<?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: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-4841628822767927467</id><updated>2012-02-15T09:42:28.497+01:00</updated><category term='Lavoro'/><category term='Morti sul lavoro'/><category term='Solidarietà'/><category term='Scuola'/><category term='Antonio Gramsci'/><category term='Iniziative'/><category term='Dal Molin'/><category term='Volantini'/><category term='Città di guerra'/><category term='Newsletter'/><category term='Presenza del Circolo in Città.'/><category term='Satira'/><category term='Partito'/><category term='Internazionale'/><category term='Audio Video'/><category term='Manifestazioni'/><category term='Il Circolo'/><category term='Basi militari'/><category term='Economia'/><category term='Comunicati'/><title type='text'>Partito della Rifondazione Comunista</title><subtitle type='html'>circolo Gramsci- Vicenza</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default?start-index=101&amp;max-results=100'/><author><name>Renato Augelli</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://farm1.static.flickr.com/71/218365930_6e922b891c.jpg?v=0'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>176</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-7429447393487222020</id><published>2012-02-09T18:50:00.004+01:00</published><updated>2012-02-11T07:57:19.534+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Scuola'/><category scheme='http://www.blogger.com/atom/ns#' term='Volantini'/><title type='text'>Noi ricordiamo tutto  (volantino distribuito alle scuole)</title><content type='html'>&lt;span style="font-size:130%;"&gt;Il 10 febbraio si celebra il Giorno del ricordo, istituito con la legge n. 92 del 30 marzo 2004, che concede anche un riconoscimento ai congiunti degli infoibati.&lt;br /&gt;&lt;br /&gt;Cosa è accaduto nella terra di Confine? Quale è la verità sul caso foibe? Esiste un processo di revisionismo storico?&lt;br /&gt;Ricordiamo alcuni fatti storici:&lt;br /&gt;•    furono 150.000 i deportati jugoslavi durante il periodo del terrore fascista nei campi di prigionia italiani;&lt;br /&gt;•    31 i campi di concentramento italiani disseminati tra Albania  e  litorale adriatico nei quali morirono circa 13.000 croati oltre a migliaia di ebrei, zingari ed oppositori politici;&lt;br /&gt;•    Nel 1942 vi è l’annessione della Slovenia sotto il comando dei generali Robotti e Roatta, dai cui dispacci si legge “si ammazza troppo poco…distruggere i paesi e sgomberare le popolazioni”.&lt;br /&gt;Per capire cosa accadeva nel 1945 dobbiamo considerare la situazione del 1945, alla fine di una guerra mondiale che aveva causato stragi, fame, distruzione e disperazione in tutta Europa e soprattutto del fatto che  in  Jugoslavia le autorità italiane erano fasciste ed avevano cercato di annullare le minoranze slovena e croata, non solo impedendo loro di parlare nella propria lingua, ma anche con la violenza, bruciando villaggi e deportando civili, vecchi, donne e bambini, che per la maggior parte morirono di stenti nei campi di prigionia come Arbe e Gonars.&lt;br /&gt;Dopo l’ 8 settembre’43, in Istria con il tracollo dell’esercito italiano e poi nel maggio 1945 a Gorizia, Trieste e Fiume, quando l’Esercito jugoslavo prese il controllo del territorio, vi furono arresti ed esecuzioni di centinaia di persone, esponenti del fascismo, militari e civili, anche vittime di rese dei conti e di vendette personali, alcuni gettati nelle cavità carsiche.&lt;br /&gt;&lt;br /&gt;Questo è il cosiddetto fenomeno delle foibe, ingigantito e  deformato agli occhi dell’opinione pubblica, in una operazione di revisionismo storico utile solo a riabilitare l’ideologia fascista.&lt;br /&gt;&lt;br /&gt;Dietro a tale ideologia, bandita dalla nostra Costituzione, si celano razzismo, antisemitismo, aggressioni violente ai danni di  attivisti politici, migranti ed omosessuali. Il fascismo ha portato ai massacri e gli eccidi compiuti in Jugoslavia, Albania, Grecia ed Africa. La Repubblica italiana è nata dalla Resistenza partigiana e dal sacrificio di migliaia di combattenti che lottarono per liberarla dal nazifascismo…&lt;br /&gt;perciò per noi è importante ricordare tutto!&lt;br /&gt;&lt;br /&gt;Circolo Gramsci- PRC Vicenza                                                            &lt;br /&gt;Giovani comunisti/e&lt;br /&gt;&lt;br /&gt;                                                                               &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-7429447393487222020?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/7429447393487222020/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=7429447393487222020' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7429447393487222020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7429447393487222020'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/02/noi-ricordiamo-tutto.html' title='Noi ricordiamo tutto  (volantino distribuito alle scuole)'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-2657136189367900886</id><published>2012-02-08T08:54:00.005+01:00</published><updated>2012-02-08T08:57:24.240+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Manifestazioni'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><title type='text'></title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-hukIEs1UyDE/TzIqUFM8yeI/AAAAAAAAAYU/0DbMGum_Gt8/s1600/18FEB2012-banner.gif"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 92px;" src="http://1.bp.blogspot.com/-hukIEs1UyDE/TzIqUFM8yeI/AAAAAAAAAYU/0DbMGum_Gt8/s320/18FEB2012-banner.gif" alt="" id="BLOGGER_PHOTO_ID_5706670202314082786" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(255, 255, 255);font-size:180%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;p style="margin-top: 5px; margin-bottom: 0pt; color: rgb(255, 255, 255);"&gt; &lt;span style="font-size:180%;"&gt;&lt;b&gt; &lt;span style="color: rgb(255, 255, 255);"&gt;A causa delle condizioni meteo che coinvolgono tutto il  territorio nazionale,&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin-top: 5px; margin-bottom: 0pt; color: rgb(255, 255, 255);"&gt; &lt;span style="font-size:180%;"&gt;&lt;span style="font-family:Tahoma;"&gt;&lt;b&gt;la manifestazione prevista  per l'11 &lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family:Tahoma;"&gt;è spostata al 18  febbraio 2012&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin-top: 5px; margin-bottom: 0"&gt;   &lt;span style="color: rgb(255, 255, 255);font-size:180%;" &gt;partenza con i Pullman dal Piazzale della Valbruna alle ore 5.30&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-2657136189367900886?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/2657136189367900886/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=2657136189367900886' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/2657136189367900886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/2657136189367900886'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/02/causa-delle-condizioni-meteo-che.html' title=''/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-hukIEs1UyDE/TzIqUFM8yeI/AAAAAAAAAYU/0DbMGum_Gt8/s72-c/18FEB2012-banner.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-7000238962417021852</id><published>2012-02-05T09:00:00.016+01:00</published><updated>2012-02-05T13:21:21.065+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Il Circolo'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Economia'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><title type='text'>volantinaggio contro la politica del governo Monti e verso la manifestazione dell'11 febbraio</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-Klfu7xjqwOc/Ty50JVh1fVI/AAAAAAAAAYI/4BcDy3dwIso/s1600/DSCN1583.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 106px;" src="http://3.bp.blogspot.com/-Klfu7xjqwOc/Ty50JVh1fVI/AAAAAAAAAYI/4BcDy3dwIso/s200/DSCN1583.JPG" alt="" id="BLOGGER_PHOTO_ID_5705625481671703890" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-LAvRQ7MWQEU/Ty4_N74LQlI/AAAAAAAAAX8/SmFgX0456Lk/s1600/DSCN1578.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 118px;" src="http://3.bp.blogspot.com/-LAvRQ7MWQEU/Ty4_N74LQlI/AAAAAAAAAX8/SmFgX0456Lk/s200/DSCN1578.JPG" alt="" id="BLOGGER_PHOTO_ID_5705567286569157202" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-xNNVPNrppBc/Ty4-6ixtTSI/AAAAAAAAAXw/q2aXkaIBW-Y/s1600/DSCN1585.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 180px;" src="http://4.bp.blogspot.com/-xNNVPNrppBc/Ty4-6ixtTSI/AAAAAAAAAXw/q2aXkaIBW-Y/s200/DSCN1585.JPG" alt="" id="BLOGGER_PHOTO_ID_5705566953413627170" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Sabato pomeriggio abbiamo distribuito volantini in centro per spiegare chi paga davvero la politica del Governo Monti e pubblicizzare le ragioni della manifestazione nazionale dell'11 Febbraio indetta dalla Fiom.&lt;br /&gt;Nonostante il freddo intenso c'è chi si ferma a parlare.&lt;br /&gt;I giovani, i pensionati ed i lavoratori con cui parliamo, esprimono tutti lo stesso punto di vista: "monotona" è questa politica che difende i privilegi, altro che il posto fisso.&lt;br /&gt;La frase infelice pronunciata da Monti ha destato parecchia indignazione sia da parte di lavoratori e pensionati, sia tra i giovani che non intendono rassegnarsi ad un futuro di precarietà. Altro che antagonismo tra generazioni!&lt;br /&gt;Nessuno crede che così si possa salvare davvero il Paese.&lt;br /&gt;Continueremo nei prossimi giorni con volantinaggi e gazebo di informazione.&lt;br /&gt;Raccogliamo intanto adesioni per la manifestazione dell'11 febbraio, un segnale importante di opposizione, in continuità con la grande iniziativa del 16 ottobre 2010, quando in centinaia di migliaia manifestammo a Roma per rimettere al centro le ragioni dei lavoratori.&lt;br /&gt;C'è bisogno di un nuovo protagonismo dei lavoratori e degli studenti. Riprendiamoci la parola!&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-7000238962417021852?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/7000238962417021852/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=7000238962417021852' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7000238962417021852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7000238962417021852'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/02/sabato-pomeriggio-abbiamo-distribuito.html' title='volantinaggio contro la politica del governo Monti e verso la manifestazione dell&apos;11 febbraio'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Klfu7xjqwOc/Ty50JVh1fVI/AAAAAAAAAYI/4BcDy3dwIso/s72-c/DSCN1583.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-7929115248439243636</id><published>2012-01-27T08:49:00.004+01:00</published><updated>2012-01-27T08:59:35.275+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Manifestazioni'/><title type='text'>Giornata della memoria</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-1q62rRgLIDU/TyJX6GbTSTI/AAAAAAAAAUo/E81dpt5_Qs0/s1600/Bundesarchiv_Bild_175-04413%252C_KZ_Auschwitz%252C_Einfahrt.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 252px;" src="http://4.bp.blogspot.com/-1q62rRgLIDU/TyJX6GbTSTI/AAAAAAAAAUo/E81dpt5_Qs0/s400/Bundesarchiv_Bild_175-04413%252C_KZ_Auschwitz%252C_Einfahrt.jpg" alt="" id="BLOGGER_PHOTO_ID_5702216733873621298" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Il 27 gennaio 1945 il campo di concentramento di Auschwitz fu liberato dalle truppe sovietiche dell'armata rossa.&lt;br /&gt;Quella data viene celebrata come giornata della memoria per ricordare lo sterminio di milioni di ebrei, comunisti, omosessuali, di oppositori e di "diversi" compiuto dai nazi-fascisti.&lt;br /&gt;La storia può essere riscritta, la memoria cancellata o normalizzata se le coscienze si assopiscono e si smette di lottare.&lt;br /&gt;Tenere viva la memoria per noi non è un esercizio di stanca retorica ma significa&lt;br /&gt;lottare tutti i giorni contro l’ingiustizia a fianco degli oppressi e dei perseguitati per costruire un mondo nuovo dove non ci siano più nè sfruttamento nè oppressione.&lt;br /&gt;L' alternativa da costruire dal basso!&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-7929115248439243636?