMHv1guLYRofYQkQBgATvUFnde6Jlmduk5PkmaGDL3v3NTafTnlAPqc5JDa6AGaaCCachU/osk7llZwsLjpUXLw/u+hgUsGpiJSjCv1RAHLe3WKRWVyF78ybveVIIUoXIDQRQpabKDKE4GMiyLSHrqc69M5Hz05R1xeZa/Mc2zKwOSnZGBUvT5/rfK7whQ/J0dNCE0loogIISQ4TAIQqQDlymCPXUc7BdClM9DCR+JDLRdApvUCy9DRwZcBn9iVvdQVYX1NsLJ+fWQouaKadA128jXi5kSQDKQqI4gVT5RBVBjI8E6hXr1P1/BM62g8JkuNR16meeirPSJAjXKmJKzC7epjZPBNDCJNlEFlhJPqAJAVEkcFUMUp9m4coRqn/qrEZgHa9crKHlcGz0t4olyQ5TFCAeG8jToHQPVX4Swm062p2sJLkq3WSWhy5icfP3j7tl+pwMd0lKIccVkC/XsqMqmTFV7FU1TRVNU1VTVHXUNW1ZHUtWVNH1tSRE6oJ8ZUuykpnZaWjsvKMusZJV++irnOJr3GJryGoap3iys/ElNDiSqjxpac0lQ7qMnJ8maOy6nRcjUN0JS6qnBxTSY2tovz1HOkkMTm9g5IksYkkNpFEKFFiJotgkhgkeSJsL9jDS8/z0QkvaMU+0TyvG7zqp8XT2PA0NpxeafaP9TTci05vhLI64ZA0mdRAEejxIpgkNb+3HulvoCoQtsjqxklkM00EHnhcoT7kH/+DQfdVAfRDh35/Z8JnnZovutGjpehpq/q4j+aY2HDGzUR1s7rxUXexgSkDaQozVWBxEZoJQhNJ/CawCkBdgL+8Z7OrR77lSJGRKAMZQYkAlJSQmZn5IDe/IvteZWpVbUZzTWZl+e3iquyC3JR0PZIQpr/oreWL9VQ+QuKhf64+/jlHurxzcLud4yKI7qGluqnYQp3ENzEwOCsyslh/JU954fZVT+S8SC8V6N2FRqYIovMMzhKELobYfJ0rAIuDskMjCmMjChLcE0RCdcBZNO5qLhJXDkaW3jyX4uuewHeN57olcAR6jgTmAihXAnOFBjeelitHvGWwl19KQFje1dC7IV5WMU9H9dC5iGCSp5XjoaXw9cyQuwFh+ZdkJg+ejvZGiXy74r2XT/m+369wL4SW+hYid39yQpTuoWRcSQqp7quYW3u9tTVn25zd2Zpf21nsH+nQ3FeHJgUW1Flnlh5tYtM2+zy2PYXZJ18MN+WUWloGymftQ8vY2OPRJh+NJCYl7Plk6yY2NrnxOLfRKo/indd751RbBmc7bNjUkv3li9nm0bWuqZ1nrzeewKWRkhiGMJqmzrvePVK1gU2s2sdXsAkMm9nAXte9KIq7f10KurkZqLJkNh9ykamJERk+97sSX630rO28xrBF++asfXP2yXS7pQKUGaSsW8yb2Vfym24Pz3RsYaNz2Mv2FzV5ZRkDg+0YNre5Mbplm8Sw+ddrr4pa7ikLdc2vWzfXpxbnXlY+KQmynJcnuGVW6UdnGlexgYGVRkulGiyI7p2o3t6Z2NgaxbAZDJtfWB552Jx/M/nK1czL2c3pQ3N9W9vj2M40hs1i25Mvp3sTa5IUqJStpogSGR4IkRuDi0g8V9qW9nqpb2t9HLPNY9jKpn3+0Wh7chGiTI2sf1Fux6ZnVwer+osuWr2pSkePFLookcHVkHjxFE1uxPBkN4bNL+4M5bVbhdE09yjKraRLJY1p49P9q2vjG1szNtv80tLE2OjL0bkxbG7tfrAx5JigL78Fm7VvPpldrByIOSZC3YN3xtew8e36oPTIHxSP7ndjM/ad15tzDYNxTp4RJ0XY61VsZ2tl/tnW5kDH4N2scnVt/92Z1SeYbQxbH91aeoZhr6bXeys7Ugr6E19sNmHYs5XFjsaBO8kPbtS9zFrGemzYkxdTlUVdiSWPbo+uNmPYMIa92rEPbmPPZjbbG16mmhuClZW8hDqWsoUdV+5e0qXFlodGS+r9jnPassts88u1zx5mlkIdA0XrtgHMNoRh45h91GZ7ObxYU9wM1j3OnFrrwbCJqdmu6u7E25VhfcOFW9hjDHv+fPhBQQU8ONSEzc1m3dSFkSRzfY/XNp/frr0aX8bVNNB09SRjLenfmyNVLQRNM0nbRNM20vUNb7a2G+lQJ1nfhgPbXLT1joZaXEorN7nBHSyhpVcGjm7nT2GlVc9VYLFEV+Kmr+QY6lhgoyvYxDQ204wtFGMzzdjMMDYzjM00tI6EtNE1jWRdK03bSM+s4TUkud9lfNL83UeDH38x9C+fPfvwk+cffdz98W/6T/8au3x4Q/XRqv4Py+BvVqDfrRo/mNX/03zqf8Xqf4v1/uN233/eevSLnUd/Y+//G1vvLzf6/8+tp7+xTxzC5s/Y5ly25/GbM06bc46rS8QXI8eLW78q7Dx4p+Pbu93f53cdy+txSe2Vx5aF43W5Z9DHDqY+Z7DDAayn6XKvIHmZeaXZOVZzqjoGDgtS+Z6N95Qn8AAdVWZ0kltcPa1cTytHbmFKTdTdiAwxQnynjO3dgXK6ACWKtxqCjQAAIABJREFUkV0I+EkvlIGUsyp2QYd1BRtdxaaXd2a3sOmVlSfri93Pm4wvHlkrGuKUiV7pZZqR1afz2OwitrSFzc9N9k49KxvuSn01mJZdFuxvJAs0ju/LkWI9XQjRRRamB0iWQUxf2F2udfUGBewAN+lZt7ry7KGXLUihXmwUASk8AUrGxR24XhJ4uw30uuXtwpPJwq9fs0RYqsHA25dYGgUuNphjDAMQnszoJDESBWaSCCGLEaIUJothigihiRAKAOMVoHNY0hFLqUNJw9G6loN5D75KSP78EnJYojoGwES5lSFCyELdaT/j8cvGQyHar4M1XwXovjlnOCzRnuDrnPau3EiRIQwhyhT+GUeKUbrUyhYhFDFCBhCSt5UM6E+c1R1Ey3lDr/nL67KlNWBuyWtp3tu2fmFmLeTBE6nMfExsdhKaqGKECcB0GUyRIFQhylQY2d4Gmh9MlxiJHjCJhxIU0JnobOrK3LWNucCVOfnalufckufzYWl1p0B155QMdRKjOIEJL0KJUpgshykykCIDKRdjSXGBzslnvkr7/mML7ivjRZxfAoFvxPPMbnwrl2flelhc3cwMHkIVwxQAIitgggIiyeG9DfTdBV8AoUgRvBTBS99w5NvdAAnKkqIMKcrYlVRkENkTJCqMRJ6V5mYgSg20cyDbS0uRaF34kDMXOcOHToig0xLoDGByAqxOXsmOvilO51McQ+/gw+4SruYTbxSRo8toymqmuo6jbXBV1tCUNZSEamJ8pXNcpYOy2im+6kxM+UlVDTGuDKcsd9CUE8x1nomN3toySsIDZ2Olm6acoq0j6ptI8dXEmEpqTDUjqor613IkYHIC9kqZ926kXY7cOwhRhtIAI12mY0dkBd7pSSrpzsyptV5JCEi5h6xgs3PbYwmWm6qkqNahynHs6TDWpS+7pgCZIj1BjJAF0HvnY3mYndwQgoeVJbjNE1qZnnqHCM0pC+icl3yoMdO5NvHMndjP82I/bbMce5xyqhY8YIAPhxsOeepPihAagLrLITeZkSVHGAKLi8BCEJpIYtPuo4Hwb3PkrnK562sDZpoUpkj0VB89NzjeMzLuqsmgup9kLb9dXJVSWZtW2pJZVmBOTdRqb94K8YsUA2q2CCHzrS5uZud3tEbST0Y2Qn27h/TTxCTqAqAuQogoRsiAmQaY6BKEKTDQ3TU0bgJNYpSdS754NT8mrhyMKwev3Lt1NtFPqBdIYb7Q4CoycqWIq9DI9tC4eqI+IdmRqqrk0OwEQB8qUF3wQoND79yKLNZEl+rD78ZfTLvmZTovNniK9HIZ5OtjDvJLCgu9ExXz0BBXYbiUFSY2Svg6VwB1VSS6umvxAOoqgXi+yWevFlzxTzvroaUDKPdnHPlTDjn3vTnStJcGtcuRewETZhIXdOEZaEKtu7dBEZYUHJl6JTbtmjorKjI74jzk5aZnuRlpMi09OBG4fifoRkaY9k74zaTz/gax4BbdH5JG5l6KzQu6CApFBqpETbuWfi42Jygiw/diothdSZQj7l56wY2swMjUi8rsoOu3z0beCYjMvXQl7YJcRTyLMuUmulBL9jMLr6ZfuJziF5rqH5sVfDXNTwZyOVqSO0SWJtIUSTQx5CQHnT0STstAWkiq4mZagP7ejfjM8MjkS4EWuYeS4magChCG1MiSxtJDUXlsxsWr6T4XzTIvjfC8QRaZfCE+Iyg2PSgyPfCCxVei8SDdwPua5Lqsa8rbwX6QgBF5iqvEKbSMiNsKTWFwRJ4fX08jXz991iSJun0xLjv05u2AqPTga0kX5Qk8VyWdpsJL9bywlHNxOZdvZATeTLsYlxEcbPHx0LjyUBYXJbFhR1f4jMxClRvo8gRGeKJ3XNaVmIwrkalXrt4OuZR4DtC4u94khqb4KLNCVXeuBJo8ufEkhsHFLYkqSmQIIboC5XhpuTcSL8SlXb6W7OdtdHVTOinMbH4MSa5xC0v2i829EpUdHpEZdiU9PMgcfL/1vn168n6Y7uKPro1Jpdgshs1hEyU9t44IIG7A9ugSNrHVdDUr6BuPusQybGoHm8Ns3ZNqvM/NkzzbyPjLifbyTvReZ5S540JcmTThgVdmU0RRa2x+/Y2c1utp3deR+ksJDzwTaj2Te0MLeiNzW8LNtec0pQJNpazgWXTR05jExkvKSkVkqcTSGFzQE13QEpvfHHmnKdxU6Rv7gJ9QLzR2ChKaaNF1hJgKhqni/Px88/aLAcgrRKUIxV6vzK03ZVdFagsUKe1BGV2hOR3hed0RiTWBaK1v9H13U43PndarxT2q3MYb5nKF6gEzqTEstz2qqEuVUR6ZX2HEdmZsz0eDnAR5sTC2PDMw9lBf5KWrcTc2M3V1FLjp3yOH/F9zpKqFtCtJ6t8cbSMdandVN1B0zXSwhaWvpRuq2EiVR2IdYKoU145HN07FFwwEmRsEUK0r2MAwd3CNzQxjC8XYQjS24o0tJGMLBWymgM0UUx0BbaVrmknqVrKhgZ730KNFxS449mHPt58M/emrod9/Pvjhn158+FH7x//0jP7Bzs19a+oP140frkMfrEMfLep/N2n4b4t3/hFr/hXW8w/bPb/c7v/FzqO/3en7PzZ6frn+6L9sPv8X+9ThnUWHzTnc9jx+ew63Ne+0vIB/PPhjecf3Jd2Hctq/udv5XX7H8bvd+MRWUVjueaIh1wFuc4TqcIaHTvA9JgpdQDTKZFWoXnZBJ/DSsMVausDAEMMMqYksNbsIYbIYpUhMVLGJJIJdhLCTGMUBFvxfw5G7KLnrUfppGSVdlmVscGlrbHZ1fAtbtG1P7WyO2Td6MKxvbLGypAluGSjaxBYXbctjc9O27bWttSlsfWRztWdlu7WsDwpPFnobaO/LkVKUJUBofDPTHWScTRRcy5VH3HWPe8iNsAA3dJeMiZm6tDpAmfStN+ASKRch3qGpJCDqUEb9+Qe9WkGI4qCb0PVWQmDGw31nod+Jb33gFX/merRQL/CGXWQIiYcSdmHuLUpKYTIA42Uw7pzJ8aLpWCj6/a2kw6HQASD6O5HmlBSlSWGyzMoUmRh8kCgxEDx1zoDaQao9IzQ6CCCiO0TlIyyZxQ2AmRI9VWqg7Yb7/NmIJFVkYolRuhim7a5VyCC8SHnkPHQyIfNMdi27rE9S9/xsy/OzLU/k2fXcgMSjAouL0EQRIhzxm+3P3X0dOcT0AqlnEarUSBTCZKGJIoQd/ZKdG56eez4R3DMkK++h59SToRyXKyZHhe60l8HZE8IBMB6AiTKQIjeQZSAFgCjBINNwCXf/8Gc1n39YfOyLTD9coJooTaQxYbqbkS40MiUgUwSzhGaGyEIXWegSk8vb5rzdX5EMISkgkhjBixG8FCZK4T1JWwzTxDBNgFL4KEWw64ObKUITRWImS8xkgYUmQGhimCE1MsV6KgDT5YlMsYUihHBCCCeE8AIYL4BxQthJAp2RG0/JwFOe8Blvk4NfsvPFdEJwNiksj3IlnxJVxoipYMVW0eNrGAn1NFUdbTceSF3BUJZQ9Q8pGW2Krrm03sXM9GYfTQFNec895h4tvgQfX+4SXY6PqaTGVdNvVf7VeiSA4nYjo97eQru+thDCS01khYXmidL5KoIongxVx4xhj1ewV9NbL0rqcrPuJ7+eHxpbGLpfkfNq4fnYxvMlbPTldoe6KPwszJHBVBlKE4DvvYchSnXho85CmCq2cPkIWZpwLEZ3JD8JV2/9rjX1THaiY2zs96rYb8oSjw+nnHiGfl2eeBg27Luo+UFmxAEoV47wAIgrgdm7eqTkHar7t/dCpCbquxwJIFSJnipLYAREi69HhaDauPwUU1nGvfLUwqqkvIak/IqUggcpd9OtZiV6MxA9K4E57gjJw0L5V7b1z1Hy3bPHlGKEKEaIYoS8N1SAEHefbnw9TaDniI0iT9THPyU4NOfmjaK46LKES1lhvknnpRAgMvJERq7Q4OGhErjFS+VgaHBW1K0H6mv3Y33MoSJNgBwMCbh980aBPqoEin2IxpWZYkqRqBIkqgSNLrEoK023SrTB2dfkiBdPy+VpWWKIDaCufD2Nr3MNyLgYURTpn+on0HNFIAtAXd8ZP//ZAvj7cyRlVyHetbN3OVJoJngYnRXJXIVVIDK6i/VuIi1boGYCRjdWLElsZIhSWOJ0usxE5OtwdDXeVUXhqUhcJV4Csz0TPaQmtlBPAiCyAiKJTYTdSQyJgSbU4RUWhsREFZppfCNdBrvyYglyHYMf7+ye4MzXUmSwm0SD97LQJCiBDzkLIBJPTxaADFmSGzfWyU1D8IBJ7ihRgBJlFrLMRJQieDmKl8AuEiNRoCVwY50EGorUyBQZ6GIDkW/ESRLJIguRb8SLDWQvlCU1UEQGnAAiCRAWX0+TGmgKA0OgJrqqXEQwW5bkJjYzAZh5Vs9RJNAleqIimQIk0cUgUax2ESY4C4xEaRJLZGGLTVyRhgaADHbsGQ81QainiSGWT6aAi5KkEEOoIQEw21VP4WpIEh1doKFIk7hCC1VkpbjBTu6II5BM9U7hADDdPR4n0DKEOrZHAtNDS+dBDGkiUwiSAIjCj8XLtHSxliZCaMJkhkcilY+QJSBVYWJIDTSFni3TsMRamsLC9EykA2aSJ8rkw3SRiSW3uLrrCSwdiQu7slWsjPbkHdvEQ6P57GGqXni52Vr8OLsu+5zy2g+snItR2Mo6tmnvSCrx+YaqF17uRwu6kx6k+cdePsAoCFFiy1P1z3KQyvNRpezr9RRlm1tcFUdT7mEo5yU8ZKkauVEtnKgabnyjW0IrJ7aOGVfJVFYwtXVsqJWtbudGllNiK5mqZg9VuyC+0c3YKo57wLE2+Bgr+GCNG9TMUzW5JjSz1c2s+FqiqoGibGCrKiTdY1nY4kBbVrbiDLkxvWBrvaPz1W1NFRBVw1K3ukZXUOOrXdWNQm0TN7aeamxkKYtIyoduhlox2uBubGMk1As1tZKo+7ykqrDX6y2bCy9TIuICHDyme3sx++uKXkj7UAg1uRsbGapqiq7p36MX8WccmdD6hiP3+mzo+kaavpEGdXCUtURNIxXq4CDtrsYGjqHW1dIk0ZTR0QYPuI4LNrD09TRtLdnQREU72GAL3dBG0rfh9G04YwsRbKaAjVSwkWquI8PNVF0rSdNMQhsYBffdGoJdqr/96OnXX4786avhP3z28qNPnn/wh7ZP/2kU+NQe9+Wq5g+bho+3jH/cAP84r/3tBPTfVgr/+07b/4t1/187Pb+09/0C6/87e8/fbfT85/Un/3Vz8A/2mSM7iw6bc862Bbx93mVrHrcwj+99euhh2/cPuo/mde6/33OouAdX2Me83SkPv+tPN0A4MBdnSCJpICKkpaOXZLqz/iqZXE2RaglikCgyk8WJVEkSTWLGi1FnD72DEMJJTUTATJKa8RKTi9SMl1kJf8nXFqBkMfITRIphihghS2GyROmsKwyuf57bM17bPdbcNlRX11/Y0He/qier9mlWfjtkLY6s6L2zgI2vYauLOytr2OLC5ujYQk/Do7sZdZob6d5yNe0cxHlfjgTMFCFKFyaKXI0+bKU/T+V/IdEPbYrU510F75uBq8gXpNDPWL4HvQB35TmRzuMc5OilORxsOpzWLHv4VBNo8P+CTvnW4+KHEtM/ud78UBxKuHbB0+DqCzkDoIubgShCaG8kyV30IUthohjB7xbMSPVOngaCXEcRaahShAMkuu/1YlsZIhMDMLEB1FWKcKQmV1EiS5DIcTdzeChLjDABiCY1UADjT6b2u2adBKXwDDQR/P+R995BchRYuu+N3XixsXvv2/sidu/bHQM7MAwDA8MwwwyDR667qtKb8ia9qarulkVCQh6Qa1M2vavqlkcGee/bGzkQCCHhEU4grISn3x/VEpoBNpbd2eXduBHfH5K6WtGdmZH5y3PO9x2Cd0JJA0uZJO+SnAZmDH+DCo836rPa/Q3m6PHqPQ+U/zDVGZ2ugCkXp+0QZ0ZZM0rbIcrBa08WxsIEC0o7gKADvInwNpHSAcb2jTfvXbgqMLt6V0a5qcm6u0nz8TlfsoxmS4GsFkibgGjAvI7SOpa00JgHpz0sN9u39Y7rh355zd4//HJtQ92UVoBpxycY4WkFcvZCdO6jyPRWvEnBOYdIVjDKAzi75kZHOBthHUi0oLQJMBbMXtYIRyKsidAWkLKAlAOmPCjlQbSHsh7Gu1hcD6QsmLKwhAJHFYi2cbZCJCywlirNmgjtoLSLcS4sO1CDBXB6gDcA3vALpk+0fZJTL7s+2fVNWBGYtAqYth6evZV4eFfo4Z3kot3hQhdd2kaXtjDK1uTGobnvDz/9wfDJdT0Pl9Yx7ftmVQ9OVvcml2wHl+yGWvZji/chi/YF/u0c6b/EPcgVpWaUN+FMhcxUSMlC2TIgFJH89hmD729785NTHw2//tnwe2+99+q5919/471Xzr7z/EfD59/58uXjr3Wv7rHGKwkuj3AaItqYXP3enMFXfLzmE0swrxB8CZqau3dZ+e4nnDFnnFuPWvdYxuhpbffOaL2rXbvnKeX255WbDrfft1y/fUb5Lt4AKDeSsiKUFWQcgvIA1gEEC5LM2uDCyNn91+uRl/vaoo2JOpEphY3qkrWrVu9dv3H/utW7Vj++a/XmPR3rdpur97qbBtcfGNrRuXHTY63LF6R1JqGgtI3/aT3yGyj5tWt7pOPPWHWc4+cdlDUxWkcYExI9OLMUET2UNZFkGY3lyWQxxhtcY3tm8soJD29tbd6jLdpZnrpqbtoZn3Ya004jp6U5Ncuqsmw3TFs97+HN5bkbyo3uvHhLQ6ogUsU0U2oStClZe/bkpQumr26ZtS4/d9OStDM+lotSSlh0YoxOJkpIsow2LRUznvTgmpnT185i1FSyTEhehNaxP42f/NrV+P05Ero0t/p1UBRnA7IHCxbCaohoBTOVoFQhWAumDZDS4IyDU6YvUr43bfoyHkK1E/zSmGSTnIWzFpk0sLgOMDYoeIBg+wQvwDuw4OANS6OcATGan7Mh1sMoB2ctUrbJpvYIZ0CCi0leiNYI2QlzBhQrjeYdUKpgtAGyJpLSgUYvJHlkemWUqWCMCckuzpsIY2GshzV2RLImnjGwrEeyNiJ4eMrwiw4o2D7WHsc5PsGFxArBenjChDjHHzf9pA4kHUxwcEYDKAMSloVpG08YAGWAgoFk7VjWDDHles6pS5jjKL2+tjSMUuoTqp/zwpQZYlSUd3FpGS4swxgb5GxE8si44uMMmC0DshNk20NsJSjZJGfAXEeQNgLp9qDgYikdCBZHR1WfVA2zJpFSkYwXz1YS6WokptVH1FEpYxxr+8Z3RGUTY3WIdhCqHWfaccHBGwxSMlBRx2QrJLphziFYG2GtAKPXyyZBu1jMgTgXZGxf0vMx7TilobNWTnj3y2c/++iNzVZ1FsTJf0Sz94Um3RlcPyf39tHjw8Mfvv/xmxffemuHtqwlOTF9y7jpgdT4sWE189Dbh5/8YvidAy+tMrsamg+RLYcJ40naHEwq3VFjiFKOJloH0Oa+QGEoURgMtXVBxT5MPZIoD8XaDkGFLn/+MPbIAV9LH97aT7T0oUu6IOsYpfREyp3h3H6o3A3ph/FcH7zoEJTrIvT+qDJALOxEHtkbfuzYIx99fvSrc2cWptOLM+M/v/DcE69u0rsmLDxAlPqDhUN486HQ4t6keizaPAgqfYByECoNJZQjTLGTaBsAW7oh60Qydyhc7Zl07ouek8d3P5CgVj5cHv7sjZfePtTeOU3tipd70HIP2tKFNveHv+mq+abz5j/GkdCfcuTIakT9CFrs85cHAHUI0A7D2gBU6gqUuyHvCGX0h5VeXB/AlQEs3w1qQ0S5H1UHcXUIVocApVaP7MX1HsLsJio9qNYHq4eRYl+gvSe4fU3kIHvn0ZtuPH3jjS9ec+NL/3LDi9ded+bqq4du/n/PT73188L1F4r/crH0s4+L136qXv9u6SdvOv/PJ7v/11dH/nH42P/46vhfDT/5V8Mn/vbLJ/724yf/r4un/uenL17z5fm7v/xTjjz/duDY07dv7L516/H7Np64a+OTozYcAdYeIZ1+bvqaTESZjOkLQsaMWGkyqY+PODFeIaQ2JOPgkoOxDkQ7EOPCnAvzJsjpPtECJBdKe1jaqyVXjKj21PumKBthTUwwsNoKLspGUg5M2XBKBQQNb9Kj2XJCLCW4fJRvDU4oxZl8LG0k+SKWLhGFzTP3Prv+ifN9Jy8cP3Rma2V3aXalicuRySJM6whV8gva14R6WTXO+M46i+lnTIK2suMemf4LefZP4rP/kH5ELrYvXvsY15LHZit/ZCYDTaHc49MfO7I4Xb6T1qFo6d6kctvc1Xc/Phjcd3xqszuhjgJvFKWb2RgxJ/7IKjG/gZ3RDmZtQK4mL3FkgLcCtSosa8GUDScNjHdJziEENyy5McmNpd0IZ8Cih3MuXLul8zbB28Fa6gtrI7SLpWwsYYCU7hdMcGQD3NcQeWk1Yu1ep2O0ifIumbKJhBWkvYjoRTKVIF1A2TLAmJDYEcpW0Iw6SlDHJmw45eLspcV1KRevuaQ5G4k5cNLxc45PMH2SgYpGKKXhcQMVzEBaHccX7o0U72FssLEjkrbDjEkkDSRlQawDsSbCalhKw2MOGm5HkibY/Ai0buxNe265bvXtP1/W6HtgISCWUHUBbk0NVPj7Pfq+UtPYOfOBbBlNWTDl4IKJp3VcMnDWxi9btikLq40H1Aq9NS7nTVAwA7wV4OwRlzNnI6KNSRZGWwDnoJyDURaWMlHWw1kPS1lQbZaXcwjaxlMuStkwZwCi5pMcrCbRRmvIwZsgbwVorS6pjUnpY8QKILcDvD0uUwFnbUit7V/yeH9z+44HVu1+9LUPnn3zwgsbDirrDy0680HXqQ+3bD+1oLw3VjhAFjuDi/eCi/7tuT+1GKeRHZcWzlkjbwyChUoOxqoAowQyJiqVkSYtOG9VZmvXyqOnO8+ef+7c+2c//OT9C5+//+Hnbz/5/OFlW8w55cnpBbHkw4EJTiJjB1Nlf1L93vtjaLtOMEFBD1JmJGUTD7r+x9zRT1Xuf27ZbQeMO+aZ9zH6OFYfO0e9e0fx9sPm7werY5Ya9z2oj6EcNOxGglYwamFsFa8VIyUTqtmBJQPlrH8tz5K1YNHGZBsXLJQxIcFCM3Z4oplas2LpoY1d3ev3rbOcatF4zF2xs+Oxneaq9nnFvc66oU3792zZqK1um2gItIIJDvmnEPnNQcnLZu0RmhSr4zjHRxsgo5OCHRXsCGPASbWed/28A/IOyttBzgyxRpDRSUYneV1my01Ze86staXFO+2FO8rzty6at+XRhzY88MDqKeM7Jo+vzpy6YvHcDaVFO6yWPc7klRMmLJs4YenUaasenruxde7G3NSVD2edB1NFljc4zognFTipBDgLlStR2YvP2TJ93ta5E5c9kMhT8UJQdKKCg6dUoLZNe0RXeG6+7/m9nA/AfT23CtSWZVHlOk6D0g7O6T5GGyPadZIbkG2sQYeyNiBq45qUOtkIsBUiYSKSioomzuk4YxK0jfMewto+xhjNKGMEC2IMOOOFOQ2SLDRbDTImFDdg2kRTJYBWA6KHshYYLwUyXpzSScEJyS7e2E4KOiDo0MSlUU71Zw0sWahnLJjWIbockMwgrREpKxQx8YZqUi6i6SLc4JEJpU6sIpkqzFs+2QMEp4636lkLTJhQ2IRS7UHO9AvLQ9EKnqqE5PaIYKGUjQR1gDIQxkUbO8JsGUoV4LQZEQ2Yc/x8JcDaPsmGGzw846CCAWc7ErEilrZC0eI4xgsk7HFJfWzGJSQVTusoowAZA+NVJKXDKR3mVUSw0KgBcHqgwQ3SZVAwcXlZJGVjjBMU3GjGDooKFls8TjJQ2YNZ1ydU/YIXSHsEowR4E6YdJGKBKRsRDCxbRhusoGwSKRVKGgjjEJyD8g7MG35ZQdlKMOoEBNsnu3Up837arJNVSMghjx0sv3Lh9GdfXvz49Ovnh557uffpL0+/ffGttz7+/J1Nh1Z5G7R3P3tr+OKFj0+9cq73yVP7+86//Nrwx5988un7W5/Y3Lpl+tzVZFtnMN8dUruj3iBXPBRr6Ym2DoaXdAIdJ2LNXWH9WErvIwudcGs3UR5KqH2E3ou2DsDKE5HyscijB4Hy4VCxB9P7Qnp3VOkPGYOEPggVen25nkB5IKQNJLXuRK4Tbh0Ml57OLNjFHXzaG/7ixbefOvxc56EPPzy9fdAwuprK3cHSvjqvnzSOxud0Igs7oZbDqHecMLqRJX2hlv548wGsZRA3jkO53nqln7QPif3PVc+/c7xv55Yvzp778LPTO47qS7Ykyn3BlkNjS31Q4XCw5Vjsv4AjcwNIsR8p9SE1glR7EbUXKfVh2hBhHg+WBsBCv187DOuDsD4I6/3RQidc7sf1w3h5EMn1BPSjwXwPog4E1UFUHYKUQVDrx7ReQu8Jm93hSh+h9ID6UazU41/eE9q5MrSbvPXUTTefvu6GF666/sWrf/nyNdc9f/VVx27954vz7vi8fN0Hxas/Kvzso9zPPi5d/075J+eq//DZgX+qceTwE389fOKvh5/8718+8XcfP/E3F0/9z09fvvbL83d++f7Yi+frPn/P/9V7gc/fC5x/O3D4xO1ru3635cTYTU+PWXt0dHX/KHXHqEc2QSkFj5fwiCWzNiWoqZSZoNuBrA00KrBoopwB0zpEmzBnoaKNySYma4hkQoIJ8jrEaRCrIYyBs0aQM0OX84YvEeRIX46yCNYkBJ3gDYKxsJSNJF046YIxB03ZGKVj8TIUtzDKIygDpJR6UiOTXjhUro8XxqV1vFGLjNdTWTUltQVTSyBWIygHD9tgogIlzHreCnxvjjRgRg+GC+nfTZv6Izn3z1z7NSnnLtkDZxZvkSfezKeRh/jtxxcdfm7oGdA5AAAgAElEQVRmfum4B7VbKBUXO4KsjXC5Xz/qXrWjK9j7tPp4tzdt6cI51dmrDzw0+PzD67smTFZHx1vu5OwIYxI1jhTMgGjAgoEwFpKykZSJpiwoYQVoB+IclDMgQfeLWh3vwKzhY/RxnOkXbXjEt2QjvF5X26jMWz7BqpcdQHARygBrBQjBQkQLutQIBkQLkitByoBSFkx5wYQXSXoRyg6xNt7oxdIOHtd9hFof0+plc5xg+4MGSLkjTS3WRuIVJFpBKQcVLDTkQRG3jvbGirYvo6NpLUqrkZgeFiyUztelbYzvIENGgDIg2UE4s54r47KCTlCQaTnsoSXEjEXE9FZ0WhFhVbCYizwWvPOx+29SR/+yYzoxd1Fw6iLSYe9cCt2y+s5frLnjeg+5rWXi2CktsGgRtB0SjVBGDUt6iLZDCZdMuTjtoJQVpCyCsrBLHAkKZkAwfaIT4B2QdQDagWgHYW2UNzDBwMQaCJpwLQl/ZLTAgnh9ZHkj5eApF6VcRLAg2QhQOkDpwEiciwVzNjLyXmRiSQ1IqAHOQQUPTyqBtEPM39r02ldDb3x1uPuZ9k37tLNvvXLug7cGntr6+scD54efe2v48K5TbS2byZYdaP4gsWiPv/nAvzn357uu17RHcjoq2bWCIiJZGF2EhFKwcRZrrMjv6dr6wSfnP7zw3mdfXvzgk/OvvvXi4VPd6/YuXVSZ3dCaoppRTsUEB08Z/m9dsV0r+307Z+gBwUIEFxMMRCwDkxXgUQtX2mMVl2zWoClFn1j2M+V6qThmmlq30AEWtEdmV0ITbIzXoaQGxHWgduP4vnxT06WrHBVNXDLItBZascnacND1trbML01e1PbIhpVrD63fvq3a8eiiB+bkGx5eNnnx2lmz7ElNrYykBIUO9FvA8d+l7+p3MCpOl3GqhNFlktOisp1qrAgTOuTpaybPWPvArPUz5myYO2/jww9vWvzI5pZHNrfN35Br3W0rnUtzeyqzHmtrtGaLygOSOjXVmpa0ibLe1ORNeGDFlJnrpj+8Ze5Djz+YqdINHTRnB5MGkrTglItG9ADbTlJWkNIJ3gqzCp51o4KJSxWCtgDKBhkb5GxI9FCpgrEeknLAmOVP2hBTwXgPoY0Apfs5B+VdnLZxquTPuCHRxCklwBmA5CCMBiSLAcEM8QZBGzhV23PjYYwHsg6Qsv2MHeBcUHAhwUU4F6ZsOGVB2UpMrkQpAxE8ImVBocIoxg5wjp9xYakdZy2Y00BWCfAGwFVBqgOMLwVCdl3CCghubacCJJsErxC8GhXMkOTggouxNspYGGujvItzVTip1vMmIpi46IYpA0mpAGdAlAayNkI7CGMhgknKRjithfgSIptYbbCGtUDa9TPVAFOFeA+RbYy14LgJxEwwYcO1lbUpB2ZUlNUhwQQlC5XskOCEWBulnEDtfVTwcN7FGAuhTZixMM4hag21WneDMSHOgHkD4w1MMvCMSzZUgrJL1B6cjA0KFZA1EcoAWQfiqwTr4XEdiGl+yglwKinqWMaEMw7M2UDK8FOmj3MDgu2XLJRTMc4i5fYg5QQSyti0RwgWJGhoWglltUjajHAWTtkI7aC8HZS9eKIMcQ5GuRDfgSe1AG9g4/VQUzmcf3z2vlPrX/7kxFtfnX71wpNvfvbMkde2mTsXZcsJLh+dv+6hrU+tPX3+2FsXn3/9q1dPXzzZ906XeaDcoLFcDhcVKOsi3LKxE9aA83dG52wJtnRySzpTbX3J8uFkqStU6AqXB5OlwfiSQ2i5j3AORwoH/IXOccYQYhwLKUfC5aFYvpssdEJ6H2j1kMZgaPFBKNdPlg7HWrsJZSBeGozn+snWvvCC/XjrvtTqY7P3nlbPftn58qfd+15utnqERbuhfDes9yNaD6b1hNX+RKkLL3WjxS641A0Ve+FSH1buI8p9QWsooXQFiweQwn60elga+MB5Zbjz9PudG860VYceLO+nSocIZQArDiFtfVhbTyjfjxX7sGIffmkLNqn0kEoPWeqJlHoiV0SI16zWZNsAme8LFXsjSndU7Y6q3VGl9sm+cKE/mB8g2gaxtkGsrb+WQ47VXDXflNJPfrsGQWUQGtEAogwgygCmDGD6AK4PkCNBP4OkPhA0+oNmX9A8BFWPk21dY5S+wPJdeG8lvu6PP3r6puveuubGc7+87dSPf3X66lufvu66Z+6/6sN5v3nPvOGifs1F89qPtGs/0q49V/6nc9V/+OLgvwwfv2b4xD9+dux/fPrU33xx6q8vnPhv5w7/t/ee+scvX/v9V+/c/eW50Z+/Ne7zd+q/ugh+8in50ttEzylwzVGw2utv2zV25tr7m9rvl80xklqXVgJf54j9SeDaD6ZaLebKvpNo4uK3/Gz/zgdEowHLmn/aSolTZv46Oe0XkdLvsiuvTuZvCNLoxFRxebrnyPT9fRNa2hExdz+ljqNNmLOhjAc12HVZ9e4p2l25NejqQ/KuEzMOnJ6z9akH1J2xye5YtjSaUnHWpn7wA/hfdZpGFHGgRpuc24wUMvetQW/fh9+7Tqpvfcj/8PzAvLk+vXFMK/yrAnLz4xOg1dOxtfzYnbf9ct+t1+++4Wfrf/OzpdjvSjMD08sYpQOX57U4G6EdpDbyyNrIpdmA/6i+MwfmOyTZcKaCSxWMd2puabCpEp6/Ifv28LPvDb/4xfC7z59+4r1zZy9++NbZN05e+PK1d4af3PaEkd+Rbd5NN++NNu8NLtmLP7I90LaLbNuF53YTuT1Ybg+a2wvn9oL5fVB+H5DbG2jbA7TuBlt3wd/JkbyJpEoAb2CSgwsWwqogp6APrUrvHNrw9GtDHw2f/3T4w/c/OvfhxXfOnnvpk+EPPx1+/50vX3nuwvH1R6tNJpXMA1KFYGzw+3Ikb4KCi0kVQrQxUQUbS4HpCvCwhszT4KnlQIMKSrUpPQOQDd8EB5xoIQ0mIlvoSCiDjQoOLn///PMrLy/hEkdKemiOMnFh+wOzrHTjImpu6/THVi/fu3njlpWVeYXGhsVRLodn9eR4hc0UEqyCxq1xfxGIFL6bI2sbFzkdZTWM03HeCEp2RLZjjBJm1QinxgWdFnVO1CVRk0VNZouZrDV52op5s9ctmrehef7GJY9uaV20vW3+pgULti2au3HezHXTH3xs8uTljZOWNWQcXjDC8TxIaWhKhVI6yFeJpA3QVUSshGr3R0aBMi4pmki2GuRsSKqSgotxBsTqIKuDjAVzFVxYGmRcjKuFjxoQb8KCg9MmGi35s9WQaBGsVvtdEMb0sxaYaQ8nFZi1SMELUhYW04G46aecAOMFKBeiHYh2v17dTjsI7SC8gVEaTOsI5xCcgwkeLlaxpDqO95BoqS6lAo3VaJMTFsogpfiTui+i1aUckLLBqFoXLY+mVR+vw6JOZNyUaIVZDaF1iDVr/xvB2ijrQIKLCBbKaghrErX9n2mHaKhG5fYQ7SC0CfMGJpnBjBuSHJxSAryJpD1SrBCUByQcf9KGGAuRbVzySKE9yFUI1kZZE2FtlPVw3g6mPTJbJdIOzuk4Y+CCF8wsC16eg+FtTHBIzsJpHUmpI1WKS/MAqGChvIHxBsGpGK+jgoGINibZpOwSUgWT22HRDXIWypgQZ6EjxkAHl6s4o6K8DotGgDfqORvgPYRxYcr08YY/6wVFI0SV0aQGpJeSsovT5QBnQw2V0AQ3mdHDnIoxFsJ6CN+B0wae7UiwJsG4WMzy01WEsmHJCwk6FF8ylm9DphjcvI6J872J01V5lpmZ5DJ0CQsX4YiGJY2opDNTjMYF7TMXLps3SWvIqJxQTkpaXNLDVMkv2nDSHsU6o1jj3kjr71jj3kx17KTV/slrxs1YAyzeE39kd3TRwYT5RIN2hC90hfX+uN4fLg+QzZ3IggPQkk6ytStU7Akag8HWfXW5LqClFy4dCxWHgrlurNwXzh0iS4Nh5WiiOBjPHQrrnZy6k1vZN2N1/5yOwYbigXiuK2QeSzhHY1ovofaGlYG4OhAu9wWLPUShGy314qX+YHkgVO6PtHXBhW5U6yeVXrzURbpDwrKBKc6uifkDQmEvU9wXKx0KFnvRtl4k10uU+2OXOBK7xJH4JWP11+x4hfBcf+hKjlS6o0p39BJHhvMDwbYBvG0Ab+vDCr1YsQcr9SHfqhodfou+QZCXODKoDwTVS9L7w0Z/2OgPm12IewTP99Tr3eD6HZGBPLnjtz95/rpfvPDT6175+a3P/PSm09fc8vQvr33Bd/XnC265aFx3vnz1+9o1H+jXXjSue8/46Qcr//mr7qu/PP7Pnxz+qwtDf/XZ8b8ZPvm3w0//3cfH//7CU9d+/vwdX5z3ffEe9um7sQ/fjZ87Hzv1amTXUcjbNXZG9bYp3m0N9h9E405Gu4/Vxgk6IJnQn3DkD00nwr/Ckd/y4X/PM4IvgEJhbHFP07onrbmVxdiEyeikmZFZjz68fMKqnll7n5iybDM0v/T7Cfl7MhbIelh6Kcl7CG/5RLM+rY7KFO+eWLpnmj5qhn3PDPfeqfYdDeptknqnYAZ4J0JZyR/8AP5XnaYRMQb8YAFtnjZORW5Z/Zuf7b7p51v/eGP72F8p2VHeDHj7ZHwF+vsV9bfsTo1bmbxXG/WLjTf9y7Zbr9t+x42Pjfu1xdzVPB+YqmCiiVAucil7/Ou9xIL1g3GkYMCSg/EOLLiI4GK0CjAlMGuSre0Pbete8eLZ4x988NrwVx8PD1985/0Xh07sddYvnlaiqYWj0sa4GY+hsx/H5m/GluyJtOwMt+wKtuwiWnZhLbuRlt1w6x6odQ+0ZJdvyc7Akp3gkp3Qkh3Id3KkaGO0CvAGJlgorQaoku+htfKWs8te/+L0u8OvvvfV63v7tj/9/NF3LrzWc2T/lv3rX7/w/Bufv/Du8Kv7XtkwwaaSBX92afjfU4+0QN5BeRfnHIzXYbkENBb8k/I+uRiQigFRBdMWLrsEayNJG6JcZKSoayGchQq1pZkOXmtP/0ckmrhokJJBykvCDeWIXMT5ZnKmOrl9vbVxW8fqNep0m2dzcLB1dFIBZT2WNeKijaXc+v9sjkxXILnm+TBBzgA4A6qBGm8EeSMoGGHBCPN6hNdjnBpnlRivMpzCcgoraLxsSmlLlC1O0Om0zTVWpLTNSFaS1yN0maRKRLKAyXqMV8hJHaygklQJECxUqhC8h0gOJliI5CC8CYo2nCiMYVUg1jaGvUS3GZdMe6Tg4JyDsR6e0mHGGhk5lSxMdoK8TaR0mLeJmmGttq2H0uspM5DUArxLMg6RtOCYDqQ8hF9GMFUoaoyhPCzlISkHTFkAbfkZG2QdiHNQycGTxYDgkKIbpHUkpQJJ1Z9dGqZNKKEGJC8kWxGpRMp5XCpgTBvEl6C0Q3AOGrP8TDsqLwtLDs6qMK+HBJMcSZIzcc4iBSckukHKDHAunNICkhfKVJOyHWPKGKugTBlJKmC0VJc0Ic4hWBNjbTSu+7gKzlhISoeTJkS5CFVBaRunDZwxYMpAKAPhdFQwMFHHWA1LqQitI7QOXYqXxxgDp3UkpQOMAdM6RGlgSoUoDWZNTHBCkhe5fOP7egzfxAUTl52wYOKsDjEayBuYaBGSg4kOyJkh3sB4HZYMNG2RaSskmjhnwJyFpz0i40GC6aMNH+1AlA0mtPq0gzd6MUkJs0UyUQA4HWUVVCjh0fLYWgaWZAZFl2BcOGbWhbUx0ZKft4MJFYybQMgcl6yCTAXjXZx1fawDZKuhBi+W1sJcAeNyaFYPxxU/5aDsinBiGZnoCNJOJJUnxLYo3RxiiyHeCqd0WHDIhmqUMVDWRhkvIFVBwfZJJiDoAKf6OW0crd4vmdCEZWHeCvBuYPLa0MRV8NS1SNsBduHeaGs3letPtQ6kWvqp1u5kW3dcGUiog3huAFncDy7qhxd3gvkuwhpIWb1MqSuU7wwWeoL5LsIaSJYPhnK7iZYdeH4/0bIfb+sOlwbjhZ5g2yEk34MXB8liH1noCea7yWJvqDgQKfSH23rw5k6kdDRaOhxTDsdLg+G2XjTXjSldYe1gtPUQqfTF7UHKGkiW+4LFPrzUHyz3hfP92DdKkt+tPuxrjuwZUelP6pHBXD+e68dzlzhS6QO+VdoA9B2qxfpgV4T7EFo/cQVHhtWBsN4frqGk3YOZg5gyCJkHkR3bUwdn+vb85qrnrrn26at+fua6W07+/Janf3HTiV9fdTZ0zVdtv/7I+Mm7pZ98pF5zQbv2I/VfPjB/9OnjPx4e/NFnT/z98LP//fMTf/fp0b/97MjffvHE33168h8+efG6T9647cJ71Btv0k8+G9vZCy3bOS6/5t6HnLvThT9K5VGCOpY36lkrwLkw72Kih6c94psT5z+wTPzb9e2f/97PiKaKwLaOm+GOXd3J7H9y8sETD3U988ihZxduP5Fd2xcprbvrwdKNTbk/jLdgwcNJfRzvASmjPqn7BAvJuETWQjKqXy6NbTDuzGh/lJTfCdofZWdMuh3jvGit//t/gi7fTgUDmdmGlqbUeehv19923aEbr+u98fr9N/9i012/2nD/rwfG3Xnsj787fNON3b+7afkd11l3Xevgv60m73QzowszfLMWA1kVTlbQ4DI05SGsjVwZilz7ww/IkUItR8nF5CrJ6lCirT6V98tzgtrKBfv6Nrx9/qVPPjn/4YW3Lnzx9qvvPLP32IaVXcbs5TJf9EtqnaiO5kr3ZO0x01YFpj8GzlwHzdkIPbwVWbADXbwHa96HLdwFLd6DNe8NtuyLtOyLfSdH1owFshMULDRZqk8W6h7dMfHo8L43h0+/+MmJXUc35LxHn3r18AfDbw48c3Bu7sHHD604+PTWw28eWHnEzBrReN4nteO0C3xfjqSNAG1Ctd5Z7TTLKpRVILkEyyVQUiBZh0fCohyUcQjKRigL4yxctAjBxHkT4QyY1b/TT/Nv1aX3SMkgZZcQbVTQgw9Y8pLls4sr57dVHsyaJG0EEraPq+AZL5o2I5KD8+3/IXa8Ut/p4xvx1/uuCKEEBBuQHExy8BHZZO1oCCbJaUG6TCYLWKqIMwrBqiSrEbSCMGptTJMULUKySU5HBZ3IulFmITlR5aa72fFleorFcq1wRiNTrfWMBjIaILgI6wCsBcZKdROWJiYv51gbZwyU01HRxHkDo3WENlHWJSkDok2YM2BaBWrBv5yFCh4hOCHGwDmLZAxYqmAjJTELTlmw2BGSlkUYD0/aEO3BXAfCVIGEhyc8POnCSRtIWUDNYsLZCKMAnIaIBkkuHieY5INrJVqBGA1kTEishHgrTC7wZ0up+UsnLlg66YESJSyCpQImODi3lExU0bgFsSaSdUjRIkQTHdmNpkG1JemCibMWzDpQTBkneaFkAeNKUTpPZqwYlYc5Had1iHMwyoBiZR/lQmwHkvKAuAlEFF9U9SdMiHJQ1sYZnWQsjLEwzkIlC8uaZIMVzDgRuRKlHZR2EMaFWQ/hKnitkc05aKzso01YqgalapB3cdpEKQNhrJH9aZyF1gJHa6MzrInEVJA2YcHD0x3hTHtUdAnaCKSUsZSK8wYm1ZbL66hsEpKFiSYaLdWzekCyQcEMULqfMsCaVSjrRJhWnGkJT/EyM1Y0Nbm0VI42qYzUjvM2xqowqyG8hzAeyFXB7KqQ6BKiS6RUgPUQfjnCLIO5doyxkKQ7lvL8jAvTJpxUQKoMshoiOThrI0kzELZ8uDomrPtiRT/VCs5oF5u8lGDijA1G1DFJ3Se6BK0jjIEmdR9jApTib/RiTCvM5wm6DWbLiKDFkgUi3AZQOkEZUFytow1fonR/onQf64zKrqqbtME/dQs0cys+b0dowe5YrjecG4i2HI0uGYqWhii1my3uoow9ot2Vzu9NlLqp3KFg4RCu9YXKfcFcN1bsIYq9oUJfrNCXKPTFigOR8uGQcoQsDpL5fjzXG8z3RUqD0fJQpDBItvWji/tDC7vJxZ2R1t5YfjDW1oe1dkJtB4DWXl+5H1V7g6UustCNlwfIch9R6ITz/XhNNY6sTTfWVPo2XZ6nvLJOWewjCwNEYYAoDOC5ASzfjxV60WIvWuxFvzdHXsGOWj+h9ZM16QNkDSX/TJXeoNaHmkOkux/fu5HeLN2x5zdXP3PNz89edcPr19589uc3n/n5NWdu/fGH7PXD+Zsuqv/wuXLVF+rVn5Sv+iD/T+8Z//D5lh8PH//pJyf//qOT//eFk//rwlNXf3ji2nefuv6VkzceP/HrQ8dvWbN3bGXbuCWrRk217koX/8Dn72KKY+gyKOiEYJK8TXAOwThEbeSDNsD/f0Hkf76S5ZhQRpvyd8wsXZ9feoO3+XfW5tvya29ZsPLOiepNYtvN6fLojEFQGhrT6lOVOtb1sY6fcVHWDfFOhLPDohvOViKS4097/rRXL3l1nONjbDBp4XHze/ti/zfVZY5MWXCTis57BGjN3msSv1tVd8uae25ceccvVt5+3apbf9Z5641PX3/jcz/75fFf37zN9/sNsi8/0986H1zYjM5UiEYLZ1w0XkGi7SOumrSBZHQkbXyNkj8UR8o2Ljk4b8K8g2YqpGChrArLJrHl6LKnzvV+NPzmm++9+MGFtz789J2TLx9/5b0zrw+/8PrwmfUn3UY7xJcDTTaWscAGBxTM0ZI9OlsZO35Z/eRV9dPW+WdsAGZuAuZsx+bvIh/dE1m4L7Fgb/K7+9o6xGig7ARllxAsJFmqb6yGnaPNW08uX9GjTytl5tvTznz0xMufPXvq/eMP69OkeYnpSsMMtymrJag8nCj7KTPAeN+7r81YMG1CSRNMWTDtoLyNyTaetvCsimV0VDBgxgQoG2RthLcx0SKEERTARR0TNJjTIFaH6O/Pkd81UsnZEFeF+XaEtVFRCzUpqUkKNb4YS5V9KaOe8gDWQ3gDY0sYo/yH4fXK4/8dHMkadZxZz1s+wQZEBxQdUHIhyYUYzc9oflYP/JkkB5ddQnaCokXUIJs3YdGGOQ3kTfhyPzpZqE8W/A1ueNuxdS98+vRrw2fOfHL00Etbx+dSretnrhpU03aUNzDahOKmn3aQ8SuZVc/anR/u5BysNhWeqQTTHsmaCGVAlI1IVVL08Mtoy9kIbUKUAfJakFfDghGO5wOChSaKdawOyU6QMhDWxhkLS+kwZUCsjdIOkjD8CYtM2HjKHhk3YU2E01Few9NWyOhflD8wN7YEbN79UM/HW3MHZiYL/pQWoDQ4XsRmrJrU+frOZy70v/DJkecuDlX2tkwyU9HWcQkTojyCckjJDkkGLtuYaAGiEchaSJMTbPRiWScimjijgbyHUDYousFUG1na01wZUFY9ZT3+nKsPLJq0ghIcUnaCgkNyFTyojk46ft7F0tWQXAmzNkoZEKXBvEbSJjoSuqtBTN5HtdVRJYDSUMqGaQ9lKljM8pPKKKJ0X1StYyy4RpOsjdImnNLBpAYkNSClg6yNMhZCGVBKB1M6SBkQYyGsjcR0KGnBtINQNpzSYUoDeQfNdOCiE5Ur4UwFl2yQUX2MEhBNJO0RkheSLFS24LSLSg5e8xKKHs60opMtafMza098euTM8Ined/euOd4xvijHivWSHZLMIFUGE4ovqftoC5CrZGM1LFkYXQ6IHspWgGDp3qTuo1WA8QKUE4hp/rgC0DommCSn41QJyLSHOQfl2gl5RSSzIsZq2PQV4v7XV2942W1aGiHa7qTtukwVlSyMKkKcSkgOLnkhRkWzVnKCzq0+6q09UV3xlNdx3NX7ipOXNzJalHei6fZktiOWVEC5EmYtMKHfmzTv4tzRmXZ/UwfQVPFnvDET10JTtqFTtiCL9jH5XWlj5+SeV5b2v7F890tG53ln5xutpUPUkj1ksSee64uqR2KlvmjLgeDivWTzoUiuJ9LShS466C/144VeLNeN5bqIXG+wOBAqDZGlITx3LNQ2FGnrjbT2hNsGQoVBUhkk9YFgc8+YYl9A6UYLnXC+Gy4NoOV+tNgF5y8tQryCJrEr9WcceZk1L/0LUuxHiv1IYQCtKV/7ax9c7AWLvaB6yVjzZ7qi6PhnIr4VJfUB/Fs0iNqDpNqHOkPhlTvDPe2pbegt/Tf87IWrfvH21Te8dfUvX7v2+meu+dGpO390cdItw9qv3zX+6dP8jz4u/Pgj5afvlH/0TvXqT/b/6otnbn7/zL+8/fz1Z0/9+uSRPxza//v1m28zVt8+t3rHeP1OsfU3fP52Vh3FmX7Wghmjtk8vWBtioXWIMWDG+DpC5f8cgqwpoREZJzLBxB9Q6x9U751QvE3O3dag35cq/JbW7uYdmHWiCT0RLeMpwy9UxjJWHe9BXIVIWcGYhsc0MmWFGDcSKgYSKkibMG0BCa0+qvqSJsRW/p3zYP/b6TJHJh2ErRAZl5xWxhcuwYqPYtocRJ8Jtc4KVCYHNiVGbbn1up3XXb333ltXhO5oa7hvVjM0tTnQ2OaXiwFJgwQDFk1EsBDRHIHIjF7LRf6h+9oWKrtEzcotuzhnwKKJTliaOPLugbPDz5wbfmnZZu/A4d1vXnx1Y+c6a7068OaBk1/0P/aM0ehFOBVosFFe87HqWNEJiI5f8nySVye6Y0RvlFQZJVXua1pRN3E18MA6dOo6Yuo64rvrkTZGqwCjwpyFptuDgoXEC3VZLzzZZsfrNDpt9EPe+Gc+HXp1+NmXhp+erjc1tlETVU5oCyXboGwlkl0aZmyQc7//fKSLcQ5a81JQNsLaKO+ggovxOsQ7KNOOJqpwogqn2hHaQWgDlIwRguRViNMgzoAFC63FxH+/C8tGvvmjchaa0MZRToCpILSDshomlklZIdNqkDEBxgaTZoAyQF5HuTLOFzFJ/Yu9HH8XR/7pJfW1MbyWm/9ncCl7MKXUcwYg2qhgIawOMhpQc7dIFirasGjDgoukPUIwENkk5q7Pnvvy7MGndllbijtOrn95+KS+rXX308FmoecAACAASURBVOuefrc3qyU4laRNmHIR2sVkL24PlDc/u0ZwSKoMJvI+pgRyCkyXQaoMsiYmugStQPFcPVUI8CoiGAirQ5QGCsWoemiJO1DM6LG0GZHNYMaK0nmcNwhOJVgF5zVSNEKSGawVOBMGkTJxysJYG+UsXNAJQQ2K5VBaifR8sH3/W5salOT8dZM3Pd++eNvU8W5EqhBJBU7liWVHnJeGTy4/aC/fb3S+sP3EhZ7mjdPjrXWJMkAbpGjG0kacboM41S9bYJODZFWYawWYZlAo4FkjwpRA3oFpF+AsfGpHwzNfHNv38havp2j0LG7e/VDaDqcKIFNEeYVIu6FYsT6h+JIFP90GsXmEVzHRxGUzmNZCshVlVDxRAOgymDGIRjsk6kSqBFEanNSguAYlHIiuQlwHwrkwayKCQzIGSmkwY6CiG8y0R9PViOSFGBXmDUKyQxkvKleigkOyJkZpMOeF+UpIqoY5h6A0lFFRwcQzFZIqo7QCMaafdwOcDVC6n9EA0URELcQWIKbNzxVBXsNZk2AMlNXBbDmW2/LIy8OnNz2xztiR33Bi1YvDp5asXEAVkUY3mTajqQIsmHhDe1gwsFQe4EuIVCZkBc86oYxLiCbSuntq+5E2WocEhxSckOxERSPMl0OSEhaLQUrHWDdEWQTeVhcrwaki2uhQK5/SVzxZaqqEKaVechC2DLAFSCqRE1w6VQwITojWCKYQnGzIz3315N5XtpT3t65+cumTw0PukEYXw3Q5lCjhsQIq2wmqRLAalvaITBUVTJBVAnzRz+fqZQ2RXZRvhyLq/YIZaFLR5pUT3hw+tnHQqexdsuW088zwrsefbcnvkYuHMi0HhFx3qtzDqp2M3iu4xxrsY+lyH1U4GG7ejeT2E8XuiNqfUPsTpZ5IvotoO4S19CPFQVI/nFAHwrlupNiDGQMRqz/WcjBQ6kb1PlLrxYu9YH4AKg9iymAw3xe6pK9p8oqhyUsoeam1/XXNsh+5Upc5cuRLvXC5By73gsoV8eNX6nKh8Rv6drLUB9ErBOuDsDoEq0NwaQgvDeFOX2Tz5thQS2j/3defuva6N390/bmfXvfqj656+Wc/O37NP54cc81Hs+59X7/9rPXzt61fvWbf8Er1N6eqvz6+7DdPbrtj6ODvDxz41aqN17rrbsgt/dUs61fjyzeLxTvoIhArhPkiRitYyiTZSpirRigLixtg3AR4B+QdcOTm5iCyi8tVMl0N/eBE8m/WX6ZVJbdHBCeUKsBUHs46kYZKRHBIaWlYWB5gOoC4C8edIOMlpEpctFFWHUNrY2kjQJtw0sBSVpD2IpQbTtpB2omlrFDKrG2XQWkTYh1IqPzgR+m/SJc5knbQmIeEHCiuA2wZkEvg+Bw4dQmweAlmTqhbGr1z5X03rr33V6vh39vE71q5O2bmkMl5SCoGKMWf0oGR5pgJSSaSNpCvEwbtkXHJ/3yOhL5VjAaKNiq7eNrDZBdlNIBVgawXfPyZ6t6XHze2t83Wpu1+YuvZL14YeKVzaqHpQSczb+2kKStY3oRlB2moYtkKPGEFKbiI4EKCCwkewLt+zqnj3LG8N45zRwuVsVK7T24H5Pbv9ms3VIKsDrEaQutIbRKFUvycjvIKIWohrhScXJG2vLD62eEjnee2N5WZdDnRaFIZKyaYJG9jjA3Slp/3oO/LkZyDcg7K2ghlwzUxFszaSMLwUy5CV7GEh6ZclK3inIPSRkAwMMEYKbPxJixYqGgRsv399z5f5shLIFi7RCjdzzoQ62GcQwgmmbZCGTss2yTvwKKH1nJhZJtMW6G0Fsoakb9Un+W7OPLyTthLn4H/7Hqq0aFow5KDSA7CGr7aRKNoo5e+ERFtVDAQVgc5A2IMWLQxVoUlg3x006T3ht941J4TfRDJFmjzYNtkTdp0eNmZD45MUBixGOR0VKqSrI0GF9WN17imNqHRTQglnGmDMmVyvBFtMCIZPZy1Y0IJF8tEVotMtBLjjZhYwjkFFQ0yNh/ecuaxznM7m1SGayG5FrxBSUrFJN2GUs0w14KmixEpT7LNCJdDs1qE0UnGwBkDZQyU10hBCculeKaYknKx3nd27XxhLbuQpBZgk02GaQZkBY2X6+P5QKoN33hq5ZMf9Avz4vz8xCMr5uR2LJ5gM1wRFBWEL5JSMZFRKD4fTOtoRkcadaxRJZvK0cZiqrFMNShJWSM4A4jp4+KlwOzlk14efja/fkF0FgTPvFdQg7IRzuphKU+KbfhEKyGUcLYNkQvB8eXURC3VpMWzejijhhu1iNQak/IRqRxNa+GsHk6rQbFIsHk0rUVFNcboYdogWRvhXFiwUNEIJZsBNo+KZUIsE2weoVpBJgfzRYzN42weZ9oIuhWnW3Eqh9EFlC6giTwaz0HxNjCZQ+k8SedJqhVKtvjGWym6CEUKoxnbJy7FRA8XTTRr4nwuPFGnJltJuYhTeYTTSckmBQsR2vDS9kffHH5hljGZnOyf4045O3y6tKZFKIaFfIRagjM5TDYiXJngcvhEk20oJSaqdEMhTi8CqWZwghnf9Ezl+Pv7BZ1gFTzWCjCFoFSOi4VoOh8XloQELSJb0VQRxReMlc142ogH59Vl1Phkm6ZaAF7FBJ3gCmhaiaSLET5PCDohV6LZ9hRfjkwosC98cay0bTE8Yxz1MNH/7p5tz69usniuFKXzIaoQytq8rDGCEpf0cFoLi8VgphQdryabytEGJU4XUN7FUxYg25jYCs+zsm9/9XR++XxxbnS6lT52ce/WM+4DdnSiSU5blpy1PrZoM5XbxhR20G17mCW7qLY9jNGZLe/j1AOCepArHaBye+K5PfHi/pRyiFmyJ5TfHzN7aLM3UdiHF/YGlX3Jwpa41sOrB+nS/nCpE8l3B9r6gFw/XhqM5vsil/RnKPl1s/vSdmyy1EvWTNzFPrJGk7Xxynw/VhjACwO13B+y1EsWe7ByD1buQb83Rw4g36paAdIYQGvSB1F1EFWG4JYjcOGJoN4T3LYl1Tkb2H37z5/85S9euPb6l6++9vSPrzr982v6f/GTJ6Fbzj0KPJe/5yntN4PLR+1rv3PH8ntWV++2rLtU597F5p2ztN+mm28Sc7cK+h2Ce5/g3s8b9UKJEIvMZHuCpHGpciSlEYxJ0CZMeQDTAXJujSMDtTEe1gJrxsofnEi++Wj7s6fb5aSbvwhKxks+wcOFdjxlQUkLpmwkZddT1ijW9aXsOtr18+0I7yGsDgka3OQEBQMWbZR3UMaCGRfj24NshUhaKF8JURaWNBDeJUWX4GyEM2pPkB/+GP4X6MpVOgkbjhsgbcI1b+hknVjQRjzeBK6tv/Wx+2/aht+9VfIvTd7jjr5hOfhbZcKYwjxoXgFv1BBeh0QblSyU08DLDpvLZu1am/uH4shL3wLJDpKp4LwJ0mpAtFFBw6e0s/RC9CG78dBLW88OP3P0vYOTNF4uhHmFECxEcCHRAXnLJ9h+zvGxFszZEO/AgguJHixVoXQHklmKCJ5P8HyCFxA8QHC/myMFA2Z1KOOFeZuoRRPRakBycNEiEgVgwjImsgSQ9UTrznlTqjLXFhHVCFvCJTskV4K0CXEuLHdgjB34vhxJaSBtQjWcZ2yQtgDGBhkbrLVTWROhFYhVYdnGZRevXfe8jdXok6vFQxqYoH3/C+vbOJK1EdFGBQdnbZzWMV7DZTMoGBhVBuPlcawF1t5FRBsTTVzQ8IwR/EvNfX/nfKSJCybOG9hlv4VoozUTTE2Xr7wRC44V4AyA1cGaG0Z2goKJcwaccUOiRYg2xlm4ZJOsgspqcPGWqe98+cps/YGmMpdoQSUtHp0HbjzScW74tL7l0RkVgckHkmq9YCEZPaxse9Ta0sbniSkOo+6dv/OFZQdfX7v8cHHOygYpT0p5ctH6qRtPegdeW7fmuPHImglZJcTnselOY/87+5/+bGjJutnTvQY5F1u0bta2M+t2vbI6v232NFvMbZ697fTy/a+uXzpQXPz4tFoeEKthjIpyZUIsRdJlqqHEl3cuPjP8xPbT6xrbmPkrplS6W+euTMslmLVg2Qlz+eD6E8ufeG9AXsDKzZzQxrNFNtGCplWideuUTaeqnW/uWPtE+8L1M7JmiC/A4/WQsmvu/pfWd53d4R4sP2Bl0irBGQDt+nkDe3jVgy99cWrxsjmTy4KsxEQtlGwGZq2Q1xw39r20ZvlgqaEcWbR22qoBo+ulzTueWZnbPDtbjnAtaLYY1TctWX+0Y8+rG1Y+Yc1d1Si24Q1KfPaKxq1nVu58ad3a08tb9s+XnXCyUD+xI7Vk+4z9r63b8cKKpQPF+asmyLlQk5Io7pi7+dn2g29sXn3MXrTuoQkqN17jFq6fseq4eeDNxx8/s7x8YNEkT+Rz0UmOXNq1cOOzHZ1vb1h9zHx040TOgBJmPeshrInwKtKoEx19+t6X1+97abWyZ16jleS1oGDijBIQ25CW9dNf/PL4lJzYsDj5aPvU14ZPGRtyQmtkosGXdi3Y+uKqx04605amJ5mCd6jUdXbb/hc3tx9QphlSJhefWW3sfHHTM+/3L9w+bWI7w5dDj2yesfHMin2vbVp73Ms9Pi9bjAotxAMO43Yv6Tu/+bFj+kOuWN42b8mGGXI5mjajbXvnbn155f43Nni9+Ucef0Ay8HgJ5K0wX45MKNKvDZ/Udyzh2qLsfKLz7ObN/x977/3WRr7n+f4p9+48Ozuzs3t3ZvfO7rM74czpYAOSSqVSApRKFSWRg8GYYEzOyqpcEtEJHMABsA3GBmywjXPAxjaY6Oxud3I7UPeHL8h08Nzps6dPn3O2n+f99KMul6rq+60vVS994nSn22/Fms3Ng5WH5nsGHx4+eLe77tAOym8hvCmVu7fumYqNPOgbmTvQ3Ffujlhw0YhLcFrU6PbpquTMz5UZuS+Elya76+w3X505fn833YDkMFZ5vKF/MXb4bqR9rKh6b3KuuKmgHWJP551akS5/vWf8qdx3u7Z1Ioc/5emY2jq44Dv/VduFb3b132/ZeS6fHyKYIef+G6UXnrZefdEz8kjYf3OHdIaMjJtC53X+C7rmSX3TmRTf2RTf2ThNmryTBu+kwfueIzcWlTQFz5qCZyzBMymBs8mBs6b3PvEJg3/S6J80ByfMIO0mNG4OjRtD4/r/bY5ci5tkzxnYcwZu0sCdQ7hzCHsOiZyHwxfgugtq/w1zaFx/qN95uOjjff/470b+23+Y+K9/feq//fvj/8//NfQ//2rvP/zFUewfJkOGQ5F/3i/9j4D//61q/Jsdgf+6NfA/sr2/zQ5BaSEkPWJIl1MwwZAsas0y5JDgNMGxPbrN2+Hf0V6RL2TREQfNJ7skIy5qbcImi/Sxg09CBRUmJFGSmhIhXNQ6Ba1dgH5xIvnhq+1f5cjvouRPf0dQIoSKm2zyR/ZYgk3S2iJanFGnS2o6ArsEmBYSceYjnPnILWrcgoGMGClW65ENLhl2sIk2dhMqafAY7JRhh5Rk45OcopqK6SlZj7EaZziJ4v7o5vNnUpwjrSJk5dRERONmYUJGcAEuaFD5ixL3Qf/9wN/+Ref/+ssuyz/uLEFacxJ3/dNf9/2Xv+A++kse/8eWaigvAOGMes1ZykMAH+1RrTWqtUa1qKSleW0G84txZFqrkRIhZySB5JMy2pC0Vj0lQsAwiTPagnYMb9AF+yuufTsinK51Bw2uSDIWhqkoTLVqnMJmKqb2dMAO4VNC1hGyjohq16UBoluTqJiKkJMISU1IH6778/97A9b7mhhwwUDyhu+Vpwb6V/rHfFjfSZ4Htfri2lC/+veQE/1vFMUjbtbgYUxuxkRzBlKAMVEbb/wDWoVSPOJmTB7m5/ezfCgf8ENa6+X9vS47GjuTBIbmkvUgDgkLw40DRY/f3K5p30KHjQ5OQ0b15trEI9f3PlEeTH978ebbycM39pZ15Dg4DR6Grz45NXG3P9fr8B8sf6jcuPF8bGrhxK1nZ268OF3EkA07CxdWr93/5tLI7b6bn088UK7W79tKNOv54dCVz8aeKrOHL/VsP7C1eu/Wh6t3Hry70b+wu3h3WmB/5YoyfebZ4ZOL+xfeXr/++WheJ5XqTcQEiBRgtAXevnPLkdv7Jp6O9F3Zdf2rieHZPqIytXHnjntvLwf6S0lfglOGcAm2tCQOzu8+93zY48VTak0YhzlFqz1gqD5