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/7929115248439243636/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=7929115248439243636' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7929115248439243636'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7929115248439243636'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/01/giornata-della-memoria.html' title='Giornata della memoria'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-1q62rRgLIDU/TyJX6GbTSTI/AAAAAAAAAUo/E81dpt5_Qs0/s72-c/Bundesarchiv_Bild_175-04413%252C_KZ_Auschwitz%252C_Einfahrt.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-4237609798308726863</id><published>2012-01-21T20:44:00.005+01:00</published><updated>2012-01-21T20:52:46.649+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Economia'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><category scheme='http://www.blogger.com/atom/ns#' term='Volantini'/><title type='text'>CONTRO IL GOVERNO MONTI perché …</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-Sg-iqTNJLy4/TxsWrpzLjMI/AAAAAAAAAUc/dx6phEWXwwQ/s1600/index.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 251px;" src="http://3.bp.blogspot.com/-Sg-iqTNJLy4/TxsWrpzLjMI/AAAAAAAAAUc/dx6phEWXwwQ/s400/index.jpg" alt="" id="BLOGGER_PHOTO_ID_5700174692578200770" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:130%;"&gt;...la manovra del governo Monti si aggiunge a quelle del governo Berlusconi continuando con la stessa politica: il totale delle tre  manovre del 2011 varrà quasi 50 miliardi nel 2012,76 nel 2013,81 nel 2014. Sono cifre enormi !&lt;br style="font-weight: bold;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(255, 255, 0);"&gt;Si colpiscono le pensioni, si aumentano le tasse (come quella  sulla casa), si fanno lievitare i prezzi e così si colpisce  di più chi ha di meno (con gli aumenti dell’accisa sui carburanti e dell’IVA), aumenta anche l’addizionale Irpef, tassa piatta e perciò iniqua.&lt;/span&gt;&lt;br style="font-weight: bold; color: rgb(255, 255, 0);"&gt;&lt;span style="font-weight: bold; color: rgb(255, 255, 0);"&gt;Non si colpiscono realmente i grandi patrimoni.&lt;/span&gt;&lt;br style="font-weight: bold;"&gt;&lt;br /&gt;La manovra, infatti, viene pagata per l’80% da lavoratori e pensionati, per il 15% dai redditi  alti e solo per il 5% dai ricchi.&lt;br /&gt;E’ una situazione scandalosamente iniqua: nel nostro paese l’1% della popolazione, i ricchissimi, possiede il 60 % del patrimonio immobiliare e finanziario. Queste manovre non sono solo ingiuste, ma anche recessive, cioè aggravano la crisi. Se si contrae l’economia e diminuiscono il Pil e le entrate fiscali,  il debito crescerà.  Ciò comporterà  nuova disoccupazione, in una situazione già gravissima con quasi un milione di posti di lavoro persi dall’inizio della crisi, la disoccupazione giovanile oltre il 30% e le possibilità di lavoro delle ragazze e dei ragazzi bloccate dall’intervento sulle pensioni.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(255, 255, 0);"&gt;Le banche lucrano, gli stati si indebitano, i lavoratori pagano.&lt;/span&gt;&lt;br /&gt;Il debito è cresciuto in Europa per salvare le grandi finanziarie, a rischio per le operazioni speculative fatte. Monti in Europa si è schierato contro ogni modifica del ruolo della BCE e a favore dell’ Euro Austerity, cioè di quelle politiche secondo cui ogni anno il debito eccedente il 60% del Pil dovrebbe essere ridotto di un ventesimo. Per l’Italia significano avanzi di bilancio di 45  miliardi l’anno, per vent’anni. Sono politiche folli, che precipiterebbero l’Italia e l’Europa in una recessione senza precedenti, e distruggerebbero, con tagli feroci, ogni diritto sociale.&lt;br /&gt;Il secondo tempo di questa politica, che dovrebbe essere dedicato alla “crescita” è iniziato con un nuovo attacco all’articolo 18, quello che protegge i lavoratori dai licenziamenti ingiusti, si modifica il mercato del lavoro, all’insegna della flessibilità (“contratti di inserimento”, meno regole per i datori di lavoro, mano libera ai licenziamenti).  Il governo inoltre vara le  privatizzazioni (liberalizzazioni) contro i 27 milioni di italiani che con il referendum hanno detto che non solo l’acqua ma anche i servizi locali sono beni comuni.&lt;br /&gt;&lt;br /&gt;Noi diciamo che :&lt;br /&gt;l’articolo 18 non va toccato, mentre va abrogato l’articolo 8 con cui il governo Berlusconi ha reso possibile derogare al contratto nazionale e ai diritti del lavoro, aiutando la Fiat ad espellere dalle fabbriche la Fiom.  Va abolita la legge 30 (sono 46 oggi  le tipologie di rapporti di lavoro, che creano la precarietà).  Sono necessarie politiche industriali pubbliche per creare posti di lavoro e riqualificare l’apparato produttivo, è necessaria la riconversione ecologica dell’economia, tagliare le spese militari, bloccare le grandi opere inutili e devastanti come l’alta velocità,  combattere davvero la speculazione,&lt;br /&gt;&lt;br /&gt;è necessario costruire una alternativa a partire dalle prossime scadenze di lotta:&lt;br /&gt;lo &lt;span style="color: rgb(255, 255, 0);"&gt;SCIOPERO GENERALE INDETTO DAI SINDACATI DI BASE PER VENERDÌ 27 GENNAIO e la MANIFESTAZIONE NAZIONALE DELLA FIOM DI SABATO 11 &lt;/span&gt;FEBBRAIO.&lt;br /&gt;Costruiamo dal basso l’opposizione a queste politiche  e l’alternativa a questo sistema!&lt;br /&gt;&lt;br style="font-style: italic;"&gt;&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 255, 51);"&gt;Circolo“Antonio Gramsci” Partito della RIFONDAZIONE COMUNISTA                                     VICENZA&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(255, 255, 51);"&gt;                                             &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;br style="font-style: italic;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-4237609798308726863?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/4237609798308726863/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=4237609798308726863' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4237609798308726863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4237609798308726863'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/01/contro-il-governo-monti-perche.html' title='CONTRO IL GOVERNO MONTI perché …'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Sg-iqTNJLy4/TxsWrpzLjMI/AAAAAAAAAUc/dx6phEWXwwQ/s72-c/index.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-3767347895548166122</id><published>2012-01-18T21:00:00.002+01:00</published><updated>2012-01-18T21:04:25.970+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Il Circolo'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><title type='text'>No agli annunciati tagli al personale del Comune di Vicenza</title><content type='html'>&lt;p style="margin: 0px; padding: 0px;"&gt;Il  Circolo Gramsci del PRC di Vicenza esprime la propria solidarietà ai  lavoratori precari del Comune che si trovano in questi giorni a veder  messo a rischio il proprio posto di lavoro, come annunciato dal Sindaco  Variati. E' necessario difendere quei posti di lavoro ed insieme la  qualità del servizio.&lt;br /&gt;I tagli di personale,  infatti, andrebbero a   penalizzare  i servizi educativi e sociali andando a colpire ancora una  volta il servizio pubblico a vantaggio di quello privato.&lt;br /&gt;Una  questione che riguarda quindi migliaia di lavoratori vicentini che  mandano i propri figli alle scuole materne ed ai nidi comunali, ed in  particolare le donne che degli effetti dai tagli ai servizi sono sempre  maggiormente penalizzate (come lavoratrici, come madri e per il lavoro  di assistenza agli anziani).&lt;br /&gt;Non è sufficiente che il sindaco Achille  Variati  manifesti il proprio dissenso rispetto a queste scelte: il  primo atto concreto da fare subito è incontrare i lavoratori e le loro  rappresentanze sindacali e spiegare quali strategie l'amministrazione  comunale intende adottare per evitare tutto questo.&lt;br /&gt;Le riduzioni del  personale, le esternalizzazioni, la diminuzione della sicurezza sociale  non sono dovute a “calamità naturali” ma a precise scelte politiche,  le  stesse che hanno imposto agli Enti locali il patto di stabilità dettato  dalla UE di Maastricht .&lt;br /&gt;Per uscirne è necessario creare una  alternativa a partire dall’unità tra i lavoratori e gli utenti del  servizio, i cui interessi coincidono, bisogni e diritti che però non  sono contemplati dalle disposizioni del governo Monti e dalle scelte di  risparmio annunciate dall’Amministrazione comunale.&lt;/p&gt;&lt;p style="margin: 0px; padding: 0px;"&gt;Insieme alle forze sindacali ed agli utenti del servizio, intendiamo difendere quei bisogni e quei diritti.&lt;/p&gt;&lt;p style="margin: 0px; padding: 0px;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin: 0px; padding: 0px;"&gt;Per il Circolo "Gramsci" del Partito della Rifondazione comunista,&lt;/p&gt;Claudia Rancati.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-3767347895548166122?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/3767347895548166122/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=3767347895548166122' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3767347895548166122'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3767347895548166122'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/01/no-agli-annunciati-tagli-al-comune-di.html' title='No agli annunciati tagli al personale del Comune di Vicenza'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-8599058081306251293</id><published>2012-01-16T13:51:00.010+01:00</published><updated>2012-01-16T15:02:34.819+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Partito'/><title type='text'>I documenti finali del Comitato politico nazionale del 14 e 15 gennaio</title><content type='html'>&lt;div style="text-align: justify; color: rgb(0, 0, 0);"&gt;&lt;span style="font-weight:bold;font-size:130%;" &gt;COSTRUIRE L’OPPOSIZIONE AL GOVERNO MONTI&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;Il CPN impegna il partito a sviluppare l’opposizione al governo Monti in direzione della costruzione di una opposizione di sinistra al governo e – all’interno di questa – dell’aggregazione della sinistra di alternativa. Il governo Monti è un governo costituente, dobbiamo far diventare l’opposizione una opposizione costituente. Vi è quindi una relazione strettissima tra qualificazione dell’opposizione alle politiche del governo e costruzione della sinistra di alternativa.&lt;br /&gt;Per costruire una opposizione efficace è necessario partire del carattere iniquo e classista delle politiche messe in campo dal governo. La nostra azione di spiegazione, denuncia e di organizzazione del conflitto si deve saldare in modo strettissimo alla messa in discussione dei presupposti ideologici con cui questa politica antipopolare viene giustificata.&lt;br /&gt;La forza principale del governo Monti è data infatti dalla presunta neutralità delle ricette neoliberiste che il governo applica. Dobbiamo quindi costruire una campagna sociale in cui punti fondanti siano dati dalla nella demistificazione del carattere ideologico e classista delle politiche del governo e dalla prefigurazione chiara di una alternativa possibile. Occorre quindi accompagnare la denuncia dell’ingiustizia sociale alla “critica dell’economia politica” e alla indicazione dell’alternativa.&lt;br /&gt;In secondo luogo occorre rafforzare la presenza del partito all’interno dei conflitti sociali. Questo deve avvenire potenziando e generalizzando l’iniziativa che abbiamo definito di partito sociale (mutualismo, solidarietà etc.) e potenziando il lavoro di presenza diretta nei conflitti e di relazioni con le organizzazioni sindacali a partire dalla Cgil e dal sindacalismo di base. Da questa partecipazione attiva deve scaturire in tempi rapidi una inchiesta sulla modifica delle soggettività sociali che avviene nella crisi ed in particolare all’interno dei conflitti. Dobbiamo infatti approfondire la riflessione sulle modalità concrete con cui è possibile costruire un blocco sociale dell’alternativa all’interno di questa crisi.&lt;br /&gt;Per questo i principali impegni immediati che abbiamo sono:&lt;br /&gt;- l’organizzazione concreta de la campagna “Paghi chi non ha mai pagato” con volantinaggi, presenze nei territori e sui luoghi di lavoro, e con la costruzione di assemblee pubbliche in tutte le città, che si pongano l’obiettivo di raccogliere le forze che si oppongono al governo sul piano sociale, politico e culturale. Assemblee da realizzare ovunque possibile come Federazione della Sinistra.&lt;br /&gt;- la mobilitazione del 20 in occasione dell’incontro Merkel Sarkozy Monti.&lt;br /&gt;- l’ iniziativa del 22 a Milano contro la manovra.&lt;br /&gt;- il sostegno allo sciopero generale indetto dai sindacati di base il 27 gennaio.&lt;br /&gt;- la promozione della massima partecipazione alla manifestazione della Fiom dell ’11 febbraio.&lt;br /&gt;- l’iniziativa contro il debito a Milano, il 10 marzo.&lt;br /&gt;&lt;/span&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;Approvato con due emendamenti accolti che verranno integrati dalla Segreteria relativi ai temi della democrazia in difesa della Costituzione e alla prossime elezioni Amministrative.&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;Proposta di odg alternativo presentato dai compagni/e del documento 2 e del doc. 3.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Il quadro economico vede l’accumularsi di indicatori negativi. A quattro anni dall’esplodere della crisi siamo ben lontani dal ristabilimento dell’equilibrio. Al contrario le politiche messe in atto (salvataggio e sostegno delle banche e del sistema finanziario, politiche di austerità di portata senza precedenti da generazioni) non fanno altro che preparare l’esplosione di nuove contraddizioni. La crisi dei debiti sovrani è la conseguenza diretta di queste politiche, aggravata pesantemente in Europa dalle rigidità imposte dalla moneta unica. Quasi ovunque i livelli di profitti, investimenti, consumi, utilizzo degli impianti produttivi, sono ben al di sotto dei valori pre-crisi, per non parlare dell’aumento della disoccupazione. Le manovre di austerità aggraveranno pesantemente le tendenze recessive, il 2012 sarà un nuovo anno di recessione per molti paesi fra i quali l’Italia. Le crisi aziendali si aggravano e si estendono, non si vede all’orizzonte il segno di una inversione di tendenza.&lt;br /&gt;L’azione del governo Monti prosegue a ritmi rapidi, dopo l’affondo su pensioni e tasse si prepara a tappe forzate una “fase 2” fatta di attacco ai diritti del lavoro e liberalizzazioni spinte che calpestano apertamente l’esito referendario, i contratti nazionali e preparano un nuovo giro di svendita del patrimonio pubblico. Nel frattempo il governo ratifica l’accordo separato in Fincantieri, assiste da spettatore alla espulsione della Fiom dalle fabbriche Fiat, non si sogna di rimettere in discussione l’art. 8 e la conseguente demolizione di fatto del contratto nazionale.&lt;br /&gt;La forza con la quale il governo prosegue non deriva da un diffuso consenso popolare, bensì dalla dinamica politica che ha presieduto la sua stessa nascita. Il ricatto incrociato che paralizza le forze parlamentari, nessuna delle quali ha la possibilità di togliere il sostegno all’esecutivo, conferisce a questo governo un elevato livello di indipendenza dal contesto sociale, tale da poter esprimere in forma diretta gli interessi e il programma del grande capitale nazionale e internazionale, pressoché senza mediazioni.&lt;br /&gt;In questo contesto il Pd, con il sostegno al governo “tecnico” di Monti, palesa pienamente il suo ruolo e la sua funzione di strumento politico istituzionale attraverso cui i poteri forti esprimono i loro diretti interessi. Le riforme strutturali, quali la riforma delle pensioni e del mercato del lavoro, sono necessarie alla continuità del sistema capitalistico ed alla sua ristrutturazione e non potrebbero realizzarsi senza l’appoggio del Pd che risulta determinante sia in parlamento sia nel contesto sociale e culturale per la sua funzione di normalizzatore del dissenso.&lt;br /&gt;Il governo Monti e le forze che lo sostengono tentano ora di trasferire questo schema al corpo sociale, annullando ogni possibile elemento di resistenza. Al di là degli elementi di contorno che colpiscono alcuni settori delle professioni e della piccola borghesia (alcuni dei quali peraltro con pesanti ricadute sociali anche sui lavoratori, si veda ad es. la liberalizzazione delle aperture degli esercizi commerciali che strangola la piccola distribuzione e sottopone i lavoratori a cicli lavorativi sempre più insostenibili), il bersaglio grosso è il movimento sindacale.&lt;br /&gt;Il Prc affronta questa fase di cambiamenti storici a partire da una situazione politica e organizzativa deteriorata; tanto più è essenziale che la nostra linea si basi saldamente sui fattori decisivi e di fondo, senza lasciarci condizionare da elementi superficiali ed episodici.&lt;br /&gt;Negli anni ’90, con gli accordi di luglio 1993, le burocrazie sindacali ritennero di poter difendere il proprio ruolo e la propria esistenza dissociandolo dalle condizioni materiali dei lavoratori. Oggi anche questo schema deteriore, che ha portato i salari italiani ai livelli più bassi e il movimento sindacale a una lunga deriva concertativa, risulta intollerabile per il capitalismo italiano.&lt;br /&gt;La chiave della situazione attuale sulla quale fondare la nostra azione è precisamente questa: lo scarto stridente tra la portata dell’attacco, la profondità del cambiamento in atto, e la linea attualmente dominante nel movimento operaio, incapace di porsi all’altezza della sfida. Questo elemento esiste anche a livello di massa, la coscienza diffusa è riluttante ad accettare che la crisi non è fatto temporaneo, che la fine di garanzie e condizioni acquisite da generazioni è un pericolo reale; tuttavia è nelle burocrazie, nei gruppi dirigenti sempre più staccati dalle condizioni reali e che vivono nel passato, che tale conservatorismo si esprime nella forma più chiara.&lt;br /&gt;Ciò è nettamente visibile negli orientamenti assunti dal gruppo dirigente della Cgil, che continua a immaginare un dialogo ragionevole col governo, traguarda alla scadenza elettorale del 2013 come a una terra promessa, insomma fa tutto tranne che parlare ai lavoratori, spiegare la reale situazione e creare le condizioni per una battaglia in campo aperto. Ciò rende ancora più difficile l’azione della Fiom, che da una parte.è protagonista di lotte prolungate e in forme radicali (Fincantieri) e dall’altra manifesta una difficoltà e un’incertezza visibili nel promuovere lotte analoghe a livello nazionale contro la Fiat e il governo, basandosi suulla forza dei lavoratori, a partire dai settori più combattivi e/o meno esposti alla crisi,&lt;br /&gt;Il punto di fondo è che nonostante tutti i tentativi, nessun compromesso è possibile con questo governo, neppure sulle basi moderate e rinunciatarie alle quali sono disposti a scendere i dirigenti della Cgil (per non parlare di Cisl e Uil). Ciò che governo e padroni chiedono non è un accordo, sia pure al ribasso, ma una resa senza condizioni. Questa è la realtà che si impone con sempre maggior chiarezza a settori crescenti di lavoratori che si rendono protagonisti di vertenze che, al di là della loro maggiore o minore consistenza numerica, si caratterizzano sempre più per la diffusione di forme di lotta ad oltranza, di occupazioni, di casse di resistenza, di lotte al di fuori della “rappresentazione del conflitto” alla quale troppo spesso abbiamo dovuto assistere in passato. Si diffonde la consapevolezza che il rapporto di forza è solo quello che si conquista sul campo, in una fase nella quale non solo la sinistra politica è frantumata, ma le stesse rendite di posizione delle burocrazie sindacali sono minate fin dalle fondamenta.&lt;br /&gt;È questa la lezione di Fincantieri, di Jabil, di Wagon Lits, delle cooperative Esselunga, della Elnagh e di tante e tante altre lotte sparse sul territorio; non a caso sono spesso i presidi di queste lotte a diventare punti di riferimento e sede di dibattito e di iniziativa, proprio per la debolezza o l’assenza di altri riferimenti credibili.&lt;br /&gt;In questa situazione sono evidenti gli elementi di debolezza del movimento in generale, che saranno acuiti dalla crisi, ma anche i punti di dinamicità, ed è su questi che ci dobbiamo basare se vogliamo dare una prospettiva credibile di rilancio del partito e uscita dalla sua lunga crisi.&lt;br /&gt;È con questa prospettiva generale che assumiamo le scadenze di mobilitazione, a partire dalla manifestazione della Fiom convocata per l’11 febbraio e dalla campagna contro l’esclusione dal gruppo Fiat.&lt;br /&gt;Il cpn considera centrale per il partito l’impegno per la riuscita della manifestazione indetta per il 10 marzo a Milano dal comitato No Debito. Riteniamo fondamentale sostenere quella che ad oggi è l’unica convocazione, assieme allo sciopero di parte del sindacalismo di base per il 27 gennaio, che si pone in chiara opposizione al governo e che apre la discussione sulla necessità di rompere le compatibilità rifiutando di pagare il debito pubblico. È necessario lavorare sia alla riuscita dell’iniziativa, sia alla costruzione di un dibattito nelle forze della sinistra, dei movimenti e soprattutto nel movimento operaio e giovanile, che metta al centro l’elaborazione di una piattaforma programmatica chiaramente antisistema, al di fuori di ogni illusione di “default concordato” o di rinegoziazione del debito all’interno del quadro dato&lt;br /&gt;L’impegno per le prossime scadenze amministrative deve essere legato a questo quadro: lavoriamo a costruire liste e candidature che siano espressione riconoscibile del movimento operaio, e di uno schieramento alternativo alle forze che sostengono il governo Monti, che al centro della propria piattaforma programmatica pongano i bisogni sociali, le lotte operaie e di resistenza alla crisi, il rifiuto del patto di stabilità interno e la difesa ed estensione della gestione dei servizi pubblici e delle utilities. È questa l’unica proposta credibile per dare consistenza alla battaglia per la difesa dell’esito referendario, apertamente minacciato dall’attacco del governo sulle liberalizzazioni e che non può essere difeso solo con scelte affidate alle amministrazioni locali all’interno di vincoli di bilancio che rendono obbligata la via delle dismissioni e dei tagli.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;Mara Armellin, Franco Bavila, Claudio Bellotti, Claudio Bettarello, Donatella Bilardi, Maria Lucia Bisetti, Serena Capodicasa (cng), Pasquale D’Angelo, Leda Di Santo, Antonio Erpice, Lucia Erpice, Alessandro Giardiello, Francesco Giliani, Patrizia Granchelli, Luisa Grasso, Domenico Loffredo, Simona Lorenzoni (cng), Lidia Luzzaro, Mattero Malerba, Antonello Manocchio, Luigi Minghetti (cng), Sonia Previato, Claudia Rancati, Jacopo Renda, Dario Salvetti, Sandro Targetti, Marco Veruggio, Ilich Vezzosi&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;respinto con 23 voti a favore.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-8599058081306251293?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/8599058081306251293/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=8599058081306251293' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/8599058081306251293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/8599058081306251293'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2012/01/i-documenti-finali-del-comitato.html' title='I documenti finali del Comitato politico nazionale del 14 e 15 gennaio'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-538986637269065853</id><published>2011-12-23T13:50:00.002+01:00</published><updated>2011-12-23T20:37:48.420+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Il Circolo'/><title type='text'>Auguri di buone feste dalle compagne e dai compagni del Circolo Gramsci !</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-Iqugt52WDAc/TvR5QJ94qpI/AAAAAAAAATs/53Fparx9WG0/s1600/per%2Bun%2Bmondo%2Bdverso.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 260px;" src="http://3.bp.blogspot.com/-Iqugt52WDAc/TvR5QJ94qpI/AAAAAAAAATs/53Fparx9WG0/s400/per%2Bun%2Bmondo%2Bdverso.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5689305547736132242" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-538986637269065853?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/538986637269065853/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=538986637269065853' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/538986637269065853'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/538986637269065853'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/12/auguri-di-buone-feste.html' title='Auguri di buone feste dalle compagne e dai compagni del Circolo Gramsci !'