YcF+5dOHR8YuPT197PvVgda5yT565+pOD1+QV5dbYw4Ezy0Nzb+6cXDqaxlhxDkpmP3JGoKrOrQuv7zXvrHJWm21egztkRau1554OzioXTy33BY+U54Yd068mp785f2bp+JUnYwtvr8sDTbbt6sCxHV8oT648Onvu0dDVF6OP3t6ti5SWeHPm3l6/9uLslWdDV56Ozio3vAPbiGajdCz8WLl77eXEpcXRp6/nbj08k9PkaOreNvftlcUvb525eXz226v3latV7du2teQufz1z++W50aW+W68v31u95DtZ42gxMwfqHikzF56Ojy0MznxxZfqrsxmtDkw2pIX1bq/BE3GeWhlYUG5NzB+/+PDUvDK954psb4HdoplgIbwhURyuvb96qVjwuBqNO9oyFpXr/H4fWW/ZeVGaV+5cejmx856UJqFnF4YeKbOj84Pjy4NPlNnecx2ukJk7VXf7xfmFr6cH5rrzYnTT3h33X189//Xw0MLBua+u3/vqSsnOHEuVun9q51Nl5uTyvs6pSJmQdeHp0KmVw9leXBrwz65eH300cPbF8XvKtTtfX87mbNaQKkVKQjkkn6OWlVvR4RZHsya9wXR2/sjx+W6qMbmWL5l/e/vUs4FjTw6ffTpy9/XN7V2F6UFi/ut7My+ujy4OXn469uDtNXGkxdKicrXrbNzHVCSpRMaeKje9u6scZUa6znLty/HeK60ZDalji0dmlWsnlw+cWT48r1zqmeKIJmiLZL/+1fDst+dGZvbffD10RzkW6s8sZZIXXp++/PLo4ELb1c+Pzionjy1EIoPZsROlj5RzM1+P3vj65PK7S3ffnGyfKmMmXE0jRv9kSnAqtWESWbNEnjP7zycHLpj9U8bARVPwsqnxjKblLMxdsvjG9HX9SdwZS2Q0WRi3MeN2/4ghctbMTSW3jGmaxlXBi/rAJb13AvZO6Pxn9YEzQLrAWdg/AQXWE26+p/A5fVyhSWSDYKC1cMyzcOCMLnBGF5nQRyb0oQl9eNIQnjSFJ02Rc+bIuZSWC6n+i6gwQcW6U8Wi34SNfy2b/rbH/Uln9ieduZ9Gt3waLNlUVfNJofe3uaF/yor8Qwa7KZ1LcPMqXAR2Gg0uqmgh0QX+osOa9GhqRjhlSyMRbQ8f6entPta1PViY1YilNaaQdVBaQO8JQ3hwM8UD6xHIv0RwAcYkFSon/AGe/7+IHGwiJcK0hDjDKpLTpreZaUmHCWpLh8rRmohFP6LFf8FD/5AW2ZQnGQlvkidsc0csNGumOOCLW+sTA4oiUTyo+72WmgmaQW9oQbLWpZbm/0+xR8aFC7BbQNyS3iZpTZImk0N85Zqo4x/P/Ke/GvhPf9Gx6T+HMz/eFkQqmnWHTP809Nd/MfR3/6H7N/+xlf5ti9eYxsFmUZXarrO16UCXI6fwnvwwAXIKv0Nc409U/P3+XVHrQSDfkyu22RXb7I4mumW1R4I9EpIu6NMFIy3pyDVe1GAxDRHVErKOfC/tRgc3GVVRUWijfjpHvu89+h2UxAUDLiDr/ZdV8bb3P/3Wvp+j76Hkj0HkH4gjQU1yN2ugeAQ8zjYKtAekOYTmfrl8tw9yZOKPrDNBg3JqWkIoHqFFA6g14wxp648WPlXuV7TnY2EECX5sETQ2v673xp7rTy5Wd5Z0TAqXn0ycfzySv5s0V386tXzy2uJYWrOl56J0993FEjYrvdp+8EzrsnKzTM7wdpdNfzER2V+bVmWrad166Fpnc29JJmNL8xEHL7ddfHCqiMlD/SmBwZqlN7dqu0rJoJEIG7rPRW99Nlkok84apHtMXlHuZLfROGsA0ZZ5Uez4g4ODdw7U7CwpF/PGFwfGFgZdNWjTzqrZ1RuB/u14SyIeQxycBmn4OHoxeP3tuZ1TraW7t1qbTVjI6PDqqg8W9FwRy+QsojyZPeh/oizX9mwjAobh+/sm5o8XChkFkazBq4evfH0uk3HQogFvhTyyqbKjcPn1/c5hMTzQ2Hi8qqgjM5chZt6dPzTdmc2gVLOptCPj5NLhql3bUorgMq7gwbc3+q/uSWu2+Acr5p7fqJG3ZXtxeTDwQlniOv3NUuUT5UHjzjK6ylAezTv+4GDNoXzKa+45u/Px69kiNiu31rXriDj/xZW69gK2v+aJcjfQWpVf5S5lcgdu7/furWyOVT15M9c6GHQ3JhdFM3tvtjaeKLO3ILtOR1be3apoK8J2GPcOxZaVm6X7s5ND6kw2OSNgzYwQd99dPXKpJ60ay6onxhaODS/3ZUWdtKDHGXUul8yfqJx5c65YcGcFksui1KJyNXoomB7Ae2f2XHx+tljORzmjM2jaf66ze7zdVWvP9hNnZ4fOzh6nQqb0sK3/0r7pZxezWZwMpOw8Kz14d6t0VzZao289wjxW5moOFqeHbWdm+68unyrtSs/g7HRt8uWXJ/vv7sn2kn0Xdt34fLKA99irdNKQf/7trbKdGbhgSBVUtog2jyWXldvRk360Babr9OPzh0dW+txeK7OnZendTN3hMkeL2XegfkV54D9aVyhlPnqz0DPSmeUjS8W8xbfTe87JeNBItxptbALJQEUitfLuZtdwlD0S6BqXbr+e6pkUy6Wcay/OHLq6O5tB05psZxb6p56doJoNjX2F88qVxq6i7CZqWzS97060cV9+Get+qNzYPcGmMda05tSuqYAwVlkooW1DzcvKLfFoSxGftWs4vKhc2H21sa4faxnBgmfw5nFbcAoLTDr8kw7fhN07YWk+k9IwbmwYN9aPGQLnrS3jKS0jqf5ha+fl7O7rhW0TmcwQLk4Q4VFrcNQcPGsITiItZzUNZxJqRj/1TerW7JdrVSfXYig/VELIPw77x+HAGV3wLALoEBSGjDvQQxPm8GRyeCI1MmmJTFqEi05+CmPPo5FJe3Dc5huztJy2NJ9KbRg0VBzS7dina2xD/E1qb9G/NBV+1FyRVNywubhhc3FjUp4/0cVsdkqf2ls/srf+Cy0kUIIKF7UOCbFGEWsUdshaXNTgYQgPIVQwOS1gcVcbtlQ6Wtt8o4P9h4931wdKi5vStwczK/nsuo68YplwB/UUZ8BExCFrHRKMrjWe0aK/i53iT0NODnLJerdsIlgYZ2FK1Dk5yM4kmTi1VVDjosodVVHMp3joU7eoI1gI51Nw3ozzJlwANs619yMmGNa3ALJc54x1gsR/3573PzlRrJYU4FQJsopQUUAnZH6659P/Mvk3fzX093/Tmvq/6rcnZUTgXD/EE/+86zf/8cR/+fdd//3fsal/X1+hygpBDhGyt+rsUe1aAN4GjnT+EXOkK5bojqrcMgRQEjQRJeWNFkctEdV+FyK/y5Ex9Zp+N47cwE9xg9xa5/UfQuT/JkcClPwBsf1BORIX1moA0ZyB5hBy7TexBvuu1gH3D7Duf9yO/cH9N9QG2ihc1NISQnI6StA7GLWDgZwhXd2RgoU3t/I4CuOMqVG1rU2X4od7rnRdf3YZr0bTvfTBsT2PlfnKg3mEz3hleXxiethZb9hzRbr6ajwv5KbKLaF99bNvrpZImf59ZYvKDf5wk6fKZt2q3RKhM8N2RyNENdt7r7VNPz+X2UQlN8KRofrHyn13nYPiTFgY6b3acWH5ZDaDEXXJ0uHggnI7J+bBGbNbNjnDmm3t7gfKtZ7zbZZCKKMeHVvoH50foCsc9R3V999OB45WpUfMyYFNeEyfymrdrVjrJf7S12fvKVdvK+e9R4s9ARPehOANRrzKnF7j7OwXH30z13yw2hOwnV8ZPn1nwF5ptm43d4/tmlfubWv1eESjNfyJtSVxG5fxUnl87dm5BeXWZeWc/1h9Pp82o1zqOBex1mksdZo01uZoMqZU6ulG0tfjXXw3t+9sJ15h2nNZfPhmJqsRM2xNqOso+0x5GJZavGLd43ezVe2FVL3e47MVdqSlNiegjfr+y313lq9i5alEUWrfyM4XylwJ567ZnfdYmY7srC1rybNsgTNanI5ifa2w/YWyGNhbaS1ToU3aLNHiYCBT4+Z959mZL8+R9ZaMZrtPrnqi3N3etwXxJmZwqdkBR3bItbh6e9dwO77NXtCSef2zc6dWjhIBg7Vls0uA3S0qbnDHinK9IEJ4GpFtIrqsXGUPNqA15sHFA+MPh20VJlQwoyFTnj8NLUrBK1K2cBkXl89cfjxORVIJr/n4tUMzL665Qw57IyIPh+59e80TtqWWa2qEkoU3t2sPlbqClgtLQ6en++wNGsyH4HXGc58PDM3uc1VZjl7ce+PZZGazM7koKbi/ZkW5V9TmcTBwCp9kZ5B8nl5WbksjfnsLkhm0jS0eOb6wH60xxg6EXygPtrbSyPZPCgNZT5QF36Gaklj2M2WR6W62lsP5YdfiNzNHr/Z4GBQXzQ5OS7PmLZx74d2dZWX+wersonJvVrnh664ky833vrncd2FXetCOV5kHb+y7/PmZ5DJVSUfWnHJ55ykmz0unlkGegN1crMlvSXuszLeeCidXqpwNSIZgI4N6W42a62+6/nyyIJSZ5sXLQ1kLyqXoWF0mp8tvN+Z36bK6VPk9UNEBpLjXUHrIVN5vrjyWWn3CWnvSUTeC1g9h/tOelmMu/mTerVe9c8rxiaX2jpEy71GHOOZmxjD/KXPkfGp4KqVlQuc9r/edM/snU/wTqcE1pfgnzf5JY+Bsyo8K7BaatIQmLeFz1vA5a+S8LXLeFjxrDZ61+set3lFr86nUxuHUhqGU+hMp23v1ZQeR4n26HcmlWwAAIABJREFUrXuh/J2qnPakzNjmtFhCtpRARH7jCP5LWmRzQUhd4FVl+RLdITXJJroZdRqj9rAalwBRkpqWk1xykodTeVgtzSEkb8AEEyaYSN7gZhFHszYj7KzbWeZtL69uyaqry46ydcO93cd6e4LeGm9zOS81dfZEOo9E6joLPf5UkjdhImKNai0xjV2GHRKCrvfv/bPUWi1Y0UTyBoLTEaKekvW4pLNyBlQ0OTmYlhCXqHMyiZgAkVHEGkXsMpiT91YeTEQckmHDRAG747rnnX/fBjneEPIXH/gfWBQP44zGLkCpUS0uwJWNcLvzNwf+/i8H/vr/PvTx3wVzP83zQbgAezhddYUq6P5N/z/959bf/KU3+e+qSjflBiFa0uExBOU1a95nbk2AIx3iHyFHJrpiia6oyhVVuWW1W4bcMqjdsQaL3+VI7fchcp0jXVH1Rv0u9siNYIdKWlSCUQleJ6o4RL5v2/1Tjx83s1Pr+fMbIfJ7//RzrzPQnIDikfU/PzDq9x1W4h58VNL8IX4ff2DdfHip/ZA4we9UiBL0OAMaw6hRVouFkfqjRY+Ue1s4N8roU2SNs8uIcckHr+25tHzB1Uw4KlLFvaFn7+a3ttJovfbK4pmrc5O2Bm33tHzhm1NpXidd7fD31C4o09tET3qL5fyz47dfXbj76lL7qUi+QKVUJ2TLthyO7r3Zfv+by0VcNslZantLFldvFYs5jhBkavy0f3rPxYejHp8NrUoO7mlZVma3dGRbW3Qkb/CI5i0ifu/dxdbjQXeVpTDgvvj41OkHA2k1pG9P84PV2abeSlcoxc6qUxi1I2pMDhnwkK1ATg/07rjweODy08Ht0QyywVzbU7Z3qmPiwak7D6+8UT6r21vpqDZNLoyM3z3p8RMeL7X7VOecMpMXxtyswRNDsqOW+q5ty9/ORA40lrZnbz9Q5ArhaT7y+rdTwukWF5uaLjsINpXm7PJ5YeTh6JnFc0+Vp4enDqQWadsnIgvK9TyWdPksNbu3P1Me+sWmcFvLo9XZ0vbcjEgqFUzGeTMW1Tm8ukMXDzz/9uGVzydufjb1+N3sxIPBnJC1fFf62ZUjz5V7Fx+M9l3sKolloztMoe6Gp8pc464St8+cJqdYfZvQKGRhNJ1nfQ9WL2eFqXQfKuxpnn9zZUt3GhJOcHHmtIAlJ0xfe3J25vM7lxfP339564ky33GWdzRCHk6fLsJ0oyZ8ZMeycmNLAPM0GopFckW5yR5oslboTzw8NHivF61NztvvNjQmbQlmiIfDowsnRhYHllbvTywO2316zJs8cKX3/OxYnuC21iPS8eD86nSeTGUEsRqh5JHyoPpgibVWe35xaHzmCOHT57ZjGSHb2Ge9pxf76IqU45cPXH98Jt9HZzSh0YHAU2V2W6sHZw1WSePkjbks/eDdDWHYjwbM7kDqibm+gYX91gpdtCf4RLmbxztdfmO1VPxkda5xb0llZ+7Dt7cbO0qpZlNOBFv4/Nbgtf10wGZn9A5B7+ItW4T0JWVWPMzWtFYwR3333l49crkro8a+8u7WzmGJaDRk+7ED5zsmHp7M4ehsFj9wvW1FmZ58NHDwVmvJzixnbfJ2vnBJuRM75bM3qXJbbc6wiuJhzAuFj1bNK1d2tOfYqjTNrWWLyvXIsWpXQI951ah3MyVoUv3/bAv91h7+Lcp8jHGfksJmWkp0y+q0GORm4dI9dA6Tmh+wT871PVemx272VDMZLfsyDl5v7rpUVnHQWHJAXXYUKjmqqhxCaoZSaoZSak9Yak/Yak9YaodSaoaTa4ZNNcdTf1TbD+u3H9aXHUJKeuHig9ptB6Ci/Zqt+9RZnR9ndnyS3vaRO/pbWvwXgvsNxvyTM/LPaVKCS9xMCwkktxmPbMbCm5yhzY7QJgublMwkpLIqXNK5RITktBivxVoRc6s6NaoGXT0oUUcLsFvUukWtm9O4Oa2bRSjOgPMmnDdRnMHNIjkiVdNV2jOy68jAvr0dYgfjb/P5jrbt7G/b1+Hj9orRgf37ho/39R7vqG0roppNJG9CJdjSqkppS7TENA4JRkUDJvz51jvkEZyFnREI1GvDeK2nzUxKCNGWQramoDyMslo6aqCiCCZpsKjWGtM4ZE3cOYYLCCoaHJLBLiOAueMvMpoz0NyaCxETDKgIhAD98gP/wwr0YXeIWksMdgrakiaIS/+4M/FvYx/9dQz9p/I6DSgv5RH1BRF9eZ1mF/HbsPN/1mT/c2m9KouBXTLikhGC1VAcFFecI3+P9khKhH9cH+BFULDlh9oAf9BGUVE4LjL2Xt/bLf51dywujTv2r+TZfEDxnj/Yd4MXAUTGuWoDsvy043+IFz/Elz/3OgM/70gB/p6JFF0zQ67BGSZpUFnliKp+9qX/kznyx622KKcmeK0zrCE4HcpqMF6HR/T1Rwsfvb1b27XNxaYafJtSwhpLo67v8t6bDy+6g850H9G6n/1CWSnucKFN2qmFk9PLU7ZGVfdtcerVSHrASVZZWvZULCg3y9uyHDXazKCjqad8dHHwnnLl0quRvA7c5k90+ax7L/GXHo54Gpw4Z2k8UvbgzfWtXKYrlqJv/GTgds+NZ+fT/BhRZRH7uBfKk+Kd+ZZmGI/oMqWUfAGbe3dF7vdn1Dhym4nLT0dPzfWn1ZBNXY0PlLnm3hoykELFTOZwkl0yWSImzG9xVpupSqPcX7+sXCvjMkuk3GtfXzwxMxg7KrTu4x++mG3ZV43Xp15YGh+bGSa9DqIF7RiOPVBm8iIoHdJhTCLhh2rbCp8pc969FWST0VinIXyOQjHnrnKDPd1IhA20kOIMm0e/Ojbx9fieiz0te4Ln5i8MXDmEV6VIo97pd5PprA0Pmks781aUuUBrU6Cj4f6ra2VdubgXNjckpEZgm5RoakjYf2HvF8rjw9M9J6b7dp0Ui1mXO2jI4M1YnVY4Uj86M3j79dTIw8PlXVvqO0uXVm/VdG1JC5ucrCHF+4k9qjUGE+TTzffeXs4IkWSjVdjT+ODtpcIDaXo+iRL0nqA5l6Wvvzhz9+XM2Ttjh872xI6x6T7MVq8u6HSQ4cTMUEqgd8fc22slXEZOi317NGNx9Razz++oNp162n989pDLZydiJqRmU9/lvQ+V+d1nozV7yoZv9Y8vDFlbdGiz6czsyZkX13N5l7VWFx0Kz7+9tUVyuZttNXzZU2Wx8WiFvV53cWVkcnbQ0Qi5hGR3IHnsq0OjD494qq1Dlw9eXRrPqsdcVRb2YMPSq+nKPVtI3pTMJdoj2jyWXFKm5VMhPJiCNZtPLh09vtybUqphOhsfvZ4uEHGX31zFFzxXZn37Sio601beXmvqKnL79W6feenlzYEre51NJltE55SMNJ9cwHseKXPsAR+x3eqsMF/7cvz0bC+13bj05kb3KZls0mf7HAPXu88/PVUUTbfVQM4affBA1ejcwStfj5x+diTQX18cyZt7fUse9qFNGjoCo8EEl6jDvOpwf/mScnVHa5ax5OPGaMmSciM0UO3yG+mggYjoMlrNdiaBiiIuGaElHSVCBA8RLESwMM5o/ceruq/KkcP1xcGc4+cPvlxdHr002BjaPnbv0KJy+fTynuJOmzPwW1L4lBA/pqObKCmRlhJpMWlNUiIlf0rJH1Piph8VLW2mpc2UuIngP8G5jzH2IyfzWzTyLwT/ESl8SgqfUmICLSa5JJVL0rhlyCWoaVHtkrQuSesCRXwlvUsymgUkVTQ4W814a7JT0ltZyMpr0Riib4dMrdrkqNYm6TARxDvBuAA7oipU0qASbJeBXxuxyzAqwWkRdHt0687+roH+I8MHjp7YeaiP6TkRHRhuPXZU7hvpPnayb/Bw7155T6Ao4iJatCSPoJLG2ppgadtkjSWikhb7s7ZHUqIOYzWOcKJLRjBWbQ1sokQ41fepRUxCo5BDVDtYFSXC7qiOFDSYoMak9ahHXkvxMC4gDslglzdypIHkDaBJG+BI7D1HAog0oD+9zsmfutZstzE9GkOsvCYtBFXUapoLN9XnfVRXq83hDVYRIkPqzAjsZrTpXlVNraasJmlriyaHQ2gBdgoQJcIuAf4hR2IChP0RcqSMuGTEJcNAG/ARRDpupEmIjG0Igow7smNqag0f39PkT+bI97O/gSPXmiCvo9U6XQHg+2lHBnGQ4LugKHycXHHx/cZ1u+DPzpGoBGPiRispTAowySPgOikepjkY1B1FJY09+geI1/mQX/vfQJAb4iYdrArnIGdYQ6w3SsHCcM2h/JXXdyujBcnlKjJsLj+QSzYmHzzXNfviBhVJzgw5xW7/k9W58oNZFGM8t3Di0syooxHqusJcfT1eKGS4quze3VX331yq21WQEbDnsy5XvT2lCPYfrp9RLvqGyux+NdFkPnq3Y/rzSbLGoqtNDA3XP1HmsryUK5ZiqP907/nWi8tn6EaHrdQU7ePvv5rZ1pVDhA1YRI0H1Hm8c0m52TnMm3Og9BrH+ZXh43d6iQp0u1h2d3XGO1BLhEyEZEoOqa1hOCOKFbdneeodrspk8WjD4uqtUibb31O7ojxo3lWbnIWU+wo+W10J9NWk++1TS6dG7vSj3mTUm7JzrHVJuVfI4umcwSNBriBU117wXJlr3lNir1WRYgoZsnu8xJ3Vy62TPsyvcYZ0Wa3EdeUcM+K3lKYSZfjllanDF7vxWjM32nRPuZLO2e1+bdnunCXltretpiFaPvvmWm1PmbVa5fDqiw5k2Pik5MbEfed33X16pYBPx8pMBV5XU3exs0WTJadW782lK8zuHQ5usPm2MtVwYHtBwPNEuec7sN1SvcnhNxTuoom2FH1Tws4J5vZXU1Qj5qpz+GM7Him3dgxuMXAJbkmfHjHncMSccm3/mR6syKZzqep37qjcvdXp1ZEMRDBJdItZPOFbUmaKgumphaodcu6Sclfcz2GVptOPj0w+HsrlCGskKU223vnyyvjtobQGJ1KQMHTr8N3X19GA0dagH7t74ury+ewIjTWYOke4uVfXcznCWgo1iBVPVudbBiqJZuPFxeEL88NYi45kTa5Qytg3h4eXDqbV2gcv7rv19HxeM+UoRrjexier98s7cxwh2BD8xB7RFgmuFeU2N9icXK02V8IjS4MnVvqcNfpot++lslCxM89cmrQ9kPtSWQj1lm0VHY9Wr4X3l7sC+hzW8fjb6f6ru9BGPcohmGwgGMNW3vVImWlqK3NX2zJaHHfeTo7c2+euSL7zxYXu0TZHFZS6LfHsfP+lFyNYPZIWslZ15ZPlZrw0tW532bRyuWNCTquiHynLnadbzWVatBYp6vTkRB1oLSQONN9/daWYybLt0O8IFawot0MD1WiTJkNI9YhmStDjks4eUTkYtYNROxm1k1FjYRgLI1hY3z/b/UC5tfDuzskrg2evnn7+9aPp+9fPTo0+V5afK4vH7+wvkDF7cyIo4+JkVDgH4RyEszDBwgQL4xzk5FVOPhHnVP+6CF5N8Op4jTCMS8DYJLB94xuL5DbmisKkAFOijhL0dsHk5I24YCBEo0NCUkRtsgCl8pCdh+08jPIwyelcjM4d0VGsDuN1ayFAohYT1xJawcsC8xqyQq66aHWsUz7afWC058RYx+nJjguXui+Ndo4OdByNhaXGxsqShmxPQ4o7YiR5BJM0jmiCI5qAyonxMP2f/3n7yyhecyOj3YxGkqy+TTntVppDLNymFOYT8IbFmESSV5O8muQgUkyghESaV9G8BvR7w0QYleB4OOla9zJuTXGPNhqPNwUps7/0wP/AAnYiOmrAY3orr0F5KFMy5gnGHD+UKRooUWdhVXRYkxvW0RxMR9bc1i4ZIaOITdRYORXBQ25RF/dob9TvVD/8xwUqiv+IPmh3hH5UbglxS8g6TSJxaqRjWjqmdUd1QHRMR8e0VKuWbtX8qFxt0Ab9dHtkvOv8evYc0DpH/sAB/VOPD2ovAWSk+O9U9fzeRpBp/3OvM9C/Dhe1pKCheC3NwTRnoFkT8BTQnMHDGDwMQnMweFD+cn8S/8YVuba/k1eRghaLqClRh4taTIDsgaTyfRlPlAdyfzA3SLEnm84+O1a3u+TI1J5ryxOWlkSXP6X1MLei3M/bQ+kbP5laGbk5f45qNrVNhKbfXqzrKi8Nb+md3DP/9sb2aHbkcP3Uo1MdQ0JGDRXc13hv9Qo7Uu9oVFMtKfuv8I+U6ciRZotX5+uvfKTcyw2kmRoSCMY4OH3gibLQvK9yG583ePnoojKXH6XdjIlkNah3c2Yk9eZX54dvD9REdzB9zRefje2b6nTXEzWd1XeV6cb+HWgQpmMplqCaCOt3X2LOLBxp6iwrZbIPXupaVO7WtJW0HWcW3txieuqL/Rl7R6RHyr3yzhy6yTR+/+jQ7V5n2OgIGndPxGZXbxQwaFpE5xLUriBU2573TLnXsq/UFTFawolUJDUzRC4qN3deCGDNCbgfLtmdOaNcbB3j8vwZgd1Nj1Zn945Lzjpd+2X/ndfXcnkK9SG1BwpWlGlmT0ONXLKg3GYO+3MDuLeveur1aOhsORk0do3ICy9vVLYVbQtkHrvcs6hcK+101x7MvfbVaXZf3dbGLKaveUa54u+trRK3PVm933NWyAqnNvVVjT05yk56UW9y1zD7ZHXO392Y35J2dHTPyrubxfvSU7mkdB7JCJvTQ+il56dHZo7t4Lc1dlXe+ubisfn9WVGnI5zkjurIFgN/rGlJmWF7m4tC7vah8CNlgdkVoWtSRx8ePrPc72pOsYWTctqclx+eOX11oIzPqWjPv/588vzjUxSbks6hQzeOLH4zU727NCuMtZ+IPFy909xbVsi4uo+3faYsl+/dQraYzs0du7QwksZY3WJqOoee+rLvyP2d6c3owYmds19eC3RX75DyD03tfKzcL5I9joAmlUsgeWQrTy+9uR474aX8KZjPeerhiUP3d7tbUmM93ufKrHgykM14dg9FH7++19S9rVgmlt9d8+0tS6lOIpuTn76dPnJ1J9psIGWzU9ITYX2x4Hmi3PHvrMxqcG7lPBeeH983JW0Lp09/dnFyfqxETq+I5tz8/MzE0hGyEanYnTv1/NTOEXFLfXbTnqrp1UutY1xuffrSq/mBq/1bmPyKWMnx2UNtZ8OZXpTvbXmuLHeciG6N5O87tXNFuec9sgPzQh7R7JaMGK/DJT0u6XAJJiRgTtDRgp7mzW4+RR71n3966rEy//TN8sqL+Vfvvv7y2y++fvPV1dnzvWO76zqK0wIWIqCjBT0tIU4OIkQ9JegpwUgJRkrQE6KOkCBcVoN+lT8U6AQTb61JSggpIZSsJyVkY6dNkHKHspr3DbS+Kyqa7BbN6YLRI5uImMnRZnRGTbhoJDgjxhmdvJ7g9BSrIzmdU9BaZG28PjMo0UwKGlJUUYIKCyOuoMVV59jamBWO1O1lxRPCoTF25Mruq2Pto4eivaw3VFNfvq0pN63JkcHZKW6tGAgpqsBzmPqz7mSDcxAl6ghem9Ge7AiqXLxRmmhov+irPpJPMggehjyinmDUBKMmOYjktLiUuJ7YqiEFkJ2toQQNKC0CbAdr7+4NVe3WXqxr4VsG6hfME/2l5lnSgQrKpIQ4OcgpaOmogZL1TkZtkbVYRG0LJ2EinC7oCRkho/pUSWOXIIA9dkFj49VOXkPx2o0ZNgAi12yTPztHqn5UH+RIGQba4NGGQGHIH+NIzYfkaoU3ouRP5kiaQ34UJQH/xbOqf2eOtEe1Dvk9MpIfiI/E13/d/tzrzCHBwGu/zpGImzG5mRRUNOG8yc2Y0iOm9IjJzRpAcfyffel/KC/7Q0vwA3V/cFFDSzqChVwygosaJ69JbdlUssd95eH5h8rsrDJ9T7lx49up8mjBwOWeO88u4SzsbEbkw+yiMpe33420JNx8eeHGg/OuJuuOzsI55daKsvBEWV58de/SynhGg704nLn0bmbx1b2VN/OPlMWbLy+UxTLJJiPtTW3cV7Dy7ubdN1cbTlQEj9UuvLldJha4hBRLM9S8u/LRmwf33l2fW51+rKycujuUzlqIoMYtatMEXXoo+fSD/kVlbnH1wZIyM6fcFI8H6Vqsobv+jnK95kgJJehTAiq3nGytS2T6K5feXn2izCyu3p5Vpk8tHkvZqq2SCxdfXVt5e+PBN5dXlFtTj4cLRDwjmHzp4fCZhX4na0j1Q3svts4rt4p43BVUU3xCWkRb35n/SJmu21NIR5DU8KfpUVtmCL/9ZrL9TENaCKL9Wnc4dWzp6APl5vzbW8tv7jx8e8u7p1S/7bdtV/3zb+6VteXjXkN1d97C26v83sbCprTxB4Mrq/MPlTuzb27MKNd29GRaKlR8r2/5i1uLq7efKwsPX82M3z/q9pq2RqmbX4w/fXfvs9WV5dX7l56P57a4ipqyL949vfz2xqxyfm71ztzba42HK81lWm+s/OmrucVX954qC1++Xbnz5KwrkozxuvSwLtNvpptTd5+VF5R7s69vLSt3Z5RrTUcrbD7wulK7A6biWMbMN5ceKXcXlevzb67Nf32nqGGrs0R35uGRcyuDrkYjFUVS6zbvO932pfJo7t2VB8q1B29uRofCdp/O3oiEdjesvL5/583lso68rX7P4uubd5WpJWX66esHdx5fzuVJty/l0sLIpbkR3Guw+3TuiG3ky76hhwep2uTg3trFt3fmXl9bUqYXlZujt49khew2n8rGJ2GsJi/keKbcHpvt65wKdVzpuK3cbJ9i9Vs/qvTlPvj8+o1vp+4r91bezN18eLFYSK/cnb3y7mZof40raMuMEA+/vdF7sd3eYiBbLaiIUCH9Djnz2eqd87Mndo8KA7f3zivX2YEGZ6lx4MqhpXcL995efqjcmX11sf2kj2rSZ4btVz8/u/D2/uO388vKnevfjlfvzHdXWCbvjiy+m7v/bmbx3ey8Mt0+Gs5osJZHshe/vL3yZm5hdfbhm6XbX14pac/EfFq7LxFjtK6Y2cJonALkFNWYoMYENc5pcEZLhPVkxOis0W9l0vjewIXb448/W15VXr/85vN783f3H+ss8eaQ5cbMkCVLTl0L52LUKKdGWQ1oFYGxGpRLcvAJDn4T9gPyi3dmXyu8vGGjk4NAhX8nB2O8DhcQQtQDrMT4NcU91CAPAzSm93A6mtc6OI2Fg5wcQrMmD5tK88kUZ6K5+O9q2BpdK8oL3DgbI8txDsqM2tOC9h1ybuue5iO7Wy90n7jcfmaMPX06NnJ638jRg4cPHN4n7eeKmJy0oJPiTCSPAP+Ph0E8zFrW45+rMEZLiwachd2i2dKUtKWdHHt26J4yNXB/39aoB2+C0zmTm4UpHqZEHcbrHFHVmqFX0uCihhJUHk6VziYC2wHFvzcAke8zYuP+Qy0pwBRnoNk/of5Avx8RMmKPqDBWQws6moNpDnYxWjyQhHNQSgymwxqM1aS06eyiNllQ22XYKcNrNds5CMAJwUMYqwbRkIAmAUS6WMjF/tFxpEdWe2S1W1a75bVIRyqmpmKqNY5cR0lgnqRaNVSb+jta50i6DV4XRP8OHPmr/ryV30Y09G8TJhp9Q+UFHVQaZynenRY4WeHizBRjLOlJqz6Snxm10aypdF9604liexOUIdh27M/xDZX7h3dU923JjWFk0EiFTFu7XE2DJWBjfhvhZlLIoNEtmCzNCVt2YjX9efldzm3ddPXR3IxoqkdKxSN6gjEU7KZahkuDo5WVh/KyW1GC1VA8THJaLALhEV1mq73icG5grLLhWNGWLgIPIRRj3LqbrujLKdrjSpcszrDGJRpcgolk9QW78JaTxcHRirqBwkzRToVMRMCQ30bUHy3yDZVX9ebntxEOf1Juh63iUEbZAXdmLMUjGrd1k83DW92CgeYQPAyRDJzf5SjvTSvcjZEMjIchitXldti2H/QU91Ae0UhEtB7RmNWauqMv3X+6pGmosHA3RrE6mkOyWlMbj2/LkK1YUFewk6w6nFe4i3LzyS7O3DxU0jJcWjdQWLTH5eLMWFDn5pNz253BkR3eE6VVvbm5MZQIIGRQX9BB1BzKD5+urD28JTeG4n4d7tflxtDaw1vCpyubBovKutPSuGRHsxr3wwUduPdESWyquWSfO6fdTnI6Z1hDcjq3ZPSIZpozlO3PbBku858qL9nvcQkmgoVpQUeJOixgwIPG3DaifqA4NFpTP1Cc20ZgAUO6bC7aS2w/6NmyE8VCGps3IV02lx1w8+fqm4dKtu11uzgz6tfiISRNTM1pQ5uPFRd2kq6IKa/V2XysmDtTW3+0MK/ViYeQrJi9pCetuNvjEVKcATgzaqvoy9m215Mh2yjGlN9JNJ0oCY1VVR/ZktPmTJOSXbyRYvUu3pjTbi/vzfCOlLCT1b6R8oq+3KyYAwsieEif247VHC0Ij1e3DJeBjQU7qarD+YW7aBeXTLPmhuOFW/eQLgHkveopzrBlJ1Y7kB8c2cGO14RPV1YcyHYzZqdXmylay7rTmbEq74mS7T3pmaKFCOhcEWNBB155MJsZq607sjU3huF+PeZDcqLOmkMF4dPV/uGyigNZGUIq6DyUE7XXHs6PjFZWHc