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Iqugt52WDAc/TvR5QJ94qpI/AAAAAAAAATs/53Fparx9WG0/s72-c/per%2Bun%2Bmondo%2Bdverso.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-7956270668932590284</id><published>2011-12-16T21:13:00.006+01:00</published><updated>2011-12-16T21:23:06.464+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Solidarietà'/><category scheme='http://www.blogger.com/atom/ns#' term='Manifestazioni'/><title type='text'>Manifestazione contro il razzismo sabato  a Vicenza</title><content type='html'>NO AL RAZZISMO-NO AL FASCISMO&lt;br /&gt;DIRITTO DI CITTADINANZA&lt;br /&gt; DIRITTO  DI UGUAGLIANZA&lt;br /&gt;DIRITTO AL LAVORO&lt;br /&gt;MANIFESTAZIONE &lt;br /&gt;SABATO  17 DICEMBRE ORE 15&lt;br /&gt;VICENZA  concentramento in piazzale stazione.&lt;br /&gt;&lt;br /&gt;Firenze è stata teatro di una gravissima aggressione razzista ai danni di alcuni ambulanti senegalesi due dei quali sono stati uccisi a colpi di pistola e tre sono rimasti gravemente feriti ad opera di un personaggio noto negli ambienti dell’estrema destra razzista, che poi al termine dell’operazione si è sparato.&lt;br /&gt;Siamo sicuri, visti anche gli episodi di Torino, che ci sia chi mesta nel torbido e sia il frutto di anni di propaganda xenofoba e razzista portata avanti da quelle forze politiche che hanno governato il nostro paese, una campagna urlata a più riprese contro ogni diversità questo per  spostare l’attenzione  per il grave disagio sociale presente nel paese a seguito dei dettami e dei tagli imposti dalla BCE, cercando di instillare odio e &lt;br /&gt;pregiudizio verso i migranti, urlando che la colpa della situazione del paese è loro. &lt;br /&gt;Nell’esprimere la nostra più totale solidarietà ed il nostro appoggio alla Comunità Senegalese, invitiamo tutte le forze democratiche ed antifasciste a rilanciare un’ampia mobilitazione per respingere con forza ogni forma di razzismo ed isolare quelle forze neofasciste e xenofobe che troppo spesso cercano anche protette dall’autorità costituita di rialzare la testa.&lt;br /&gt;&lt;br /&gt;Non ci sono colori della pelle che tengano, non ci sono diversità di paese di origine:  QUESTO UNO DEI MOMENTI CHE BISOGNA ALZARE LA TESTA, COSTRUIRE UNA UNITA' E UNA SOLIDARIETA' TRA LE PERSONE CHE VENGONO COLPITE DALLA CRISI ECONOMICO-FINANZIARIA.&lt;br /&gt;&lt;br /&gt; Contro il razzismo per la pari dignita' tra tutti i cittadini e cittadine &lt;br /&gt; riconoscimento di cittadinanza  italiana per i figli dei migranti  nati in Italia&lt;br /&gt; concessione del permesso di soggiorno non più legato al lavoro&lt;br /&gt; togliere le leggi sulla casa che discriminano i migranti&lt;br /&gt; riscatto anche nel loro paese per i contributi inps&lt;br /&gt; diritto di voto per i migranti&lt;br /&gt; no alla manovra Monti.&lt;br /&gt;coordinamento migranti  usb&lt;br /&gt;coordinamento stranieri&lt;br /&gt;unione migranti in italia&lt;br /&gt;vicenzabenecomune   &lt;br /&gt;donne in rete per la pace&lt;br /&gt;Pdci &lt;br /&gt;Partito della Rifondazione Comunista-Vicenza&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-7956270668932590284?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/7956270668932590284/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=7956270668932590284' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7956270668932590284'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7956270668932590284'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/12/manifestazione-contro-il-razzismo.html' title='Manifestazione contro il razzismo sabato  a Vicenza'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-3583303770400390885</id><published>2011-12-08T07:33:00.007+01:00</published><updated>2011-12-08T07:52:00.046+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Scuola'/><category scheme='http://www.blogger.com/atom/ns#' term='Manifestazioni'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><title type='text'>scioperiamo e partecipiamo alle mobilitazioni di lunedì 12 dicembre contro la manovra di Monti!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-Fn43sXZ4RMU/TuBceXpairI/AAAAAAAAATg/0k0NodG7-l4/s1600/111206basta.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 198px; height: 278px;" src="http://2.bp.blogspot.com/-Fn43sXZ4RMU/TuBceXpairI/AAAAAAAAATg/0k0NodG7-l4/s400/111206basta.gif" alt="" id="BLOGGER_PHOTO_ID_5683644406555118258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Manifestazione studentesca al mattino e presidio davanti alla Prefettura di Vicenza alle ore 16:&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-size:130%;"&gt;Per dire no alla manovra del Governo Monti!&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:130%;"&gt;Perchè non possiamo accettare che si colpiscano ancora una volta le pensioni e lo stato sociale!&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:130%;"&gt;Perchè paghi chi non ha mai pagato!&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:130%;"&gt;Per fermare la controriforma del mercato del lavoro che stanno già preparando!&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:130%;"&gt;Per costruire dall'opposizione sociale l'alternativa di sistema!&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-size:130%;"&gt;Il Circolo Gramsci del PRC di Vicenza invita tutti alla massima mobilitazione!&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-3583303770400390885?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/3583303770400390885/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=3583303770400390885' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3583303770400390885'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3583303770400390885'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/12/scioperiamo-e-partecpiamo-alle.html' title='scioperiamo e partecipiamo alle mobilitazioni di lunedì 12 dicembre contro la manovra di Monti!'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Fn43sXZ4RMU/TuBceXpairI/AAAAAAAAATg/0k0NodG7-l4/s72-c/111206basta.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-4561466453732249751</id><published>2011-12-06T12:20:00.005+01:00</published><updated>2011-12-06T12:27:38.961+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><category scheme='http://www.blogger.com/atom/ns#' term='Volantini'/><category scheme='http://www.blogger.com/atom/ns#' term='Iniziative'/><title type='text'>martedì 6 dicembre alle 16 presidio davanti alla Prefettura per dire No alla manovra!</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;14&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabella normale";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1027"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;14&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabella normale";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1027"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family:Arial;font-size:16.0pt;"&gt;No alla Manovra Monti che spreme 34 miliardi dai lavoratori e dai giovani &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;e non tocca i privilegi!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family:Arial;font-size:16.0pt;"&gt;Costruiamo l’opposizione dal basso!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family:Arial;font-size:16.0pt;"&gt;Sciopero generale ad oltranza!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="font-family:Arial;"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style=" ;font-family:Arial;font-size:10.0pt;"  &gt;Sacrifici per i più deboli&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;tramite la stretta sulle pensioni, i tagli alla spesa, con 5 mld di sacrifici chiesti agli enti locali, l’Ici sulla prima casa, mentre imprenditori e banchieri sono in festa per il taglio all'Irap sul costo del lavoro per le imprese, il mancato aumento dell’Irpef nella fascia alta, e la garanzia dello Stato per le perdite delle banche. E poi qua e là alcune afflizioni come l’aumento della benzina, per mano delle regioni, che potranno introdurre una accisa (un cent al litro) per finanziare l’agonizzante trasporto pubblico. Insomma, la via verso la Grecia è aperta. L’ ammontare del provvedimento è di 20 miliardi a cui vanno aggiunti i 4 miliardi della delega fiscale e altri dieci miliardi di spesa (comunque recuperati dai tagli) “a favore della crescita”, partendo proprio dalle pensioni.&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;line-height:15.0pt"&gt;&lt;span style=" ;font-family:Arial;font-size:10.5pt;"  &gt;LA MANNAIA SULLE PENSIONI: c’è l’estensione del metodo contributivo a tutti i lavoratori, poi l’aumento dell'età di vecchiaia per le donne del settore privato, l’abolizione delle finestre mobili (e assorbimento di questi periodi nell'età effettiva di pensionamento), aumento delle aliquote sugli autonomi ma soprattutto una vera e propria stangata sulle pensioni di anzianità. E come tutti i veleni, nella coda c’è il blocco della rivalutazione delle pensioni rispetto all'inflazione per il biennio 2012-2013 con la sola esclusione dei trattamenti fino al doppio del minimo (467 euro al mese nel 2011). &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-pagination:widow-orphan lines-together"&gt;&lt;span style="font-family:Arial;font-size:10.5pt;"&gt;L'AUMENTO DELL'IVA di 2 punti percentuali &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;la reintroduzione dell’ICI anche sulla prima casa. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-pagination:widow-orphan lines-together"&gt;&lt;span style="font-family:Arial;font-size:10.5pt;"&gt;LE LIBERALIZZAZIONI per la vendita di farmaci, per i trasporti, e per gli orari degli eserciti commerciali; &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-pagination:widow-orphan lines-together"&gt;&lt;span style="font-family:Arial;font-size:10.5pt;"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;I TAGLI AGLI ENTI LOCALI di 5 mld alle Regioni e agli enti locali. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;line-height:15.0pt"&gt;&lt;span style=" ;font-family:Arial;font-size:10.0pt;"  &gt;E dopo lo stato sociale, Mario Monti è pronto a demolire i diritti dei lavoratori: la prossima sessione di “riforme”, presumibilmente dopo le feste, si occuperà di flessibilità e mercato del lavoro. L’idea è quella di fare una "flex-insecurity" ovvero “licenziamenti facili” con ammortizzatori sociali poveri. Tutto questo non serve per uscire dalla crisi, ma solo ad indebolire i lavoratori, i giovani, i più deboli della società, nei confronti dei quali è stata dichiarata una vera e propria guerra, mentre i grandi patrimoni, le rendite, le speculazioni ed i privilegi non vengono toccati. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family:Arial;font-size:16.0pt;"&gt;E’ necessario rispondere in modo netto e chiaro che noi non ci stiamo, Rifondazione comunista appoggia lo sciopero del 12 dicembre indetto dalla CGIL che deve essere l’inizio di una lotta ad oltranza, contro i padroni ed&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;il governo che li rappresenta.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="Pa3" style="mso-outline-level:1"&gt;&lt;b&gt;&lt;i&gt;&lt;span style=" ;font-family:Arial;font-size:16.0pt;"  &gt;&lt;span style="mso-spacerun:yes"&gt;                            &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="Pa3" style="mso-outline-level:1"&gt;&lt;b&gt;&lt;i&gt;&lt;span style=" ;font-family:Arial;font-size:16.0pt;"  &gt;&lt;span style="mso-spacerun:yes"&gt;                            &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="Pa3" style="mso-outline-level:1"&gt;&lt;b&gt;&lt;i&gt;&lt;span style=" ;font-family:Arial;font-size:16.0pt;"  &gt;&lt;span style="mso-spacerun:yes"&gt;                             &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="mso-bidi-language:AR-MA"&gt;Circolo“Antonio Gramsci”&lt;/span&gt;&lt;span style="font-family:Arial;font-size:30.5pt;color:black;"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;mso-outline-level: 1" align="center"&gt;&lt;b&gt;&lt;span style="font-family:Calibri;mso-bidi-mso-bidi-language: AR-MAfont-family:Arial;" &gt;Partito della RIFONDAZIONE COMUNISTA - Vicenza&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-size:16.0pt;"&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="text-align:justify;line-height:15.0pt"&gt;&lt;span style=" ;font-family:Arial;font-size:10.5pt;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-size:16.0pt;"&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="text-align:justify;line-height:15.0pt"&gt;&lt;span style=" ;font-family:Arial;font-size:10.5pt;"  &gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-4561466453732249751?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/4561466453732249751/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=4561466453732249751' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4561466453732249751'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4561466453732249751'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/12/martedi-6-dicembre-alle-16-presidio.html' title='martedì 6 dicembre alle 16 presidio davanti alla Prefettura per dire No alla manovra!'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-9171757521761622263</id><published>2011-11-24T09:43:00.012+01:00</published><updated>2011-11-26T07:44:56.452+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Economia'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><title type='text'>L'uomo del Monti.</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-_H5TgDGUafI/Ts4D85X96rI/AAAAAAAAATU/PLlvib1ftBI/s1600/operai.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 159px;" src="http://1.bp.blogspot.com/-_H5TgDGUafI/Ts4D85X96rI/AAAAAAAAATU/PLlvib1ftBI/s400/operai.jpg" alt="" id="BLOGGER_PHOTO_ID_5678480524889156274" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;14&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabella normale";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1026"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;14&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabella normale";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;" &gt;L’amministratore delegato Marchionne cancella tutti gli accordi collettivi nel gruppo Fiat&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:Calibri; mso-bidi-font-family:Arial;font-size:180%;"  &gt;: &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:180%;"  &gt;dal 1° gennaio 2012 tutta la Fiat diventerà come Pomigliano. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:180%;"  &gt;Una mossa grave sia per gli effetti negativi che produrrà sulla vita concreta dei 70mila operai dell’azienda e sia perché crea un pericoloso precedente che può allargarsi a macchia d’olio.&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:130%;"  &gt;L’obiettivo dell’azienda torinese, infatti, era chiaro fin dall’inizio: sostituire il vecchio contratto nazionale dei metalmeccanici con l’accordo separato raggiunto per Pomigliano d’Arco. Un accordo che la Fiom non ha firmato, a differenza di Cisl e Uil, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;che lo presentavano come un’eccezione, un sacrificio da fare in cambio di un rilancio della produzione che sarebbe arrivato con il nuovo piano Fabbrica Italia (di cui non si hanno ancora notizie).&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:130%;"  &gt;La realtà è che la Fiat sta chiudendo le fabbriche e gettando sul lastrico migliaia di operai, a partire dai lavoratori dello stabilimento di Termini Imerese.&lt;/span&gt;&lt;/p&gt;  &lt;h6 style="text-align: justify; font-weight: normal;"&gt;&lt;span style="font-family:Calibri; mso-bidi-font-weight:normalfont-family:Arial;font-size:130%;"  &gt;L’accordo di Pomigliano è stato il varco attraverso il quale colpire i diritti dei lavoratori, aumentare i ritmi, ridurre le pause, limitare il diritto di sciopero, una breccia nelle relazioni sindacali che rischia ora di diventare una voragine, con migliaia di altre imprese operanti in Italia che potrebbero facilmente seguire la strada indicata dal numero uno di Fiat-Chrysler.&lt;/span&gt;&lt;/h6&gt;  &lt;h6 style="text-align: justify; font-weight: normal;"&gt;&lt;span style="font-family:Calibri; mso-bidi-font-family:Arial;font-size:130%;"  &gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;Questo modello di relazioni sindacali&lt;/span&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;  &lt;/span&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;ha la benedizione del nuovo governo "tecnico" guidato da&lt;/span&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;  &lt;/span&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;Mario Monti.&lt;/span&gt; &lt;/span&gt;&lt;/h6&gt;&lt;h6 style="text-align: justify; font-weight: normal;"&gt;&lt;span style="font-family:Calibri;mso-bidi- font-weight:normalfont-family:Arial;font-size:130%;"  &gt;Pietro Ichino, giuslavorista e senatore Pd, dichiara che non vede come una «catastrofe» la mossa del Lingotto ed afferma, in un'intervista al Mattino :«la disdetta contrattuale era annunciata. Altrimenti, l'annuncio di un mese fa di Fiat dell'uscita da Confindustria non avrebbe avuto alcun senso». «Il fatto che un grande gruppo imprenditoriale intenda sperimentare un proprio sistema di relazioni industriali - aggiunge - diverso da quello di Confindustria dovrebbe essere considerato fisiologico, non patologico».&lt;/span&gt;&lt;/h6&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:180%;"  &gt;Per noi, invece la situazione rischia di diventare davvero grave e non possiamo permettere che i lavoratori metalmeccanici restino da soli in questa lotta per la democrazia e la dignità del lavoro.&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:130%;"  &gt;La Fiom ha deciso subito di attuare due ore di sciopero, da utilizzare nei prossimi giorni per tenere assemblee informative in tutti gli stabilimenti del gruppo Fiat. Dopodichè sarà il comitato centrale della Fiom, già convocato per il 29 novembre, a valutare le azioni più «utili e efficaci» da intraprendere a difesa della «libertà» e dei «diritti dei lavoratori», compresa l’eventuale proclamazione di un nuovo sciopero generale di categoria. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:180%;"  &gt;E’ importante da parte nostra esprimere il nostro appoggio concreto alla loro lotta che è la lotta di tutti i lavoratori.&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;font-size:180%;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-family:Calibri; mso-bidi-font-family:Arial;font-size:180%;"  &gt; &lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style="text-align:justify"&gt;&lt;span style="font-family:Calibri;mso-bidi-font-family:Arial;" &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="font-family:Calibri; mso-bidi-font-family:Arial;" &gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-9171757521761622263?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/9171757521761622263/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=9171757521761622263' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/9171757521761622263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/9171757521761622263'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/11/luomo-del-monti.html' title='L&apos;uomo del Monti.'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-_H5TgDGUafI/Ts4D85X96rI/AAAAAAAAATU/PLlvib1ftBI/s72-c/operai.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-7603834388107736722</id><published>2011-11-13T13:45:00.005+01:00</published><updated>2011-11-22T17:41:52.604+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Il Circolo'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Partito'/><title type='text'>Il congresso del circolo Gramsci.</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-IEUrhKMD0iA/Tr-8Xt7xWqI/AAAAAAAAASw/I9hqRtEAU-k/s1600/DSC_0008.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 219px;" src="http://1.bp.blogspot.com/-IEUrhKMD0iA/Tr-8Xt7xWqI/AAAAAAAAASw/I9hqRtEAU-k/s400/DSC_0008.JPG" alt="" id="BLOGGER_PHOTO_ID_5674461171163421346" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;Si  é svolto, sabato 12 Novembre presso la sede del PRC, il  congresso ordinario del Partito della Rifondazione Comunista  Circolo  "Antonio Gramsci" di Vicenza.&lt;/p&gt;&lt;p&gt; Sono stati  votati i  documenti congressuali e le percentuali sono state cosi  distribuite:  26,66% al documento numero 1, 20,01  %  documento numero 2 e 53,33% al documento    numero 3.&lt;/p&gt;&lt;p&gt; Sono stati votati i delegati al congresso   provinciale (1 doc. 1, 1 doc. 2 e 2 doc. 3) e poi sono state rinnovate   le cariche di Circolo.&lt;/p&gt;&lt;p&gt; Del direttivo sono stati eletti:&lt;/p&gt;&lt;p&gt;1) Rancati Claudia&lt;/p&gt;&lt;p&gt;2) Pedalino Antonino&lt;/p&gt;&lt;p&gt;3) Bettanello Ennio&lt;/p&gt;&lt;p&gt;4) D'Alessandro Raffaele&lt;/p&gt;&lt;p&gt;5) Rasia Marcella&lt;/p&gt;&lt;p&gt;6)Cosimo Bruzzo&lt;/p&gt;&lt;p&gt;7) Battaglia Luca&lt;/p&gt;&lt;p&gt; Del Collegio di Garanzia sono stati eletti:&lt;/p&gt;&lt;p&gt;1) Menetti Silavno&lt;/p&gt;&lt;p&gt;2) Braggio Alberto&lt;/p&gt;&lt;p&gt;3) Augelli Renato&lt;/p&gt;&lt;p&gt; Si   é subito, poi, riunito il collegio di garanzia che ha eletto  Presidente Menetti Silvano  che entra a far parte di diritto del  direttivo di  Circolo.&lt;/p&gt;&lt;p&gt; Subito dopo si sono riuniti gli 8 del direttivo di Circolo che hanno eletto segretaria Rancati Claudia.&lt;/p&gt;&lt;p&gt; Su proposta della Compagna Claudia é stato poi votato D'Alessandro Raffaele con incarico di Tesoriere.&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-7603834388107736722?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/7603834388107736722/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=7603834388107736722' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7603834388107736722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/7603834388107736722'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/11/il-congresso-del-circolo-gramsci.html' title='Il congresso del circolo Gramsci.'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-IEUrhKMD0iA/Tr-8Xt7xWqI/AAAAAAAAASw/I9hqRtEAU-k/s72-c/DSC_0008.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-6989105226624693736</id><published>2011-10-27T10:06:00.000+02:00</published><updated>2011-10-27T10:07:16.867+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Manifestazioni'/><title type='text'>sabato 29 ottobre ad Adria (Rovigo) manifestazione nazionale contro il carbone</title><content type='html'>&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-6989105226624693736?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/6989105226624693736/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=6989105226624693736' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/6989105226624693736'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/6989105226624693736'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/10/sabato-29-ottobre-ad-adria-rovigo.html' title='sabato 29 ottobre ad Adria (Rovigo) manifestazione nazionale contro il carbone'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-4268254734180572264</id><published>2011-10-23T10:27:00.003+02:00</published><updated>2011-10-23T10:28:46.672+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Il Circolo'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Iniziative'/><title type='text'></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-5vAjpTtyWX0/TqPQCi7g7II/AAAAAAAAAR4/bTm5iZ-jVb8/s1600/partigiani.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 214px;" src="http://4.bp.blogspot.com/-5vAjpTtyWX0/TqPQCi7g7II/AAAAAAAAAR4/bTm5iZ-jVb8/s400/partigiani.jpg" alt="" id="BLOGGER_PHOTO_ID_5666601498316958850" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h6 class="uiStreamMessage" ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody translationEligibleUserMessage" ft="{&amp;quot;type&amp;quot;:3}"  style="font-size:130%;"&gt;Grazie  a tutti coloro che hanno partecipato all'incontro di ieri di  presentazione del libro "Malga Silvagno, il giorno nero della resistenza  vicentina".&lt;br /&gt;E’ necessario  tener viva la memoria della Resistenza  antifascista, contrastare ogni forma di revisionismo storico, che punta a  mettere tutti sullo stesso piano, e continuare ad approfondire la  verità sui fatti storici avvenuti nel nostro territorio.