0v3EPSvNER0KBhDckjoJsUxUEUp14Tq3UxenfY5A4nZzY6mrq2D07uf/rl0revv3z1zVcvnjz9+uUXXysvH34zd2iyq5ij3X4kjUdoASYFEIyuQSWNQ47/htf8TvV6fz/akIkIkxvC6O2xTcANDTCF5gwkj+ACjPu0eUGC7Wjp6Wwf6jl8ev/gfrmrr2Pvsfa+/ULXLjF2pGffwKGDB3v3xPbypd4tmGBCpbVoS1yASd5AglrFP34xv/yD9N8oTNTG76Ndhu0yYpcNDslgCWlRxkBFUmmvBd1hKBfznygPHiv3HyjXy6QcZ6mhhMms6SoslGl7k8rqT1zDR15Lg9AvQUOuJSr83EP4/XDST9WHS3Z/qJ/wB/qoOeDJAAAY9UlEQVR6fDBO7OdVvO3c9wS60P1Q8YjG7+lD+3/wOB/iy1b4A9L8W/QrR/6q78gZ0mFhBI/onSGd3Q9ZvWqbT2P3Q+CNSDCIWzQ7AhpLSyIahLAwjEf0cWFhxBnSoUHYEdA6AlosjJCskWAMaBC2+TSOgBaP6N2S0RFUuURDeiwZDamxCOQSDVZfAsZosQjkDGtwRktxBpLVYyGt3aciOcglIh7ZQAt6Z1iDBiGS1XukZI9sIljYEVQ5giqc0VI8QnI6LAI5IxAt6ElW7whosDDsFs0kg5jrPyEYgzOkcwS0zpCOYAwEY8DCiCOgtfoSnGENyHVwBFX2QBIWgSgecQRVBAuTnA5ntAQL04Ke4hFwwWhITbCwWzKC3RxBFcUjNn8i+CLFIzijdYY1WAQiOV1a1OwMa+yBJJLT0YIeDanBKWz+xPh5nWFN/JhoEMIjOjADeESHR3Q0b0yPpjoCmvUJ1+ERHRaG0SDkCGj0Nb9NbU7AI7o0OSU9mkpxBrtfndy4KU1KpngEi0AYqwH+U5zROvxqq1cNmpiDA5I8Qgl6jNWkyRZnSGdpUdn9EBZGwBogWSMWgcA8gGu2eDeD6wcCk0NyOopHaEEPZp5k9QSDOENaR0Bj86ksLYmWlkRnSOsMaQkGoXkjwSBgmB4pmeaNNG90CSaaN1KcAY/oHAGN1ZtE8QjBwmC2gcDpbD6V3a92hrR4REcwCJgKLAzTvNHmU1m9SQSDUJwBDUI2n8oZ0oLPjhCEswjB6R0hyBnS0rwxpWkzWM8bp5pgEFP9J5aWRCwMgyHY/WqrN8nqTbL5NGgQxiN6ijORrBGP6B0BrdWrtvlUYCxgFGAIaBByi2aCQRwBjTOsIXnEHTW4ZD0l6gBBxsPaKFbnihhdEVOkv+baizMvlYcLn929On3hs8+fLC0/ODl8bPb57S+VpzNfT4WO7nAFYCKoIgUNIUHrHLlWMWNDbd1f5rkBIPI9R66jpD2WgMoqXNSCTGFqnSOpsG4rT3cc4o4dO3jqyJHDXbslf3BXNDZ28MRusb2lvprlvXsOtu492sp1+7Y0p2GCYS27UdSSvIHkTaAU+Z86RwIqWk82gEG+CyYYCNZUuNPddHRHS29FUTC9NJBz79nlF+8Wbn1+rozNYw80nVs4cf/NpdHHhwo7CZdoALXnyHhewa8c+StH/sqRv+qXEiHqcQHZ4NJCnByMslpaQjBWYwsmOMJJYE80orIGNrtiZlIyODnYFlZbgknWkMrBQMBN5mAga0iVGki0hdUoqyVEPSkZ3FG9S0ZIQQvaNuKchuAhSoQJHgKGeozVWAObLd5P0VASxcO2YALGalyy3hMzumQ9wekwRosxWkc4Eec0ICcAY9VoJAlj1aSgxRgtJegpQU9wehDxgwah5MZNKKsFw0FZrSWYlBpItEc0uIC4owacg+yhREc4CfSZRCOqVN+nGKMlecQlGSlBj4Y19qAKDWtwFqZFA8HpnBEIDWscIbUzAhGcziUZKVHnZNS2YII9lIixa2YhnIMwVk2JsEtGCB5CI0lORkWJsCdmsIcSHOFEJ6MCwycFLcaqHeFEJwdtjGPDBRhlNfaIyhZOcjBqjNeuux21DkZtCyfF948Ht63tHFShoSQns9YPkxJ1WERtDyQRnN4Zge1BjSMEEZyOFg0kj6BhTVosGQwNY7RgvKDmyPooNO+Pw2rsoURrYJMtuBmMCGPVTkaFRpIc4UQQdUdHDaSEYLwWBNthvJYSdY5wkjWwGY2svdswVuMIJ6ERFcg4QSMqRzjJEU5yMmqcgwhOBxiXEvRgwm2BJIsvAXwF5yBiPWaG4LU4B9mCCTgH0RJC8FpwTErUuaMGLAw7IzDB6WnRRIsmSjCurQpWY4+o7BEVxmtdMaO71UTJeicHgTlfq8zPQYSoc8WMae3JwPmLslogsMIxXgcGCFJnHIwa/C/KagD7gjw2WkJoCcE5DRpJWiNIPokQkgheTXJaitVRjLHzfHhWubKk3O4+2cF1BVZezK08exDiW7iD/qFbfUdvdlX35LjCMMVrCQly8Anrhca06y21EPIX5acf4UgBxkWtI5oY58j3AVGiluaQHNYR2FvVuY9rbQt5m3fU1ZXs2iMNHRzc09lW0bi1uDGzii+olLeUCVlZfkccTCkeoVkzxZkxEbbHEv/UOTKeNgpocj2W0ZAto2deHFlRbj14e+3C7MlwW92x0f2vlCfn75/2d9RN3h5+/G72mTJ3+avT+W0YwSAbORJ0rwHBSz//EH7lyF858leO/FXflYNR4wJMyXpC1IF3rZODSAlxhNQgXscRUrskoydqpgS9SzICSiAlhI4aNtIDKSEgGAsXYBDUD17PjnAiCCjBWDUogELwkDuq/+4zIt46XAfICaAJiIAmZR0hwU5G5WRUAEPjTxac09CigRL0GyNHKUFPiwbwjo9zWDzVwB01gHj2tf7jsp4UYIzVeGJGUoABmqxZkkQdsCq5owbAK6QAe2JGT8xIiTrACmA3ch1uMFazEXbjTEmJsDuqB2OPXz/OaZyMyhUzgjmM0ySYRnC1P5S7zUjH9KDPO8qpMQEiZZ2r1QDyeePTGL8wt2yiRQMtGijZSIh6QEWEqAe7xUcHFgP48UDw2o0DJHgtxmrSWo3xIcTvAiXCuABbQ4lm7yfWUCIpIe5WEyHq7BEVIPI4Gm5sE49GVHGOj58C7LZ2qRv2d8l6cHngloGbktZqokSdJ2Z0Rw3gn2gJWbtNnI4S9LiAOBgIjBRcCSHqnBxkCydZggmpgc3WUKKDUTs5iJQM8d9OABbB53gySjxPZQ2X5bU0NSevAQL1PuJzvr4eIJzTYOx7iMSEJExQr735ON2O/VncWEOwvzrX76oUip4rS18pT8KdjegOQ2YQzYrYqCDs4nWeGILLapuQEIfIDQVukV8wZPBDfaWB3XSjoRRE1RMsRASQLQxZHMrYWu/OKye2t+Ts6Zf7Dx3sPtxRKRRmeG10ixmt15AtiDtsAiF9FK91MyZ3xEKxKagEW1sT/tQ5kuLhOEeSgpYU1tpeeCIpo48PzSs3Hq7e+Wx16dS5/okLQ6vKlzPLN27MXfpKefFSeXTrxVTv1Y5M0W5pSfyxPh0AWX7uIfzKkf8aF/5UXvypHPkhLvxgng0IgvyBfuXIX/X7FABEYA3yRM1psWS3bAImq4y2VLdsWgv2EvTA8oeGNRijBfvH3/obCYDgdDgLY4wWZ2GC0wELWZwUcQ4C1iOXZASld8F2gtc6GLU1lOiKGSlZv2Yi4tRxkesGLSejJgUYsAXGatyyaeNJnREI43WUbIxjJS0aXJIxblbcUNzk/UOKEmF31IBGVHErF6ABwFXg8sBAAIbaQ4n2UMJG42L8OGBPsDMYL7C9gRkArAkscOD4cRsnmMC4wHYw1cBq6IxAjpDaFkwA9jlSgAGBORm1PZRIyiAQe+3KSQGmRJiKIsDShgswHTXhAgJMxe7WZJyFwYyBOwVuMckjwNAbr0ICaHhjLRjAl3HF7z74EBfOwmB7/OLBicC5wP6g8HL8AtZAc4NIHnFGoI2KX3BaLBkcAewGFgDOwrawGqSPABwEjGgJJoFfQZ6o2S2bwHqgRYNbNoEvAlN0WiwZmGnBzyc0rNl42eDU3/vzAZAdv91gisBKcMmIJ2YgeTXBq+MciQlqwJ2OkBoLI7hf7/JZaveWzq5en1+9Gdxfi9ZrCZ+eDME4o6FECJfVqKzCYpr1pMb3mbbxhlt/VNpYtW1j4WEHq8LCcDpryQzasn32nBb7trAnfKC2Z6Cz9Ui4QHIRYb1LNIDAD4KF4vF/bsbkiVho5s+EI9dzmDamTsMkj+B+fc3+wsHpntkvbzx/u/T16otV5euXXz394tsX3ypfXbs9dWh4X2BnXUaLM4210WLyL9c3+E+FI398///zOFLzo/K0Qh/Qrxz5q34HcToQzwci9kC0nyOoIjh9equFFk0Yo3NJZk80BbgIQVRc3GlFC3qXaHBLRpLTuUSDRza5JSMt6EF0oFsyAmtQ3F8ZZ4iNlifwnsYFhJQMcUdh3HsLnpXx1z/4rksyumWTJ2p+b4aMm4JEHSXrKR4BF+YSDeBSXaIhLWqO2yNJAd5oawQOXGy9AApAPVpCALEB/MVYDQA1NKIC33IyahCP6JL1wIoJHMcuyZjemuKWTQA+AJqA7WAHMBWu784bCPoEl0pyOvD5vX+Q04EEGjAiUEcwHqqICRAlwoDtyHUPO8qpgffWyUGUrHfJ+jUjn2SMcxsAPrAFDWs2zg8w8oFxbWS7jYqn9dCCHkQ34ozWJRpI3kAJRoLTY4wOZxHwGQ1r4+QHMA6YS+NEGL+58bUB/hvHxLj72yUZwfWAnQHtuWUTLsCudZsxuC+EqHMwarAm4zMG1jkaUsfjGu1+NRqEQAAlxRnAiEDIJogZBbcpPZYMVjvOaHFGG1/nwP6Nr3EkTK4bUIFfm+DVmKB2imvCBLWDVWG8luD0NGtO5+zCeIs41pzLYTRnyGhNSY+ZcE6Dckm4rHbKkF1Sr9W1/a4x8hflyH8NWdbwcWMvWUFNSohbTqZZUxqXnMmmpAVS8jmyvqO4tC0TC+rsERUp64A3AOcgkOiNixqaQ9xMCs3+mfi1UREBVR43FDyBcQH2CKn2el1Gi7NSKO7sle8tTX+7+s2X3758o3z75bcvj5/qb+sRy0NbDVuSMK+BEswbiqVo1lHyD3bff+VIze+LC39yPcgP2Bc/bHf8EC/+ypG/6vcnYAkDlLbRNhMPYgO2NOBeBJWQwescKG4FdITUIMRwIx1ijBYY5OKKe5NBhg3BwsCcA2jMEzPGCWaj4zj+bibXPchxH+565sf7JwjGatCICtjz3hspGS0l6D1Rc9xRu9GkB84OjG3xLfFAtziZbXSFAz84CPIDO4Pzxq8f7BbnUYChcePrexstj8SDFDfaJjcy00aWil9n3PQIJsTJawheS/HwOujDOAcBWAEBlPEgzrVTczpA9sDwBu4mGtYAPgbzA05ECjCYn/i5AHYDCo//SIiTfVos2RM1x2cAHAdEuzoZNSXoQewjGtbEcdAeVMXHGx8piEn90DzEjbVgFMBMTgl6Mn6/GA0WWTNdE6IO2N3XbIo8Aq7WJRnBdbqjBhCx4JL1axblCAQIG+wGvouG1yzi8bURd9PHPeD4upESbN/Q7iLOkUlOMYmIal1tRkJGUFZrqP8YJK5ZWlRORoUJaievskQ+sXOb8RiMRbUWPhGVYGxDs7v18MQ/GD38UD/OLvGAyHjn2LX+sbIWl2CnoLWzKievwRmN0wvRQZM7YKLCOms4wcEnOVgVGlG5ZZOTgxyyxhFVobKKFGCaNYEKNaj8J8+RDglxSAjgSICSax3UWKM7nFosZgkH/Odujb98/ez5F0/fKq9fK6+evXzyxZvPvlQ+u/X8SteknNtGmVuSNjaWe59x9YcosfnHxpE/Tb9y5K8c+at+/3rvfhKgjVFfbgmhBRhUw1+r6S/qSA4iJDi+MxD4uqvVQMo6TIBA0B4hwUDU/9fe+f24cdQB/D/jAUixx+P9cbbvLvHZ613P7PnuQlUheIEKVRTUijSXXHLn3Z3Ztc9NL0AKqAJVRVB4KFIlkFD6QisEUkry0AvkBw1UKhKtefjujte+24s3PdtrZ6SPIiUe781+vc5+7rvzna+nrHNt0N/SLTYdTNyizTRgnWu2r0HljenkxeI8yIEJjYCDRO9VbaYSt2juIUgvEVex2sL8NMvFsKqy6ask0GhHpx3dZMW6g6w2Jq6yznWbaXAzhvJw4irEVZpOsekUiavA3OCvgvgYOI6oNqCeajNtnevrXLOZ2nSw1S4QN2wnYDN1s1Naj7ogUE+xmRoGZHhdKewULbb9g1RivLYm/kmJ+Dd91fY1yjWRJG755TAUTKdsSfix1cZNB1NPsdqFlq9vdkrwoaxzLfx8nSLEZJ3r1FNj516Ej1KcUdPB5h4S8iTqfsL2Lbt5OEFzDzV283Dijd28CBQcXHwcsNmT+HEwh5a/BDGPvxQfAJ8jjLSZZrVxAzTXU6OrSwePjC+WFeFtcq3Wztfa+bqDDLfQ8LD4OojrXKysgIDTji6WSMIwEmgk0GCFMQQBruHQsGNt0+IeWXVzNYbOOXl7vwylM2u7eeLrtfaZuvOM6SO6r5hdvOblawxZXR16kIBHRrowzSzUUZRjJuDptqtTL/LIABkBtEnEFscGQ2tevs4L1n7RZIXGLt5gq1tBmTDFYDm7p8MT3vO9qrGLax1c66B6J2f6OCz99lSLz329tsEHHjl4Ns1UYwd/q0d+89ef3uvffvT5Px59eu/DO3+79/Dw8OFHv//jOx//98Gj/v3D/u1b/Q9eefsFy6uIhiDQPUh6pPRI6ZGSGTLp/wKyNv+ZB3zK88/a8eeddPGB7sbxymXYDtqM9ReJI/qURB0fwmegtQDkA7b1zsEwMo19XtKx0a7Yrm5xpd5BsdrtME8p5FJsDGRxDOdrMZV4Feqs2u3VVnv53H6u2s3VOijc+oep1FMzuB70iVDAsy2OCQs7ADUv4Bt/unr7s/cO//eXT/sPfvfuWwevd+//++6/Pnnwszdv+D9x/3z3vcP+h7f67196+8WWey7scCi2eed4WvFJ931J9rnT+j5Odr1jWi8ceWPiMseI9OsX0xFvih0nSRA3e8VxkB4pGSFb993Jz3/mAZ/y/LN2/HknXXzsqCAmai4yVH1yskdCx2QgymCFHmkO2uLN/AIeouWUqKdbXDECBLuIEzbwSItjUdANHhnFBBOmEq9E3YrtVFpOqdbN1bq5cB/yyCMXoDUi9cQ1AH1oMHgkvVR0fvvCnf7NW5/c/MU7P/rBzncO3uj+p//w0Wf3b7x18Nz3Ni9ef/nyGy9d/tX3v9mzbWfZ5LrJpUcq2fTIx5fLSI+ULBbZuu9Ofv4zD/iU55+148876eITeeQgJQlBO1rXHK5y44gwbEWVvKALJlfD55gBMoKcEeTAxmbYzyb5fIfyjjBD24UH07oVFd8QpoqNykGtCAt3wLFd1fYUcZqDPn5DAZxfFMJCiYTu2LCR+Ia7tHG1dPGX37544/lvXCDPvmgd/Jr/8/PbH/fv/vzd6+bzZ7deMZsXVqxLZdqumLu6xXSTh3GWHpkpjxxfIqVHShaGbN13Jz//mQd8yvPP2vHnnXTxiUskHSxtPCFuGH6KxVTYSB+ICp+R6eeMIBetO8zg9awSNqjUFnlHCAKJFmSTyCNtpwJlQ+LtlGHKUJSXRSIgZCh688pgYUMsRISpxh5qXFWaO3r9pSL54crmdn33zZfv9D/4e//9H//Bb21XW1er5k6JtivrbMX2ytAlyOSK6UuPTOGFk96X5+gAaGCdSKJHTpYxfVGw9aoSR3qkZIRs3XcnP/+ZB3zK88/a8eeddPEZMsg4CeOtqPBiZDysI4Qn2mEykqsmz6JXRblVHPdFepxH0sgjhyLMEWU5EhokzurX9gkRBez1DqoHuB7AzqDqOQfZ15abvGy2l7Y6a40rJbq30r2589pN57uvP2c7y023bDhaK1gxrhQJtPcM6+IRrHCgnjKVeqN035en0yPHlUjpkZJF4XSeCySTtfnPPOBTnn/Wjj/vpItPuNH0CGN45HBptgrJuQhsMdViJcurzPrqPe58h/bHVkdysQNRZuGDbLAB8E6LK4RhwhGN9Q/8Ih6fNUKPDJARhB5ZD5S6rzZ75aqHV/dyZkdvBJrhqeXtr9ac4mZwrnYFk86S2dFqDNNgqbqdp+1ylN9VRNb2KfVIqDY7QlId9BPnF8ccP/TMOpLFja6eRNrnzql98dXCsWxdw8eS5JHnr6lxpEdKRsjWfXfy8595wKc8/6wdf95JF59BAU205PHYnWuOjB8ZGbtfMkyYQjydeBXiLs/66j2BmPYJiTwakEGeFYX9XUAlR48TuuasT+qLEv99AJ5rQz7S7OhVF5kdbeP6cuXKl+t+vtlTmj2l5hSqLqp3i7UOWuOowRTbKz/rr7Uc6GakxJ/+S4/MjkeOI5HSIyULQ7buu5Of/8wDPuX5Z+348066+Igd/uJ98E5QSWMwWAwbul9ShqmnUrdE3WXqrM766j1ClECNN+C2oj+PKVSHJ/XB18AjTa5bcMqja0khYZm5fY7SQhkSEB5WEZlcre0hwy3UHGT6uHL5S1aQN/gZg5+puqjRVcruV84Gzxj7uOYUNvyz1rYOHkk9hUiPzLBHniyR0iMlEolEIpFkisl6XnovnM3ve2nXOyZBOKJ+gfqFMfcJPy3/S/LLJC9M64ut/fxGD2300Jjjv36gxJEeKZFIJBLJQrKYHjmruhkhkWP2lZl4fcwpeaSQyJF/P/9a8VikR0okEolE8jSwmB55WvnFJJLqqUX28Ygvqgmcki8mlU6fkkeKV0/2xSSkR0okEolEspBIjzxNjxzJPibr45x55Ej2cUx9lB4pkUgkEsliIz3ylPORcZVcGI8UL0mPlEgkEolEIlhMj5zZvuLDHvlY5mV95IhHPpYRj/w/t1yllqfF8ZwAAAAASUVORK5CYII=&quot; /&gt;&lt;br /&gt;L’ufficio stampa dell’I.I.S. Pomponio Leto di Teggiano (Sa)</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/2354024135533754378/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/pomponio-leto-e-la-festa-per-linfanzia.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2354024135533754378'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/2354024135533754378'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/pomponio-leto-e-la-festa-per-linfanzia.html' title='Pomponio Leto e la festa per l&#39;infanzia!'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-6719175745613955643</id><published>2011-11-07T06:58:00.001-08:00</published><updated>2011-11-07T06:58:37.636-08:00</updated><title type='text'>Il Pomponio Leto si mette in gioco</title><content type='html'>Il Pomponio Leto presenta il progetto scolastico:”I mezzi di comunicazione tra abuso mediatico e&lt;br /&gt;uso consapevole” rivolto a due classi del Liceo Delle Scienze Umane. Lo scopo del progetto è&lt;br /&gt;valorizzare l’Istituto di Teggiano, ma soprattutto far conoscere alla comunità l’impegno degli&lt;br /&gt;alunni che lo frequentano. Le classi coinvolte dovranno trasmettere la passione che profonderanno&lt;br /&gt;in questo lavoro.&lt;br /&gt;Questo progetto è diviso in due parti, una pratica e una teorica. Le alunne verranno divise in quattro&lt;br /&gt;redazioni: ufficio stampa, direzione artistica, redazione internet e produzione audio visiva. La parte&lt;br /&gt;pratica sarà svolta durante incontri extrascolastici e durerà fino al 7 Gennaio 2012 e sarà finalizzata&lt;br /&gt;alla realizzazione di materiale informativo e promozionale della scuola che verrà distribuito agli&lt;br /&gt;alunni frequentanti le classi terze delle scuole medie e alle loro famiglie e diffusi attraverso canali&lt;br /&gt;tradizionali e soprattutto Internet; è rivolto inoltre agli enti pubblici perché siano a conoscenza della&lt;br /&gt;presenza di una scuola valida, nella sua didattica e nelle sue attività extrascolastiche, impegnata in&lt;br /&gt;vari progetti e, nonostante la profonda crisi economica, tesa a diventare ancora più competente e a&lt;br /&gt;offrire una programma formativo sempre più di alto profilo. La parte teorica, invece, sarà svolta&lt;br /&gt;durante l’orario scolastico, tramite seminari teorici per un totale di venti ore, che prevederà&lt;br /&gt;testimonianze di professionisti del mondo della comunicazione. Inoltre, sarà data la possibilità ad&lt;br /&gt;alcune ragazze di partecipare a degli stage formativi presso le aziende partner del progetto, tra cui&lt;br /&gt;spicca UnoTvWeb che darà supporto tecnico alle azioni delle redazioni e offrirà la propria&lt;br /&gt;esperienza per interventi di formazione.&lt;br /&gt;I partecipanti saranno supervisionati e coordinati nelle loro attività redazionali e promozionali dal&lt;br /&gt;professor Enrico Vricella, la professoressa Paola Testaferrata e dai due consulenti esterni Piero&lt;br /&gt;Quagliariello e Gaetano Salvia.&lt;br /&gt;Il Dirigente Scolastico Olimpia Pasolini ha voluto affidare questo progetto ai ragazzi per&lt;br /&gt;incentivare la loro creatività e metterli a contatto con nuove esperienze.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/6719175745613955643/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/il-pomponio-leto-si-mette-in-gioco.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/6719175745613955643'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/6719175745613955643'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/11/il-pomponio-leto-si-mette-in-gioco.html' title='Il Pomponio Leto si mette in gioco'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-9053412580197441947</id><published>2011-10-14T04:07:00.000-07:00</published><updated>2011-10-14T04:07:04.095-07:00</updated><title type='text'>Censimento ISTAT</title><content type='html'>Per chiunque fosse interessato, anche se non sarebbe compito del CAF, posso aiutare nella compilazione e successiva spedizione del censimento ISTAT, moduli che sono destinati ad arrivare a tutte le famiglie italiane tra il 12 settembre ed il 22 ottobre, i quali devono essere spediti non oltre il 20 novembre. Si ricorda che non risponde al censimento dovrà pagare allo stato una sanzione, in base agli articoli artt. 7 e 11 del d.lgs. n. 322/1989, che varia da € 206,00 ad € 2065,00.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/9053412580197441947/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/10/censimento-istat.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9053412580197441947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/9053412580197441947'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/10/censimento-istat.html' title='Censimento ISTAT'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1915609464156782431.post-7713495061845685075</id><published>2011-10-05T10:33:00.000-07:00</published><updated>2011-10-11T02:23:34.309-07:00</updated><title type='text'>Servizi per imprese e famiglie</title><content type='html'>salve mi chiamo Vincenzo Tedesco, vivo a Teggiano. Ho aperto questo blog per farmi conoscere da più gente possibile per via del mio lavoro. Nelle vita mi occupo un pò di tutto, svolgo servizi CAF, PATRONATO, ASSICURAZIONI, CORSI PER SICUREZZA SUL LAVORO. Inoltre, non appena mi sarà concesso, potrò anche stipulare contratti finanziari, di leasing, mutui. Inoltre collabora con una società cooperativa la quale si occupa di facchinaggio, impresa di pulizia, servizi di posta, manutenzione di uffici ed edifici, ecc...Con la possibilità di ogni genere di consulenza.</content><link rel='replies' type='application/atom+xml' href='http://vincenzotedesco.blogspot.com/feeds/7713495061845685075/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/10/servizi-per-imprese-e-famiglie.html#comment-form' title='1 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/7713495061845685075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1915609464156782431/posts/default/7713495061845685075'/><link rel='alternate' type='text/html' href='http://vincenzotedesco.blogspot.com/2011/10/servizi-per-imprese-e-famiglie.html' title='Servizi per imprese e famiglie'/><author><name>Vincenzo Tedesco</name><uri>http://www.blogger.com/profile/16367695438377259867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry></feed>