&lt;br /&gt;Come  Circolo intendiamo continuare a lavorare in questo senso e ringraziamo  Ezio Simini e Ugo De Grandis per la preziosa opera di ricerca e di  divulgazione che stanno portando avanti.&lt;br /&gt;Per il Circolo Gramsci,&lt;br /&gt;Claudia Rancati&lt;/span&gt;&lt;/h6&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-4268254734180572264?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/4268254734180572264/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=4268254734180572264' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4268254734180572264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/4268254734180572264'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/10/grazie-tutti-coloro-che-hanno.html' title=''/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-5vAjpTtyWX0/TqPQCi7g7II/AAAAAAAAAR4/bTm5iZ-jVb8/s72-c/partigiani.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-3256254331909222216</id><published>2011-10-04T18:02:00.004+02:00</published><updated>2011-10-10T11:48:54.551+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Economia'/><category scheme='http://www.blogger.com/atom/ns#' term='Lavoro'/><category scheme='http://www.blogger.com/atom/ns#' term='Iniziative'/><title type='text'>Sabato e domenica banchetti del Circolo Gramsci</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-5iEf9d-Y51U/TosxCO6UseI/AAAAAAAAARk/kQbwa4jE9c0/s1600/DSCN1188.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 386px; height: 400px;" src="http://2.bp.blogspot.com/-5iEf9d-Y51U/TosxCO6UseI/AAAAAAAAARk/kQbwa4jE9c0/s400/DSCN1188.JPG" alt="" id="BLOGGER_PHOTO_ID_5659671271153381858" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="content-text"&gt;&lt;p  style="font-family:arial;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Sabato 8 ottobre dalle 17.30 alle 19.30 e domenica 9 dalle 10.30  alle 12.30 saremo in Contrà del Monte angolo Corso Palladio con la petizione per la patrimoniale e materiali contro la crisi.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-family:arial;font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Passa a trovarci e vieni a firmare!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;"Noi sottoscritti cittadini italiani siamo  indignati. Il governo, con la scusa della crisi economica e della  speculazione, vuole demolire lo stato sociale, i diritti dei lavoratori,  la democrazia nel paese. Il tutto per difendere privilegi e grandi  ricchezze.&lt;br /&gt;Occorre ribellarsi prima che sia troppo tardi. Occorre una politica alternativa.&lt;br /&gt;Per difendere i diritti dei lavoratori e lo stato sociale, redistribuire  la ricchezza, creare nuova occupazione, proponiamo una politica  economica rovesciata, a partire da:&lt;br /&gt;• Tassa sui grandi patrimoni al di sopra del milione di euro;&lt;br /&gt;• Lotta all’evasione fiscale anche con una sovratassa sui capitali che hanno usato lo scudo fiscale;&lt;br /&gt;• Dimezzare gli stipendi delle caste e mettere un tetto agli stipendi dei manager;&lt;br /&gt;• Dimezzare le spese militari e smettere subito la guerra in Afghanistan e Libia;&lt;br /&gt;• Le aziende che delocalizzano devono restituire i finanziamenti pubblici;&lt;br /&gt;• Blocco delle grandi opere inutili come la TAV in Val di Susa e il  Ponte sullo Stretto e uso di quelle risorse per un grande piano di  risparmio energetico, sviluppo delle fonti rinnovabili, riassetto del  territorio."&lt;/p&gt;&lt;/div&gt;       &lt;div style="padding-top:20px"&gt;        &lt;ins style="display:inline-table;border:none;height:60px;margin:0;padding:0;position:relative;visibility:visible;width:468px"&gt;&lt;ins id="aswift_1_anchor" style="display:block;border:none;height:60px;margin:0;padding:0;position:relative;visibility:visible;width:468px"&gt;&lt;br /&gt;&lt;/ins&gt;&lt;/ins&gt;   &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4841628822767927467-3256254331909222216?l=circologramsci.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://circologramsci.blogspot.com/feeds/3256254331909222216/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4841628822767927467&amp;postID=3256254331909222216' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3256254331909222216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4841628822767927467/posts/default/3256254331909222216'/><link rel='alternate' type='text/html' href='http://circologramsci.blogspot.com/2011/10/sabato-e-domenica-banchetti-del-circolo.html' title='Sabato e domenica banchetti del Circolo Gramsci'/><author><name>PRC Vicenza - Circolo "Gramsci"</name><uri>http://www.blogger.com/profile/12859361621438145514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-5iEf9d-Y51U/TosxCO6UseI/AAAAAAAAARk/kQbwa4jE9c0/s72-c/DSCN1188.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4841628822767927467.post-6435257333616539625</id><published>2011-09-27T19:45:00.003+02:00</published><updated>2011-09-27T19:53:21.012+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicati'/><category scheme='http://www.blogger.com/atom/ns#' term='Presenza del Circolo in Città.'/><category scheme='http://www.blogger.com/atom/ns#' term='Iniziative'/><title type='text'>Sabato 22 ottobre alle 17 a Vicenza presentazione del libro "Malga Silvagno" di De Grandis e dibattito sulla attualità  della Resistenza</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size:130%;"&gt;Invitiamo tutti a partecipare a questa importante iniziativa!&lt;/span&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARUAAAKCCAIAAABwB9rTAAAgAElEQVR4nOy953Mc150ujD/gWq633r13ba8lB1nBIilKTCByjoM0CIOcCBBgEKksW4GWbO/aypFiEHMCQEQiTezck/NMx8kDkLpvbdVWWeWq/eAqV/H98AOazcEABAF6Jdtz6inWsNF9Op3n/PLptLRUS7VUS7VUS7VUS7VUS7VUS7VUS7VUS7V7tNuplmqpttGW4k+qpdrGW4o/qZZqG28p/qRaqm283eFPwdafppBCCveFFH9SSGHjSPEnhRQ2jhR/Ukhh40jxJ4UUNo4Uf1JIYeNI8SeFFDaOFH9SSGHjSPEnhRQ2jhR/Ukhh40jxJ4UUNo4Uf1JIYeNI8SeFFDaOFH9SSGHj+Gfkj+exR1NIYfNI8SeFFDaOFH9SSGHjSPEnhRQ2jhR/7sLtFe0vi4v/NTLs37VD2ufrD95fz26r7Sm1rz94X9oz3N31J7X6L4uLt2/f/m+G+c/Tp7jC/PvtJ2nPSTu5Z5/yJvXwXyPD0sb/PH0qof/Ft978s8l4T8AjSriYlYgdfe5PavVfv/lGeiAJz3YDt7zaK056syn+PBj+QPvrN99I72+NkSffbf3jfvGtN9fe4X75k3AZD4o/QG9of1lcXKP/1dqfTcY1RjbAv2vHn03Glcf+9ZtvFt96c7X3tZ5bTvHnW+PP7du3/2tkeD0DRdptneOeK8xfbYeko221fhIuXn4ZD4Q/K69TLiHX2WHs6HP35M9/M8x6etjALaf48z/Hn78sLv7ZZJTPuLdv316pe4BOknS3pHvKAbOpXCn66zffyHtLyp/V+lk5MgLK2jUGU4K6Jb+FhP5Xo0eCynRP/shF1mr8+c/Tp9bu5K/ffCPn7X3dctJXnPRmU/zZLH+S6k7h7q7V3op843pmWQnSwP1vhpGIF+7uWm3srvEuEwZTwmhYu5N7nuJPanVC/39Sq+85vOSzg1z7Snq6BBEHU0O4u+s/T58CQwiaXM5s4JalLUlNphR/HjB//Lt2JGxM+lZW7rbOcb/G65Rm043x5/bd2s4m+SONYDmRktr0SfmwhmUobZQLnwRlLKCslVNI6moDt7zGA0/x58HzZ+XG1YbaymPviz9/WVxcbThumD/rUZnW89eAslb6q/x3gjWyRp8J/rqkp5NE8UrnhOduL8tqKut6bnnla0rx52/IH/kkugZ/Vu62znEvN5f/m2FARdwkf+RT9TovZp1//es338iveaXJLsG/a4f8MtZwNqzxABMgdSiddwO3fM+zpPjzwPjj37VDrsGvZv/4d+2QazVJ9a6VpirsJu8f2p/U6jVG22r9yC9ebjBIitNm+CPdHdg8kqKVVFAA5OJiPZ6x2NHnVj7A1S7jvxlmw7csbVnpP1gZ1ErxZ4P8Wdlg6k14Kyub9GrvuSewMan/+q/ffLOaHr9aPwnklx8Cw3cz/JH3vM6xLnforRSqK0+3Hhm7cp8N3PIaTzLlf/sb8mc90cy/fvONfDytc9yvtltSObZGPwmXmjCCN8yfcHfXyktKOFcC5ASTTyh/U/6s85bXeJIp/vyt+LNOqZIQIF/nuPc89ujiW2/KNfiE17kx/sjH/Z9Nxg3zJ8H4AUgpAknHnDyBYGXSwN+OP+u55TWeZIo/D4w/knL8J7V6DVb82WSUOwDW46VdDVxh/kpbCOb7+/UfSDJBPo7lc/N98UfqRB7wke+f4DaUa6SrGUibtH+kgb6BW155yGaQ4s89huB63r183MsPvC/+AMLdXfK3DtTdMH/kvmZ5uy/+yIejZGrLZ40EL/ZqT2Pt023S/7b+W77nWVL8+Z/mj9xXu/6QizRuVlIo4TI2zB9PMv9e0k5WO4VcLKzW5O41eRz59uoB1gce/1n/LSc9JMWfb5M/Ce/svvIG/qRWr4xCJlzGZviTEIdZrZPVTnHPhLTbq08Za0SHHnj+wfpvOekhKf58y/xZKTTWOe5BX//6g/elMSGfaIFam+GPJ5n7Yf38WTsbWmrSlLFGzPSep9tM/tv6b3m1Q1L8+Tb5Ix86krNu7bgnKCFyezfBrri9esb32vnXKy8+IUN8nTeVNKkv6XCHvyYUMiWtn1vbI7Ke/Gu5TriBW5a2pPKvv1v8katwMPWu7XeGUyStFYMmhcPX08/aF59gxqzzpuRHJU0skiePe9YnrNbIYQes3UnCZWzglte+vBR/vjX+yF/YSr/ZyganCChrk44YeTnD5vmTQNR13pR8Rkj6KOTiYj2ehtvr4M/G6k/Xf8trX16KP98afzwyFQ40gXWOe89jjy6+9aZU7g+Bv9XOuEY/a1+83LG7zptaWcmXgHVyRt7uyZ+VD2TD6x8kveW1Ly/Fn03xJ4UU7gsp/qSQwsaR4k8KKWwcKf6kkMLGkeLPXUhqU65c0FDC2pb9/S4Askbn97vbyov56zff/EmtXrsUR37la9dmh7u7/mtkGBwMsHZkUgf3PzxS/Lk3f6S20snzd8Qfqa2/yCJp6cFq/mW437VXFPnHQ4o/98Gf2/e56Nl3kz8JS6itfQsJUte/a8fa8U152OqfASn+JOePlNyRkAZy++4Q+NqZNUkTCP6H+QM3kjDoVyuygMuWJ5slLAmQNLU5oa2RNvqPhxR/kvNHPsISUgTkwcTNDPF74oHwJ2ky62qVcNL9Jr1ZeY7s7du3/7K4+PUH70OZdMIs889jC6X4c2/+eB571L9rh3yISFrN3xF/5BvvOQUkzXyRrzG0UsjIRdN6lib9x0CKP3dhNf547k4uvq8KhfXvtrGjNsCf1fQ3aeNK/iRUZa80chKmmH8SKyjFn7uwBn/kyfzS/Pp3xB/5bqstEiRtlPRVqTZOnuq2WnKgvKu13d//MEjx5y6sPUQ2/GWEb91/IJcn91xKVy5pk84Uq63vITecHkh12ncfKf7cB39WajXrzIz+7viv//rNNwnG/dq3IO0sN37WuBhpn38SEyjFn38u/kBb7VMiCU3uJFi7fGjleTdQy/n3iBR//hn5s57PUSYsgpOSP0mR4s998Gdt+2fzTNjYUev0HyQscp+U2wnB09XE1Mbsn8Wo/+8FKf48eP7IHbh/j/xJuIWkn3P1rL6W3T+P/y3Fn78Jf+SD4+80/uNJZp+sPDxhVQPYeM/4j+fuJW/WWLzqO44Ufx48fxKW5LvfLyt+R/gjD2GtwR+5GiZ3IfyT5B+k+POA+cMV5svz3+53hd7177axo9bPH7lgWTu3VZIk8m8u/JPkv22KP1/8xxvjl74cv3Ri6trpmeGz86MX5kcvzF0/Pz96YXbk7NS1L28MfTl7/fSNoRPTQ1/NXT8/P3p+Zujc9LWz82Pn1ONn9WOAc7rRs/NDp+aHTk1e+Oz62U/OH3/3q0/+/fLJD6999fH5L/548sN3Tn302+PvvX7qo2MnP3rrxIdvnvzorS8/eOPkR2+d+PDYyQ/fuXD8vevnv5i+fFw9clo/ds4wfg6dPItMnDWMn9FNnNVOntNOnp8ZOXXtzAenPjp24sM3j7/3+qn33pDj9PtvfvXBW4CEP516743VHod8cKxcKH3l4Fg7frrOMKv8G3KrEeN+1yJceSMJQ3zt2G5SFc6T7CvcK9vfe/71pvgzcu5zMzZrJeZ9NkzwGAE+G+axIC6T3mNVc24kyJC8B+XcGO/G/A6Dx4K6TQjvJkUffpOnb/L0IkcB4gwRZ4iwn+Q9uN9hEDw478EZJ+KxaGzUjH7mom76gmH20uzYV1MjJ6ZGTsyNn9FMXaINE4IXC3HEAksusCR0Bd0usGSUJyMCGRWpME+wLoMZn5ifODs19OXMtS+nrx6XMDt0Ym74JEC+ffrq8ZlrX96TP+scHGv7r2+vz819e5UJe51Hbcx/nfQs0ka5tyBhefh/+PqfTfFn+OxnJnTGgs95rSjnooBFnIvyWlGXSS/68CBDhlgqzFFhngiyGO/V++2Y24T47ajgxRb5JIjzRFSgQhweZDEJAQbzO3R2etqIjqHzV6ZHT82NnzFh406jlvcQURGLBrR3OuFwiZMxAY+KGCDgJ3gP6jTN6qcvzA6dkHNmbWyMP2s7FZK27yZ/VhOh8rPLPycq375G/emf1Oq/d/I8GP5YiXm32eC1ol4rKnipoN/IujA7Pe8wztvIGY9VG+boWIAI+FG/Q+exIE6jjnVhIY5c5A0rEefRmIAtgScAUZ4McWSAwQUfynsQOz1jxicJ7bDHrI7xVEwwxES1rBN0kcMBcR6TeovwVJAhAn6KdSBG3djc9TOzI1/NjpyaGTk5M3xiZvjEzMjxZZyYHflqduSrG9dOzoys+pnYpMMCKuE2sP7B7e8Yf/76zTf/NTKcoCuuxh+5P2ClM/ofeP2DTfFn6MynJnTGhM7YSLWD1jIOIipYIryJc6Mu87yVmKf0UxZ8LsgYQxzGezCXSecy6Xk3EeaoiIAv8sg9wBFLqh1HhnkCEGRx3oOyLr3ow6Os4aaArqeHRY6KCHjAjwkeinfTjINwmw24emx27Nzs2JmZsa+mR09Pjx2fHjs+M/aleuqseuLyzOiF6evnZ8bOfusvKYXvLDbFn2tffWxEpmnDDaCQz4YJHtpnQ/12zG/H7JSG0k/RhhsWfEbw4mAIeayaWMAcC5DxIHpTWMI9R/8CR0YEEpTAEIeHOCzM42EeX1ibPMn4wzoJnw1jHATjIJxGnRG5QekncfWoZvKyZuqCbvqifuYSoRm24HNGZNpKzKNzQ9/6S0rhO4tN8efq6Y8p/RSpmyS0E4RmnNRNkrobJmTebUI9ZtyCz1H6Ka8V9dtxB61xGGcZl5p1a8I8Fg+h8ZD+logBVqWQTP6ARRTi8KiIR0UEsLA+CRbz4zE/HmQR3mtgHBhcEuMgvFbUZTTYCJ0F05hRNambILQThGaM1E2ARso4CDN+41t/SSl8Z7Ep/lw+9R6pu07qR3H1kGHmsm76on56iNRNmdE5MzpnxmYt+JzTqPNYUJcRYZ045zaEOCTE66IBQzSgj4kIIC6gixwBiHNklKdiAh0X6ChPRHkiyuNBBhV9eIjDIyIWE7AFnljC8lFyxDkywhJhBo+wRJSjwwwV8BGCG+XcetaFMg6ScdCsk/TbcZdJ76B1dkprQueshAZkjp3SeK0I58Z5D857CNaFf+svKYXvLDbFnwtf/jsydxnXXEPmLuumL+imL+inryGzI7h6DFePkbpJIzJN6iZx9YQJmfPbsRBLhzkszCMRAZXcYlERiwl3PGZRlgwyZMBPBPxEgME4j451a3mPQfThYY6IimhcwKSdkyLO0SGWEn246MMDDC54Uc5t8Du0rEvvsejcJsRtwhy0FjzvdkpjpzQuk95nwxgH5rHq/Q6Uc+NBhgCEWFr00oKH4lwE68Q5NyF4KM6FB/xYkCFYl95Bz1qJWYdRzbmIgJ8Ic1RMNIY5Msjgog9lnFobOU1oxvXTQ+qJy3NjF3U3rhlmhtUTlzWTVzSTV9QTl+fHL86NnwHMT5xVT54DaKbOa6bOS39aG9JRKwGvRjd9QXvjgmbqvH7mMq4eI7QTlH6K0IwbkWkbqXYadQ5a6zYbHLQWbFpsfpTST1lwDe8yMg4sxFL3tlc3Bk7+QpNoInEWifmlEYLJ/mRY5HEnPoneuGKYvk5ornNuw4JA3Ot0dwYbhEyW/rvu67kLUf99xeLv4s+5L36nvXFBe+MCvGztjQu66av66SHdjWswSkzojNOosxJqEzJnp9Qhlo7wVJgjAgwWYNAQi4c4PCKQEY6UbiPKUuBoZpx61oUyToRxIpwLW8kfCB9JgIDPAktGGVLwYpwbEbxYgEFCHBpkkQBj4D2I06i2YPMWTGPGZin9FJhtdkrjoLV+Ox5g8BBHRgQ6IlARAV8GGeapCE/BvxGeCnNUmCMjAh4V8YiAhXkizFNhnooKNBwSFXHZDyzAED4bZqc0tOEGoZ0wItMWfM6MzeLqMcPMsGbyinryEjxD6TFqps5L417iFVALdpDvLO0vHZuwZWlqm7momwb+XIF7J3WThGac0E7Ac8DVY9j8qBGZJjTjuHqM0IxT+im3GbPiahN6g3Hqvy3+LHCoFNlbyR8vPU3OjxDaUc6DRAQ8LtzzdHf4I48Zfgv8+erTt6Upc37i7Nz4GfXERfXE5fnxS3NjFw0zw06jzm/H3SbERmjtlJp1IYIXC/hJ3oNxbpR1IUGGCvjJoI+IeFGgUJw3hjla9OGcG2GdBOskwS2RwB+YOeSAjREvGvJhghfjPWiIpSICGg+hsSAaCyIRnha9lNuE2Aid06jzWBC32eA06lwmvcukZ51kgDFEBDwqQkDJsAQRjYqEHLEAGQsQq+yA3NkeMEQDSDSABBgUPH5gd0F8Gfz4lH4Kmx9FZoeRucvSNCQf7iA0Ekiim17ij8QN+f7SIfItEHrWz1zUz1wE/thINVCFNtwAxRWbH9VPD8G/+ukhXD1G6acclIHQTpH6cY9V/W3xZ5FDZTsk8meRo0UnKvqwWICKikhcMKyfP3fhf54/Zz46pr5+em709OzYV9Ojp2bGTsNkqZk6b5i9RBtueK0o76btlAZmXAet9Tpwr5PwuUi/m2I8NOOhfS7S5yQ5FxnwExGBiIpUVDAtUchFci6Kc1Gi1wgaXYilQjJfdgJCHB5gUECQxcI8AckHsQAdC9AR3hTmjKKP8DkMFpPWRKutZp3LqvXZtQE/IfrwiBddzoe4lw5wP4jxKFwb59H5PAafF2X8uMupc5n0VmKeNtxA564bZoYBkvSWYJgZNsxcM8xeAiBz1xL2McwMG2aGCN0Iob9OaIeRuSuG2cvo/FVCN2LWj1n0Yy5i2kvPua0aGh23EFMkOoHqJ2hyzmrWmYkblGGU0I0QuhF0/ioci8xBn8O4esyCzdsptc+hDXHJ7y4u4FGRAizcGXbyB5gQ4lubP8kG9AOgKJr8FHdjgSVXzstxhpBJvxXYFH8+PDY/cmp25OSN6ydvXD85M3Z6duyrufEzuukLRnQMrAuvFbVTGnBzW/A5h0nvtmM+F+lzkR4H7nHgbjvmtmE+K8G6iIAfD3FUeNmA4d0Y2PGib8kiEn14kMFX4w8QBlgU4nD4Lzi+wzwRZLAAgwk+RPChnAf32PVum87v0LMuA+9BgwwpJf6skz9paWlpaWlrb1nkkbiAxQI0XIbIoAKDCgzqd2udxnm3WUPqxwjNdVw9lnZ3e+zRn6nqqyevndFPD+lnroHowDXXSN0Yrh5DZkeQ2RFk7ho6dw2bHyJ11196bt8jP/4RHPvQQ//r4R//8FcvDcZZcoElb/L0AkvGODLgNvitcy7TjN0077HpAgwd9GGCS8c5NEEPwjg1bsuMlRontNdwzQgyd43Uj7rN8w//+EdpaWlhHl/kkW1bHt+25fG7ZwcMHnJEIOOcpA7JHyC2wOHLSPIYFzjsLj1KUqu+Y/yRLhJ+LP13U/rbB2/NDZ+cGT554/pJkD8ggnTTF2hk1ILPWfA5O6UBVYHUTZrQGSutsZv1LhvqtmMOi8FhMbjtmNuKu42kx4wzDoz3YIIXC/iJIEMGWSmLBw9z9DJISbDIsZJIiRsFBBDh0RhLRFkiyuAhhuA9qMSfZNPnpvnDY1GRAv5EOTTGIXEejfOY4DMEGJTz6JymGTulgWPbVMo2lbK6ouRHP/jXtLS0x3/x8xsj55HZIUx91WWe81jVNDKBzY+ic9cJzTiqvkzqr9Ho9S1PPQaHP/LjHwLg9yJ3JzHqJreEBRaLsUScI+M8dZPDpe1REYuIaJhHwjwK0lL0IxEReeThH6alpUUFcjX+3HnmfizqwxIfIEfEGSrqI6I+YoFNZt6waJwhYn486sPuUsj/x/lzD7/Uspkgp9mm+HPq/Tdmh09Oj8j585V64jwyd5U2jFnweYAJnSU049j8KKmbNOGzFkrjMOudFoPdpLMZtQ6z3mFCnDThMmFeG8a5ccGLhVgqwhsjAhER8IhARAQiwlHLIMMcHuGIKE9GBTImUIAIRyxhmT+S5AHEA0g8gMSD6EIAuykQNwVikccXBCrKU0E/FmYlDzi5yN0rN4JDFjl0iS2yOXUV/qAxgYjyeITHFwT0poCAJhPlsRBrCHNImMVEDwXHOo1aB63xWAw+O1pckJOWllaQm2lEJt3mmTBLRDky4MXdJo3PquddGOfShFlksL8lLS3t+w/9r1MfH7vFGQBm3eU3XuqXK07Sn25yaJxF4yy6yOO3OETaHhMNMdEQFfQRXh8T8JiIxwQ8KuqAPzEhuUCIcZj05ENeJOgxxDkyzhFxDo1zaIxDo3485CECLizgwqIMEueROI8sCGicRxZ4dIFHYywW8ZNBNyo4DUE3GvJgET8eY/EFDl3k0UUOXc0IWeDQBW6tHe5+X0lCHasgubYm50+MJWIsEdskf46//8bE0PHJ4S8l/syNXdBPDxGacTM2ayf1ACMyB74d8D5ZiXkHrQWHKeh4NkptoTUOi8HjwFkPIXgxwYsFGTLMEWEeLKK7hOxdAnTlffKUNN/LAY9SCtrKIX/W99xBms+W+XOHbBJ/GOtUdsYOuT52sL+FsU61qRSPPPzDRx7+oaIsj7FO3RkHLAm7hfx4kCFBAl/46qO0tLQf/9sPOKf2wD7Vti2PJRwIgPH9+kv9SYcO/HXo3Pvff+h72Rk75sdOwIV9/6HvSYekpaWBYPn+Q997950XYWObSvH9h74HkCaFtLS0Rx7+4SKPKMry4E8H+1qlsRWUG58cHeZocKVKEHwG0a/nvboAg4h+Q4jDgiwi+nFIPl6Oa2OCFwlxaJwh1lanZd7nByus7hEgWeDuDLBN8efzd381fu2L8WtfAIUk/uinhwjtBJDHSSM2Qgv2jxGZhqiLjVTbSLWVmIcYqxmfA/647ZjfhfEeVPBiEDANcXhUpGICJa90kPus1+BPAtagh5RJdFNA77nDTQFd5LG1+aMoy4NRy1inHnn4h99/6HvzYyfaVArYOHTu/bS0tDaVYvlA9CZPw7ERFg9xWIjDIgIR5nHY+KuXB9LS0t5950XGOqUoy1OU5cnfd4LQO/nJsYP9LQCJPxJpYfvJT47BVcl7ePedF2G3RR55/aV+uELYM4E/8Fej7opRd6WtqUriT4jFgiwm+hHRj4ZYKsRSYLJKtivvQf0Onceq9tq0rMvAuRG/Q+93IH47Dj5JjwXxWg2sSy/69TLDPTk9ZBPog+fPWhM0R4KZHeLwTfHnsz/+auzq52NXP58YOn7j+sm58TOayUvgTSJ1k3ZSbyN0NkJnI7TgfwOLKAE2Um0l1ZZlu4hxYUt+NpaKLFfvxATqlmBcjTBJ+bMSa/DnfnFTuAd/Dva3yPkDg/L7D30PfkjDeqU0iwl4VEQBMxMnQVBk3S3KElREkA/zYyfgv3BqaTe5dGKsU4x1yqi7ArJlpVSRrgpklFF3JeFS5fyBH+AOXqrd4ogwTwQYNOBHgTCgSkjgPSTjwL1WBOCxGEBfdZsNHgsCKfxeq4F1L/HnHuLlPu3V++XPap43yGaGbLJN8eeLP/xq7OKnY5c/nRg6Pj16Sj15Tj99DUJyFnzOQenslNaCz0MuD0S1ASCOQBY5jTqX2WA3Iw4L6rLhfhdobnSYoyMCHRWMEYGOCnRcoOICFeOp+F1SiLjJ4wlY5Ik4T8U4MsYSUZmbYZHDFznilkDeEogHwR9s25bH09LSXn9pAGolXn9pABQhGKkgbWCLNBBX4Q+yyGGw8wKPxAUDQFGem5aWpijPVZTlSqN5JUDWSWdJYPJdJ+KRd995EQQLXPzG+LPIIe++8zL0sG3LE1GOirJUmCECPlL0UYKXFDwE5yY4F8G6cNaJsS6cdxOsE4MgmNtsgEQHB60FNQQSIIA/fjvGujDejQX9SISFGhY8JhgAC3IPOIct4172z7pos1zzwuFRDo9yeITFIsu/5YiweJDBgwweYjdp//zhVxMXPx2/9CnIH83UeXRuBPzUVmJegpw5ANpwgzbcAEPIZdJ7rKjDgllovd2MuqwGxomIPlL0kYIXB0UuwtMSDeL8EnluCcZbAp5kcPPy+jmZ/OGoRY66JRhvCdSm+YNKYxHG0LYtT0hakCQWJLYAEvS3pGoY6FdgJoHwYaxTJz85BoMepEfCgYx1CoYysAhYuhp/4L/zYyfgELjalfyR9DdQ6hL4M3T2g3ffeeXkx7/dtuWJ7z/0vTBHg83GOnFIbGcchM+GAfx2nHWSEEH2WBAHrYWcKRgb8FvKooKcXYgys26t6EeCLBZk0SCrD/NIVMTiD1DOrCLNYhwZ5ghAgEFFP7ICGFRGi77N+a+//MOvJi99NnHl84mh4xNDx+fGz+DqUZAqcvXMjM1KgI3wG5IAPBbEY0XtZtRM6Sy03kbrPGYD4yBYB8E4DZCGE+KoBP4siaCk/BEIsI5uCcaV/FnkqEWOXOQRMHWACUnNnntUFi1P54/8+IdgST/y4x9J5JHGYprMUl/NfyDnj9QeefiH4HKAv77+Ur9kyYBhkwBpB9hHUZZ38pNjSeXP9x/63rYtj4PUAiqu5M/isv9AYmMCfyDW9P2Hvvfai4PgJODciM+GSjkWkkrmsSA+G8a7ac5FeSwIxDPM2CzkMclhpzTSkPDZML/DwDoRwUvwHkzwGiCmtyDg63kvm+FPlKVCDB3wU4KX4FwoezcYJ+K3G3w2zGdFWefm+HPqvTdmrn05PXzixvWTUyMn1JPnKP2ECZ2RmzoJc4zTqAPx7TYbGAcB05LfQbpshN2M2kyI3Yi4TZjfRjF2mnEYwJcQYu/QYEGkvxZNYAsl5c8tgbglGAGr8IeQOAPPbsP8WeQT8kFQaTSD1XHyk2Pg1/pbzZrfCmThFMhX5NwI50Z8NkQuQMClBls4FwW1/U6jzkaqJTXEiEwDJH0e9Dq32eCxGLxWhHEQfgfGOPWcGxW8eIRB46x+gbtXks6G+LPAkjE/HvTgkJ4Py3gkwGnU2UiNFdfZSb3bhG2OPyZITMgAACAASURBVB8fg4QDyLZC568Q2nFSNwnPBRQ5O6WxU1qXEfOYCbcJ95hRqfyGcyOiD5ccnT671mfX+mx3TEm/XQ8rkER4o0SDWICOB43LoOJBCnLP4iEUEAvKk9DwWICEbE7wSYRYKsSSy/mdxN1YPoVwR9m722mBLso8EEkItlyw9PpLg2lpaUNnP17kKEVZwSMP/0juTwenyN/K/JXhJi+L9N053Toqf9eNBRaLM0TIbQi69IIHZZx6wYvxniVTx2tFQYUDCgGjIMUbQuoA0OelQkygkNOog9nWY0GgB9ZJsi40yOBREY8FkYioj4j6aMAQE1cLjybNpkue/xbmMdGPCR5KMtKAP6BqQp6xXJkC2bAp/lz48t/R+SuY+iqhG6aRURM2biGmKcM4oRsldWMy/mhcJoPHjLhNS9xYyZ8wR3NuhHUZODfOuSjWSbJOUvDiIZaKBywRYRX+BIzxgCkKDoYgCYgFiKgIZXZ4mCeglCDA3PECiT4swGAhjoAD7+DB8YexzCvKCsDH9cjDP5qZOPOPyp9FHof8oDhDhBhy2c92hz+Qp+u333mtfjvuoLWQtArzrByS8iLxBwAjx2dDBC8e4ogwjwQYfYDRR0VcXv+yYf6IfgPnMbBOHEgOogZSN+VOLwlQObop/rz/9vPI3OVTn709MXQc+EPorupmzmumzhC6qxBFNSLTlH7SjE/ZqFkzNmUj56WUZ79DB+ZNkJHV/PjogM8MCLPGJXbxdELODgzHEGsM+o2cm+DcRJDBocogxJFBlgCIPlL0Ukvw4RCCYF0I5yZ4Nyl4SNFLB3zGoN8YZEwwuOX8ScBN4R5+haSha3k8VwovBlnsnvGNBwCOWFyRq77ArggHb+oUd4ajlAzld+iBPJDhLi0vA/Mm5J5D9FxyzMLohEEJppE068sdDB4z6rdhrAtl3XrWpRN8aJAlwqtmfK6LP0vBXxYJMLjgoTgXJamgLpMePIRQ7rESm+JPW13e4f31/Z2VfR0Vrx5t/4/fHP7Nr3tffb7l338zeOnM7y+e+uDiqffPn3j31Ge//fjdVy6feffqufdJ3XUzemN+7LwVn3GZ1R6r1u/Qc26M8+K8j+C9BO+hpKXkAn4i4MdEPyb6sQCDBVk8cseeIUW/gXPh0lThdyCilxR9lOglBS/Bewjeg7MuUgLnwjkXxjhRnw2BOUauWvBuWvSjAT8aEagoTy1wS4hzJGBBzh8BuyXgNwEidlNEAQs8AXvKEeOX0vNCHB7wQw4rKviQiA+L+DHIdlmU8lBWSXPeJH9ifjzGEFEGD/vQqB+VMl8gg0ZCfBnyjYtr58jIhmOEA1sI9dkNHgvqMSMuk8FB3+EP+AaAVDAoYS6XyENoxmEhABBNCTFDG6l2UHqXCXGb9W6LxmvTM06U9xCCBw95sJAHC3nxiA+LMXicIxc4coFHFngDIM4b4pwhzqFxDofsm6V9OHJRoBYFKiqQYZ4SvRTjwCV1EUaX3GCD1QqgdAqbH90kf3I6mwu6W4s6VPl9nWX9XeW97SUdqvzu1qLD+2tfPNx0qL/mhUONzx9sOLy/9sig8vfHBs9+fmzi4kfvHzs0N3zcgs/ayHmXSeexIk474rSjHhfutiEeCwKynnMbeK+B8+g5j2HZkW2MB4zxIBULUAEGAWUPbtJjQYB14OphnSTjILwOwutcAmOnAX476bOhXiuyrKCjrJPgXCTvQQN+IszRsGAdiDuQG0sa1x0XBS6pdnEBhzqfaAAJ8/hSwtEKgPARvChIWtF3J4s8wsmVqwcrHJbytSJeVKrvCDF3RJ/cvyJPekrq7bwnf8IcJvpQ1ol6rZjbhDlpxEkjDlovqWEw04HkseBzckUIIPGH1E1CkV8CJI8UqDDySZB1kpyLErx4mMeWDVpUWiojLOgDjCHgxwUfIvj0ol8f5pcMYFiLRqo689r0brMBFpmBoSUV4ADPHxh/Wuuym5VZqrrM9qa8fR2lfZ1l3a1F3a1FB/ZVDfRU9nWW9baX7Oso7e8q7+ssa23I6W0veX5/3W9e7DrSU/1iv/I/jh354Pcvn/z07Yun39XPXqbRcUJ//fTnv/34D69NDp+wUdNus8FrwXxWnHHgrMsAml5UMEWkGjsXAdJWeoi8mwbmwEaPHXPbMbcd8zhwnw312VDGQbBOIuAjw6wxwptCLB1kqBBLh1gaklbDHB1iSfCWroc/UY6AjJsQh0E5rXw4SoCItVRYcVeq+F2Lp/5N+BPzL2Wyi34kzOASf6LLhElIt5UuO8bJ0ljW5M8CSwb9OOfGWAfptRAuI+qgDA7K4KB0kK4lRUtB8kj+AxiIUPGKzY8isyPo3HVsfhSIROmn5EjIAoPaYZg9QT/k3HiIJcMcLeUfR0UyIuBhHhN8qN+O+OwG1qWHsQT+JFDsORfht6Nui95OqaU+wYUAVy7x54Hpb01Ve2srdtZV7gLmdKjyu1oKe9tLBnoq+7vK93WUdjYXqOoygVTtTXk9bcUDHeVHeqqP9tb0qYoO9VcfGaw7sE9xsFfx5vNt77za8/Jg/UBnWXdr4ZHBurde6/70vV9dPvPe5PCJqZET2hsXWJch4Cd4Ny54aM5FQnUq8EeafiR9bGnysCIuG+q0Ih4HzrnRgJ+MCuaoYIyKZCxAxYM0pJkBooIJSvdCHAWjPDEDSMRuidgCZ1jglpKvYn48wpBhDoq6qRBHSLSB/KgVVRWolJ4j549MZccW7/anb54/S8bJ8pKuMf6OkRYVSMhDWa2eKsrKrm11/iywZNSHCR6CsZM+K+02Uk4agYWNLLhaUsAkUwcGH64eQ+euI7MjkDOpnx6S/0bnrqNz12EtDQmQ3QJcgt5AHMGIB185aBOChw74l0T9knvdbnCbELcJcZv14ByXw21C3SbUSRtspBZcbRKk609IozGhM5viT23JTkXxM001md2tRT1txb3tJW2NuZ3NBX2dZUcGlYO9in0dpS312V0tha0Ned0txQPdisN9NQe6K/e1FveoCnvaivZ3l/e0FfW2F/e3l+zvKD3SX9PZlNeszOxuLezrLN3XUXyov2qwt+L5g/WvHG07/vEbJz99i0KuW8lph3GO1I/67Rgso8M4CJdJb5gZdtBa1kX6XaTPSTgtBqcZ9VgJtwX32Ajeg4Y5KsIbIzwV5nGgUERYkh5hHo8sr3AQWSWDLibgcQGPsEjIbwj5sCUwZJgzLssxMsJTkNwR8GMBPxZkCahiWq7nu7Nqyp1hyhFRlohyRIwjYxwe47G4gC+IBCAu4HEev8kTckjJJiuxwONxYRk8GeepJQh4jMdiPLbA39kZ5M96+XPnFNiCiMRFJC4YYjwRZU1hPx1w46wD91hQjxl30qiD0llwtQmZNSIzsiDPBKkbI7SjuGYEV48YZq/qpi/rblzW3rikmbqombyombw4P3FBPXFBPXFBM3lRO3UJmb0GMMxcNcxeRedGJGEFLDIi0xByBKUOtESwuOA36GBus95J6x2UwU7qJDEowYzNWnGNFdfYCK2N1AJnQOAAJOaDDinlc26KP4qCZxqrs7qai/s6yzqbC9oac5tqM3rbS3rbS5qVWQ3V6cCl7paiFmVeY3XWvvaKTlVhszKrWZnV2pDTocrf11EKCh4wEERWszKrs7kA5FVPW/HRA/VdLYU9bcX9XeX7uytePtL89ut9f/zt4ZeeU5345J2Z0XPvvvPy+RPvnTn+x9++fmT4wudWat7nwl12xGU3eCyo14J5LJjXgoG7XPThgg8T/QiIl8iKCTgpc+QleiEOF33IkrfQT0C23h3/4QoEmcSqvqQFfyuL/+T+dCkiDFjFXXvH3bda+mwCYgKx9pXczZ/lU3BEREDCvCHE6UMsKXpNS3FwOw5DFsafEZm+szygdoLQTmDqIWkZBu2NC/LFhubGz8yOfQXhRIAUWpSgn7mIzg2BdgcLPEmxI3DZSRIDJJKD0jsog8uI2klgDhTUaCGkk5AikzS5eaUBZsZm7ZTaadS6zTqfHd0Uf+rL0ztVxT2tJT1txaq6zIbq9NaGnJ624s7mgobq9Mrip3vairtbi9qb8qtKdlaX7mquy+1qLuptL+lsLgCO7e+uOLCvarBX0dlc0NVS2NVSONir6Ossa2/Ka6nPBj/Evo7SDlV+W2OupB92Nhcc7Kvubi3q76x8bqBhsKf6UL/ytec7XjioOjLY+Pn7v6b1Iw7qRsCLhVlzwGfk3STjgMgPLnixhAGdAFgs4a7hG6CXVlCQGTNSNBZUbag5l6frr3PBhiCL3emTw1dqfRGBhPKNtas2FpdThmPcnYuEH3L+JMSsVuOPZAvF7v6wxZI3j11yRYh+RPQu2ZzSdzfA2gYljdBOgN6FzY8aZoZ105dgIRRYlwsYMjv2FVQuS/X/En/gv9JiKcjcZVyzZBpBLZkcKzlgI7Q2Qgd1AFZcu1QQQGolmknyZ6kOgJiXlDR5b2BuSenOnIsQfViIo8I8vTn/QW1uU012e1NBe1NeQ3V6ddmz9VV7mpVZtRU7i3KeKMp5oqk2o6E6vbU+p7Lo2Zqy3dWluzqaCkDCtDflDfRUHthX1dteoqrLbFZm9bQVtzflgRLYrMxqqs1oqc8G6dTVUthSn93bXtJSn31gX1VXS+FAT2VPW3GzMrOnrWiwt3Kwt2J/d/m+juIOVV53c/57vznw3rEDl0/8dmb0pN+hhwwGzo3AEA8whJwb8aBRzpZ40Cjnjzxce2c3gQJjSYKsvHwl7s2fpIIuvLTeNxZmcSmyAXXOSfPqgT8R5o66CAaPnD8JYd+k/JGWeg3zRGxFRCvOEFGGkArjOBcOrhrwsDmNOiCPZGdLpgs6d103fUk3fQHW4pLzJCl/gGawcpBh9hKmvkpohwjdmGS7J/XOJfAHZA7wx0EZnDTiNBogMguQQvwSpJRwaYuD1oIvgXEQotcU4SxRkYwIRFTcXP51kyKrumxHY016a0NOd2uRomR7U01Wc11OU02WonhHRdEzqtrspprs7pZSZeXe6tJdNWW7m+uyO1T5zcqstsbc/d0Vve0ljTV766v2NNbsbW/KA1deTfmO2oqdLfXZPW3F4Bbf310BDr2DfdUvHGo8sK9qf3dFf1d5W2NuV0tBf1dZX2dZT1tRa0N2X2dZa312X0fp4f6aFw42vPZcy0e/PXr+i3fOfPLW2U+P3bj6mW78zOzwcYthZGb4ixhDxFnypmj0W2YFpxbIEw8a4wF6UVjCgphIsGXQy6CiAhXml6plwzwJCDJUkKHCHB1hqRhDyBFnyThHxhgixuBRBo+z+KKI3RTxmyK+yJMLPLXAkVCkBS67gB8N+vGgnwgxJCDMkGGWCrNYmFtClMehRDzE4gE/gBB8mOBdKmWLClhUwKICHhXQqGgAxAIkTBZy51uII0Ls0odnIjxMFlACjC5yaJwxRFlDkNXzXj3rMvjtuNdKgo5kJ5ei9eAok9zToMVh86O66WvqiUuzY+dnx84n8Gd69NSN6ycl/kjMQeYuo/NXcM01QjtE6IYJ7ai0WLQkdqSEGkmGSAmpLhPUSugctM5lMnitqNey5PL2WlHGauBsBsGO+k1a6zLsJp3TqHcZUbeJdNKog9Z7rYaAj4yz9AJHL3D0Ak8t8OiCgC6Km8t/a6zMUip2N1Tvbm3I2d9dUV+1p7kup1NVXK/IaK3Pb28sbKrJVtXm1FWkVxQ+095YWFO2u16R3t6U19lc0KHKB5OpsWZvWcEWRcn29qa82oqdtRU7ywq2tDbkPH+w4YVDjcAuEE2NNXtBcwPnHpAQulLVZbbUZ3eo8iEABQ70wV7F4Z6qo701hzorn99X++vDLS/tr3+hr+7lgYa3X+o+3KX48O3nzn16TDN68uIX7/z+tb4Lp39vpcbjQeNCQGZpiMZV+LPW6iVhnojwVESgYqIxLtArl3pcvGv9R1LmbZMveE8uLce1SjkaxGEFHyL60ACDLcF/R4GU7yztEOIwKb8pFqCku5P7MyThKXel3NEARTQiIiEOCzKE4KEYB+mxoE5aJ+WGJiQNm7FZ4A8yO6Kdujo/fml+/NJK+SO3f2BpOyAP8AdTX0Xnr6Dzw2D/yHPnpHwFSVwsJ6FqRS8l+ijWiXksOo9FxzjQgI8OsaaAjxZ9VJQhb/JGQIA1MW6cceN+F+o2ax2UzkljNkLrMulEHxG9q4JTln+8Gf40lGc01WZ0qPIgvNOhym+tz1PV5jTVZJcXbFdW7m2oyqwp262s3FtesL2i8Jl6RUazMnuwV9HdWtTVUtihygcRpFTsBk8D8Ke9Ke/IoPK5gTrgQF9nWVdLoaJke3nh1uqyZ0FGgX+ioTq9sWYvaHql+U91txbt76442Fd9sK+6r7OsrTG3U5nb21hwuEvxymDj/paSgx0VvY0FvY0FPQ35B9rLXx5o+PXhltefa/3w7eee66461F9z8rM3zcRo0I+yljly7lLUhy2INBhFoNclmEaSgieP8IR5Ih40Svl4C2Ki9b8CsnokgZTcAzCaAwwaZPEgQ4LzQ2IR6zJ4bXqvVc86Mc6Fi15K8JK8mxC8uLTnXVjOYwr4yRBLhDkywidGqFbyJ8QRCRbULRG7KaLxIBYViSBDCF4y4KeDjFHwkpDeJkHyKFiJeckcgn+x+VHD7CVYEVKus0kAb4F+5iIydxkAjgfD7DXwa8Miqbh6DLJOJeUNSvGW6o5chhBLRAU6zJG8x8B59AE/FuEpuPeoQC8K5C1xCYuiCbAgmiI8HfBRfhvhsRgEL8T0MKkoRv6+Nud/K9xZXbazvTG3WZlVV7GrtSG3XrG3qmRnad62isJnmuty2xoKOpqKuppLGqszc/Y8Wl7wdEt9DoiI1oac+qr0DlVBV0tRp6qgv6v8UH/Nof6agZ7KA72Kge6KvvbSFmUWiJT93RWq2syG6r0VRduqSp8pyXuqrnJ3Q/XeZmWWUrEblD2lYnd/V/nh/bUDPZUQ1W1WZtWX7VQp0nsaCwY7ygfbyw52Vva3FA+0lx3orHihv+7ovtrn++tePtD40kD9SwMNRwaVLz2n+uS9l9995/DpD19/762Dpz98PeAxuM3TUYGMB+glkyBAS6kJUZGKiXQ8YIwH6LhIxwQqKpDxgPFmyBwPooDFAH5LoNbEHflzUyAlARUPUPEAFRWImEDGeGOUo2OCKcLTIZYMMqTgxX12zLNU84x6bbjPhvsdsEg3mgQuCtKUeDcleAnRRwb8VIAhAsySvhfiJAcGEeKWglpBBguyWEQgoiKkwyCLIrYoYrEgFguQEZ4KsbToI3g3yjghSQdbLsNGwZ0AWZhS/BGccoR2gtCNoPPXkLkr4FGYnzgrlz+SX27J+TZ1QT15XjN5wTBzDYJC4IKTFvKGcBDobB4rInjoCGeLinRUJKMisRzlwyDpPi6SMYGICsSigN1choxIRFTAAz6Md2O8Bwv44UAk6idjDLnIGxd5elHAFwV8Udgcf7Y89oOC7C3NtTkVhc+U5T/dqSpWVu4tztmSs+cXuemPNdflttbnt9bn93dWdqjy6yp31VftAYd1e1NefdUeZeXeFmVep6q4r6Oiu7Wos7lgoKdysKviaG/N4S7FywMNB3urmpVZipLt+7sre1rLOpqKlJV792x/WFG8o64iva4ivaul6GBfNbjyIL/h8P7aA/uqjgwqG2v21lXuaqhOb2vM7W0vAVPqUH9Nf1f5YK8ClEBIO9rfXXGov6atMfdQf83RA/UvHm46sr8OMiRePdD07psHzn16jFZfiflxzdRX+tnzgs8AOg9InkVxFamyoZpWeTrMrbvTHZb1SToiEKKXFDy030W6bKjLhjqtqMOCOSyY04p7bLiUjZEACDHLwbtpSHfiXBTvQXkPJnhxwYsGGCTMY2EeD3GY6DcEGGRluUdEwMM8HmRIKIxzmw1uk5S2s2Sjgy9OyhMFi0hKO1gOnl6R1n+We95g4/zEWfXEeVhoXwqqYvOjS144zVK9jAmdseCzdkrjNKoZpz7M0VHBFBUSVeuIQML7Wul9kb8IeBcLnCHE4AE/CctBSwkugocO+OmAjxI8m/MfbHnsB7u2/6S8YHtN2e7G6qzW+nxl5d6qkp35GU/Ulu/paS1rqsmuKdvdUJ0JzgBI5wH3WmPNXnAq1FWkN1RlNNVmgMR4fkD52kHVywMNB9rL93eWtzfltTXmDvZWgUHV1lCwc+uPygu21ysymmqye9pK2hpz+zrLjh6oH+iplNwMkst7oKdyX0dpb3tJV0vh/u6KnrZi2A4bm2ozIPOoQ5VfX7Wnt70E6HRkoO5gR8Xz+2p/daj5tYOqVw80ffnuqxMXP/rig9d+99bA8Y9/LfoRl2WadWtjAXpBpBc5Ckr6bgnGr0XTxvizyCNxVr+wTv74SN5N+12k244Bf6D60ELrrdRd+SxgKEuQyqql+rblugDMazX4bAjrxFknxnkQ0YeJPizgx0UfJnjRAENEeFpCmIOPYeK8h4AQttOog4S3pUVjlv1XUrmxRCGQQuDaJjTjuHoEnb8CGhpwJmF1fN2Ni5DUA/+C8gZiB3pz0BqXWe00zXssGt6DhLm7gnjSks6gWi8IdAJ/wJkpfxdfB5bqMuMBSopbCF4CvmztsyEeM+EyYi7j5uTPEz/9l61P/Gv27kdLcrdWlexU1eYoincUZT9Vlv80BEwrCp8pyd3a1pAvOQx62orbGnNbG3I6mwta6/OLc7YU52ypKt0JLoG2xtwj/bUv9NUNtpUNtpUd7K3a11E60FPZXJdVV5He3ljY3lioKN6hKN5RVbKzXpFRV7kbPAcQaW2pzwaPeV3lrmZlliTrQDRJRIIobXtTXnXZszXlO1obclR1mfu7KyDu1KzM6lIV9KmKDnVW9jYWDLaVvbS//pXBxuf31R7ur4Fo1Zkv3/743ZdOfvam03zDgl5nzLMBpw7Is8CSG+OP3P5J7OGudFUyzOOil2SdJGT3Sfyx0HoTqTXh89LCEitrJ2H5AWn9PXkMxEHpHJTOZTS4TQaPVe+1GrxWg8+O+B0o48RYJy54KPiOC+ciGAfmsyF+B+qz3dHTnLTBSSN2Um8jtBAqAY+C5EgAE1/OJdpwg9JPkPoRAKEbloBrroHbjTIsub8NM8OgvAF5zNgsfPVQ9NJSAC0i4PEgAYiKK9ag5Yk4TyXwBxaaS/o6FgJ3epOs3yBDeK2YndQ4jfpN8efhH3zvsUf/99Yn/nXP9oeLc7ZUlewsyn6qqmQnuN2UlXvBedDTWtapKuxUFbY25FaVPNtYnaGqzepQFdZV7qkp29nakFdduuPw/lpwSR8dUPaoCrubCg71VB3cV9Whyu9Q5ddXpRfnbFkWVpkNVZnVpbvqFRk1ZTtVddk1ZTtry3f1tBWDO6GhOr2lPruhOr1Dld9Um9mszO5qKe5oKoDYa1dLIQSUWhty6ip3leQ9VZTzZFn+1pK8p8oLt9ZX7WmqzWiq3tuhzOtvK1NVZXQ15Hc15h3sVhzsVgx0V/R3lbc35fV3lT8/WP/KYdXvXu//3a/7f/96/8UTv7NhozPDX7joqThP3hSNrHX6a5G8KRBfB8hbInoXAtitwGr8gRWCyLuMIhFfFI0LPBVjiQhHBPwo4zT4bAanxWA3651WxGE2WCmdmdDQ2Bx9d8qJDDdoZJIyTFD6CdowCb9J/TipW8LyUbMmdMaCT1vwGQs+bSFmrMSMnZqz00uV1fIgiRw2Um0jdFZcZyP0NkInecOkcIoFn9NOXZ6+ftZGztqoOQs+p58esuBzRmTKiE6Y0EkjMkHoRuCLUqR+xISNU4brb7zce+KTt6UgppSkw7ko3kOEWGNMtEUFUzxIxwIUfBrDbZuMh4hYEIsG8GiAiAXJeJC6FTLfDJoWRHpRoBPKImGJ8ORKQQBdWMZigAbEBSrIkD671m3ZXP3pzx/5f3fsfPJnP/l/nvzZ93PTH6st31OvyFDV5lSV7KwofKY0b1t16a7W+vyu5hJl5d7muty6ivR6RUanqrintaxTVayqy2xrzJXydPo6yyBfATzX+zpKe9qKa8p3VBY/rVTsyU1/rCDzSeinuS63tnxPad62uor02vI9iuId5QXbQfio6jIhzAru7Nb6PGXl3tb6/IaqTHBFVBY/3dVSePRA/XMDdUrF7pLcLSW5W/P2Pl6W/3RDdXqzMqumfEfu3kdry/eA5727pbixZm9/V/mBfVUH+6qPDCr7u8qb6zKf6656sV/50v76o/11YEG98UrXof6aT957eeTyh1fO/fH151ot+uFFjrolUrdEPBnWbRqJuBTVDfNUiKUEL8Y49S6rwWbS2c16C7WU4ygVqCSkXeLqMUx9VfYJkyQATzGoUjCIJSzHXiYkY12eEC3lcVowtQVTm5A5EzJrQqcBZmwGClXOHn93X1tle2PhtfMfnvz0N2ZsZrC7YeLa6S8/+u341VO0YUozefn3bx1+5/XB11/qUU+eu3rug8/e/3Xmzp+1KPMnh77C1aMT1047aI2VmMPVo4wDp5Ahv1MNhij4cuJB40LI9MYrndrpM1GRDHF6VH02HsTjAVxSsFfFvVWDZRVaMIY5WvBifoduU/wpyNxao8h5dtvDhVm/VBTvKM7Z0qLMa28sVFburSh8prZ8T2XRs811uQ1VmcrKvaranNK8baranO6W0raGgqaa7NqKnRVF20CV6mwukDLiIClBnkdXW7GrsTorN/0x6KGhKnNfe0VB5pPVpbtKcreCu6+xZi+YN401e1V1ma0NOW2NuZ2qoqqSnTVluxXFO9qb8vo6yxqq07taCrtbi5SK3W2NuVUlO2rL91SV7Cwv2N7dWvTykeaDfdVFOU9m7vxZZdGz3S2ljdUZkBUB0dsOVX5PW/H+zvJDnZUHOyoGWkv720sh+QhU04Geyvd+f6S7tej5fbXvHztk1FwNuQ23RPr/Bkw3BeqWSH8tGhdYgrXOrrbWuCrgEQAAIABJREFUaZJZUFyqpAhxeJAlIGMo4Cf8LsJpRWwmnZmch8Cl9C1asBaQ2RH4Jop26qpkjsu/dSf/6B38Vdoo/wwefF9IbrtLSZzgkpZWL6ANU4R2HFdfBx2M1C/9OHP8d30diqLsLQWZTx7qU5bkbn3lSMee7Q/va68Y6K55/oDq2Gv733h5X0nu1t628tb6/N628tee7yzO2VKat+3FQy2vHu146XBre2Ph5x+88ds3Dr56tOOz919/+/W+E5++QSFDFDJE6K5YqXGPbZb3IMU5Ww701t4M283E6IuHG29GzLxHp75+wkVMJGXOEq/Wx5+vRdNN0RRiwd2yufw3RcGzJbnb8jOeUFbuLc3bVpq3TVG8o7Z8T0XhM/kZTxRm/TJnzy+qSnbWVaTXlO2uLHq2MOuXIENgS1XpM021Ga0NObUVO2FYg6v68P7a7tYiVV0mxIieG6jrbi1uaygAza2qZGdfR2VfRyVsyU1/rCj7qZqy3fs6So8MKlvqs+ur9tRV7oIsodqKPY3VWfWKjMbqLAjX9rQVD/YqwNmgqstsqsnqaS0DV/vh/bXPH2wY7FV0txTtffYnjdVZ/Z2K3vYyuBhwMygVu9ub8vo7yw51Vh7qrOxS5u5vL4MAbm97SXtTXocqv7+rvL+r/MV+5eEuxZtH209/+AZv1d3kzTEf5San/cZ5/fi5L/7wGjF35v8Lkevij4CFl6vfRB8KaXVhjhYZs89Fumyo3aQDu0Je3QVOXqgIUE9cTvrVx5WBywTAn5Y+fTd5RQ7t1FWp6EBKzxm7+sXxj946d+L3n77/8qnP3/zio1dPfvbGof7q5wZqD+xTKIqf3d9V1VyXm7Hjp60N2Y01e9oac/o6Swd7KwZ7K6pKn87Y+ZPinC2dquLetvL+TkVB5pOFWb8c7Kk+2Kfo7yprb8o5sE9RnPv4/u6yg31VLxxqHOipfPX51jde6frDO4dee6HtVy+2v3q0c+8zvyjM3D4/fvGP7zyfs+cX50/+x/CFD2sLt7/+XGucIVby52vRtMhRC5zhHjPa8v5RhmBdBp9dK3g35z+ozN9eXrC9sTqrqSZbUbxDWbm3qSa7qSa7tnxPXUV6cc6W7N2PluU/XZb/dE3Z7sKsX+amP5a9+1EIsDZUZTbVZPW2lzfX5SiKn2msSW+q3duhyu1uKepqLu5sLi7N36ZU7IaYzECPor2xsFNV3Fqf31iTefRAw5HB+v3dlbXluyFQW1H4zKH+GpA/tRW7asp311bsUVam15TvaqzJ6Gkr2d9dCS5yMIGeG6g71F+zr6O0t730YF9Nf1fFof7ag33VkAPe2pBTU76zWZndVJvZ0VSgqs3ubilprstR1Wa3NxZ0NBV2NBU212Z2NOY1Ve9V1WYoFbt72orB9QfkfG6gbqC7or+jrK0+52BP1dsv9Vz58t+P//HV1460/vqFjp6W4vrKPR2N+ZR+SDd19mbQnDQudJMnF1g86kPiHBHmqBBHQeRHKvwKMjTjQrx2nceqc1BaKz5vxmZp/VJFp1Rdg8yO6G5c00xd1kxdVk9cmhs/D0JGyjpbA7Nj5+bGL8yNXZgbuzAz9tXc+LnZsbOzY2dmx87Oj5+bHTujnjg/M3ZGPXlBPXF+cvjLV4+2l+RuGeiuOry/ujT/yb7OkqODyvKCbd0txZ2qwq1P/KC0YGd+9tO7tv+8oTod0o4He6t6WkvaGvJz0x/dufWHzz71g67mkr6Oyr7O8gO9Vfs6ynpaS3paS3vbSpvrclS1Wbu2/UhVl93XUdHbVtbfWVlXmb6voxyC7O1NeQ3VexXFzzZWZzbVZtdVpO999qcD3dUf/eGVzB0/qSvbTelH4gEqHsAWQ8RCEL8l0uAv5azzn773gsd6I8KjUc7wdRBfFJBbIroQQBeCS1gM0jGBjPC44EUdZoPTivhdm/t+VlnO1sbqLHAY1JbvKS/YXlu+B3IOGquzSnK3Zu78WUnuVpAPOXt+kf7MI1m7ft5YndVYnQWRn05Vsao2p6Jwe3HukwVZj7U15LbW59WU7e5oKlIU72iqyQC3WGdzIWiALcq8wd7qI4PKw/tr+7vK6yr2gERqqMoEe2lfR2ljTQbws6Eqs65yN8RVwXsO6GopBGOmr7MMRvyBfVWdzQWQBg65SJDh2qzMqi7bCU550APh7mrLd4N4hMQipWI31F+AH+9gX/Xh/bUQdOpqKWytywYP3ptH258/UA+vWanYnbf38baGgsqiZwnNtdX0ijhDcNb5iGyVInkiAiyHwntQ3oNwbr3gQ0Q/yrpQSOgE39fyJ5zH4KtB+ukh9eTFhHjLMs7JoZ68oJm6oLtxZWr4LHzoTu5cnp84Ozn85bXzH06NnPjwP16enzg7M3b6s/d/3VidlbPnFxk7flKc++SOrf+nKOeJZmVu5s5Hi7K3qmryHv/Zv2z75cOZe57as+Pxxpq98MD7uyq6mktalHkZO35alP1UUfZTnari/k7Fof6awV7F/u6KTlVBb1t5d0tpU012ad62HVt+mJ/xRKequLE6q6Zsd70io7kuB7yvLfXZUAfQUp9dWfx0Se6WouynCjKffPVox7NP/aAg88n3f/+imRgdufJuREDjQSLOEvCcb1z5dLBH8fG7L00MfzZ0/o9fB8ivA+QtkVgIEDJvHhVi8YAf5TyIzYTYzajDsjn5U5aztTRvW3HOFlVtDrja2hsLG6uzwLgvyd1alv90zp5fFGb9sjRvW276Y/kZT5TlP91YnaUo3lFTtru5Lhd0OWVlxq5tD+/c8uOCzKcKMn9ZUfhMW0NBizKvt720u7Wor7OsWZldr8hoUea11ucf3q8c7FVA9LOrubhTVdzRVATaV297SX9XeaeqsL2xsEWZp6zc21S75DYA/kCISUqc29dRCjl14LqAxAiwwUCHbGvMra/a21STXa/IKC/YXpj1y6Lsp4pztlSV7ACFE46CXPJ9HaUN1ekQQQK/OWTrvTDY8EJf3Yv9ykOdlUf21x09UL9U395R2VyXW1Wy86WDzYscBYrE/w2YQZ2Q6nxEh3aBpyO8EdwGrMsAXy7g3AgsLhlkyCBDhDgkzKNBFhF9RMBnFr0mWAoCgjNSxj5tuIHODUtJMcjc5aW8Zu0QNjcqlXwSmqVEGzM2q564vOSDpqft9LTLPOe2zNvp6f1dVQ1Vmcde6z/cX//Hd46+cqS9q7mkovCZ3U//eNvj/5Kx4+dbf/G/dzz1b2V5O5598pFnf/lIXvrWpx770ROP/uueHY9vffLHNeU7IL++U1XYWp8POV/1igwIVAx0V8NyGnWVu5pqM1uUeVUlO3P2/KIg88n0Zx7Jz3iisTorb+/jmTt/1lqf395U2N9VDjMaDIzu1qLaip0ZO3+6++kfl+Zta6rJrirZ2aLMO9Bb26LMrSjcdvqLY6If5R0aWNlr9Nz7iuLd9ZVZh/oaepvLQh4EnHJxcbluhSeDflrwELyH8DlQII/dvDn7J3/PY5k7f5ab/li9IqOi8JnKomfBw6Yo3lGSu7W1Pr+2fE9Z/tNgCKU/8wj4GEBGtSjzVLU5xTlbSnK3VhQ8W5Kz4+nH/23HUz/Z/fRPQJRVFj1bV7kbKheaajPrKtJL87bVKzIGuhUw3HvaijuaCv/w9pH+TkVfRyWUuzbVZigVe8BjUVeR3lKfU1+1BzwT4JeDwqTqsmcVJdshdw4Klrpbiw7114ABAwEiMHjamwrAi9jXUZmb/ljWrp9n7fp5cc5TkEmkVOxubcg5sK/q6IF6YMtAT6W0oAqkPnQ1FRxoLx9oLW2tyvj/SXvPpzrPLF+06pyZOTNuJyVy3DnnnHPOOecc2GxyRoBACAECgYQkJKGcc7aVkyVbsuVut+2x+/R0z7f7Z9wPS63punW/qeotirRhb3jX86z1S08xaSllbKWMrZi2dmTd5YyrI+vu6wh989WZD8Xz63d3Fyc6/p+/vIZC+vOrW3//+dkHlwTsOf9cP7/++OjXHx//+u7Frz88//ObJ2Bf/yAvgCQw+BA0ab++e98E/v7T0w+l+PMPD9598+TdN09+fPX0h5ePf3z19I+vn7159uCHlw8e3b7w7tWDo/t3//n7+2AWfP306lfXN5ikBha5USHEp8LGqE8jF+BkfKyMj2WSGjjUVhmPTEDUklD1fBqOjGphEdGE9kYCuoGIbWRSkYiWzRoZAf4+TjMfYNuAU+61SZQiAshZXBae3ylWirE+h9hu4ClFBAGz3WeX6uRUJqkBbioWudGiZRtUdK9dGPUrYWGFRj0WUOnkVCJqMwW7DaBgkLBwqC1sSnM6Yu7vjC5Ndy1sL985v7+SsMp4ZBapXcjEqQWUyZ7Mf//08re3D//vn5//359fPPnq3K8/Pv6QaPf25dffffPw7evHH7v/SFkoPqPNpGYGnHKzhgV7pdsiMmtYVh0n4pMphTSnUWxUUxjEehEbqRITlSJCwCmHbUqn4snFdB4LR8A0sOgoVMvnJjnJrmWa1EytjAIiHWj2AG/QyakaKTkV1sOAnoroijHTSCU03hU9vGekmHL4HTLgbX12KfSQLrMQukq9guY0CYIuhVZGgWqX8bE6OVWvpEB4QzZuBFQ95FZGvCpA8AopSy5i8Bl55Zg5G9AKme0SLtqiZevkFKeZC/WTDmmrKTvoFTIRfT5pLqQssBNCcxj2yk0amscmAJgu4JKAwhUQ8O6MsyNumR5Ib+wdf/X12eMHpuZ2dNiN7D+9vfO3357+7benv/7xq7/99vS///L8v//y/L/+88lf/vw+CBfUmf+c1P7/e32IhXj7+v31p7dP/vrL87/99vTvvz/622//o8r5EBXwy7uH//nHx7//9DQbs1w8tffrG8ee3DuTCOrXlsZOHp47d3xPIensLMVIuCYGBUElNCaCeqOKIWC281lYAYdAwDRwmVi5mM5hYGikNhqpDY+uZ1KRTXWfssgIhYDKJLYRELUiTpvPIQJQx2sXRnyKsFfuMguMKoZCiBeyEAJmu93AU0tIDiNfIcQziPVaGSXqVxpUZA6lVcYjs+loMr5ZLWczKUgplxT2qGMBpc8u8ljFQZciG7P47FIavpZHb2VTmjjUZq9N4raIGJQWLKrGYxGl/cp0RJdPmnsr/kzMYFLx2WQEHd9CwzVyqM2Xz6we3jf17vWd3/70pJLzPPnq7NfXLrx59uDt84eQpAvXR9WPmImQC3CgPHCaBHoFTS7AAVjsd8jCHimfjtFIaEoxhkVulHDRAma7lIcBpMGkZiqlTPhzY5C1rc1fcKgtFgVZJyGoxEQZHwtQHiw8QPIoRQSbnuu1i6Ef8zlEA2X/8o7qWDUy3hXdODBzdG26rxIOuZVBlwI6AVgUtTKKXkEza1hOkwDQc7WEJBfgNFKyxyaEocjvFGtlFPBcuMwC8COlIrp0SFsIG3pz7mxAqxYTYQkMe5Qgegi4JPmocaDoywa0xYgxG30PIby3x0Z0AMfnEibwz8Lt8t5I65KnfWqA6YoRY2fSNjOY6S64QUW+vm8cohTevrzx258eQwjeLz8++Ont/6gzP2jM/j95F/9sY4a0yjfP73378gFcP7x+9Nufnv/tt2/+9tvTv//+4r9//+a/fn3x11+efzDM/v23V3/95cWFk8s2PTcZMnx949hoX+rD9qIQ4kUctIBDoJPbidhGNq3drGFJeRg2pUnAwXMYGCyylklF8tl4KrGVTm6H+qEQWnCoOoOSbdFwmaQmEmobj9EEU2guYSqkLIC1+h1Ss4YlZCGUIgIsoHIBTi0hhdxKq44j5qB8DpFVz9BIqVIuCY+uJ+Ob6eR2HLKWR0NHvJqgW+I0cWE0AHjWomXDgg7zj0ZKJmBqMMhtejk17pYGneIPDUgiaFJLKFIujk5oYJEb/Q6ZxyqOB3R3rhxJR0yFpH2kJ//4zsVjBxbuXj75w8v7b57de/vi4/gfJR8HnKnTJNBIyUoRQSenmtRMIQvhtoicJjYBUStiYRwmllnDknDRCiEeJr+IVy3lYSiEFiK2EYOoQbdvIxObnWZR2CH2mvkeqxjoS1DrgFSHRW4E8UHMr84lTCBIHewIjFRC/QXvWDUyNVIY7kmcWN91+/LhhZmeXNwK+4xOTk2FjdAQOoz8oEsRD+gAyrPpuU4zLx3VB1wSn0OkFBFgeDOpGRYdA3RACb8KHETVlD3klJs1rKhPkwjqYb0Me+UdKVspaiqEDRm/JuyWwc4DWgpoPmMBFdwonQUXjFhWPTMeVBfChphTFnVIYXMrRoyDJX8+ZoTeo5i2/vru2Y+v7z+5d/HNizvfv7z3/ct7b1/c/e7ZnX9OvfjnCMIP6mYQIwNh/z9WnG/ed+0/fvfs13cv//Lnl//352d//fmbv/78+vefXv767hlkKf/9t1f/9evL3396GnDKAS8tZ1x+h0zERtLwtXxGG4faLBcSOAwM1A+fiYJWSsxBiXlEHguHR9czKAgmFYlH11OJrRRCC4OCwCJr6eR2u5GnkuAMKopRTQ15ZCDnBYkWzI2ZqAl6E1iFHUa+lIdRCPEg5HeaBLCBu0xiDgVJwjVRCC1UYiubhubTMQYFw2XhGtU0wJ+8NoleQdMraHDbqCUkDrVZLsCR8fVkQhOTWO/Ws7xWPvT28DeHFdPnEAuY7WCXVomJQ91xj1WsEOLDHs38jl67QbBrouvNi1v3rh17ePv0R9WPiI7gM9o1UjJQpdCb2fQ8EqZGI6frlRRM61Z06yaZAA0EpZiDArDBpucqRQQxj8ggt2LatyJbN+PQdXIRyWXkea0ij1XssYoBk9HJqWYNy2MVa6QUm55bzjg7ss6ukgeSfapZ51h3dPf20tJ0tSvvnRzK7pro2D1VvXHhwL0rR9cWRzuy7nzCVko7Q26lQUl1mvkhjyITNeUT1nzCmgjqYn51PKgppKzZuCkdMQFUYNGx3VZ+MqwNeWQxrwKMQ2mfOupVxQLabMwc8apgD4n4FJmwLuVTR5zSdECTieqhFQRk3O8Qhz3ygEsa8sgzMWMmZoz6VVY9y2nmWXXMlE+d8CiTPlXCq6wkbYWoqZp25OMmAJ1iAdWZjb1vnt+9f+P068c3v3l47dXDa0/vXnhx/38SZ0Da/OH9DzLN10/vvHnx1et/xGi8P/ni9aO3rx/98N2TP755/tOb5z9//+zXH5/88sP7k3m+f/n1L+8e/P7Tk//69fnP7x5cv3BILiAwCA08eit00WxKE5fWxmO0s6ktEh6ey8QSMA0CDkHExfMY7Uxyk5CN4tBRdHI7hdBCwjWR8c1YZC0R20jGNxOxjXh0PY3UppIQIz5FKqItZ62w6vsckohPFfYqMjFjPKAOuVVWPc9jk5q1HL2C4bVJg26F08R3W4R2A9ekZnjtIqueZVAyuTQkpn2rmEfgs7BCDp5FbqcRGsxapl5JU4vJiaA+6JLbDVyDkq6RkqH5ZxDrOdRmMQ8n4GDJ6C12LcNp4jhMnIhPkQxrnRZ+yCPLRLQxv9JtESZCer9D6ndIc3GL3cAVsREKIbar6PXaROWM48dvb9+8dPD8icWPqh8JC0XF1QDg6DILZXxsxKPSyulNjZ+jsM1yMZ2IbWxv3sSiInj0VgkXDVIalZgIm7JOToVVDYfYhEHUMKlIlYyllFABgYkHdIAxGFUMh1GgEFDManY+ac7GDTCmp6P6yZFMJmbo6fAtzfUs76gubC/PjRZmBrOLE9VDC6NXT+x9cPP4+RNLc1NVj1XsMLECLrHXLrAZmICtOc1cn13iMgtjfi3Q3vAb4wFtNm7Mxo2FlCXikmX8mmrKngvqgk4JLFSw+0H7DrQvUKhgB8zGjU4z16bnmjUsKEiYjIMuBYiY3BaRyyzMxAzVojsbN8aDmnhAB4BHxKf84B3MJ2zHDu68c+XIpVPLR5ZGr59avnlm5e6lI4/vXHh858I/x/N/iDl//eT262d34CTZd28e//Dq/v/kAH77EK4f/imZ+u2Le+9e3f/Td49mxrpePb3w99+f//dfXhzcO+YwSKnYJg4FqRSSLFo2tGdMKpJJRbJoKAqhhcPA4FB1bDqaz8bTSG1kfDOV2EojteFQdbD/EDANBEwDk4ok45sZFARsViwyIujSJEO6WECRien8DomMR1JLaF6bJBHU2w08t01BJbbKxXSDRiDjkc0abtAtTUd1AHWGvfKoTw2NvUpMBDOLRkpmkBqpxFZ0+zYWDUXBNYvZuKBLnonp3Bah0ySw6blaGUUpIki4aNjNpDwMh9psUjPDXgVIxsJeOZuBdlkl6YAm6pZCZwE3CazURjXVqKYCrKqVE6fHs5W8o7fi+7j+jYcDkUsyZIBn6bWKhWx0Xe0nX275hIBp4LFwSimTy0DJBTgpD+O1SSxaNvCqIjbSrGEJmO0cajOd2Aj/ADK+mYJvkAtwTpPAZRaClUgro9j0PD4drRKTYwFVPKiCjisR0nSXvcDnzM90Hpwf3L+rb3Vnz/VTK1N9me3dyWMrU0uzfTcuHnzx8OK9axuLO3tDbpXfIc9E36NkDhPHZuAADQUjmVXH8TtkThMfmAS3lR91y0tRU3fGWUlYwx6ZSUPzO8Xvc1GcYpeFF/EpbAYWzEvFtBWsRBoZwaxhAbKSi1ujPg0kqKglJLWEZNawCkk7zF1hrzwdNYBo0GeXJkO6VEQX9sqLaWsl5+nMe5fnBvor4d6ce/dYcWWme89098G9E0fXph/cOvn6ya13rx6A2fNDiPFbUJS+uv/29YMfv30EObQ/vXny7s3jd28ef//tw+9f3f/HSb0Pf/7hEWAGXpvUomXv3T108vCcUkRikxE0XLOMR1YIiCY1k06oo+JqaKQ2Eq6JhGsiYhuJ2EYKoYVCaIHyIGAapEIqldiKQdR8mHbw6HoitpFKbGXRUDRSGxHbSEDWmdW8TNQYdIvjQaXDxKNiG2Q8QsApz8YsVh1Hwifh0fUcBkYupvNoaCEL5bLwUpH36ZxRvzLm1wD+BHy6QUmXC3BUfD0B04Bu30bCNaFbt7JIrUoRPuASGZQ0EEzCvcQiN/LorTDFAQ4U8siBG9TICARsg0pKibpkPisfZMSQo+axCZJhbSZmAKKimLZa9Sw+o13IQujktI/lf6DRAubHquN4rWK1lNrY8NmmrZ8QsY1mvZjLxBo1PLuBx6O3ithIaOFEbKRCiFdLSHoFzaJl6xR0Nh3NpqMlAgqfieLRW90WkUpMFLIQVFwNDV9r1nC0UqZewfA7xX6nyGHimDS0sFdeztrLWbtciB4fTO6d7iqEDUPlwJmDO2+c3ndsZaor7Z4azq+vTh7cu/3+zeOvn9x6dPv8gaUdUa8ebtyQRybhojxWsd8hU0tICiFeJ6cmQwaHkQeFkQxrc1FDZ9LWm3MXI0a3maeREcBBlI0bgbCD7CEwwALbG3BJAi6JkIVQCPF+hywXt0a8auA3aPhaKQ9j03PLGRcIxvVKcsApAUzFbuDpFRTwdzhMHHhsKe0sxK25oK4jbqkkrIWYMZcwVvKO8yfnH946+8M39wGV/nDSwQ+vH37/7cMf3z750w/PfvpHlPFPb578+PZ9Cb377r1F9MWD63/585O//Pzo3IndciFKyMTGfCYBA8OjodhkhIxHlnCIShFZK6PIBTiliGDUCjGIGthY2ps3cZlYQMCwyFosshY2GQyiBro1+CQWWQtlhmrbikPVMYhtCiE55JbHg0qPjWfTs2U8koSDs+m5PrvUaRKIeQQcqo5FQ/HZeC4VRcXVmTQ0r50f8SmAbPDaxKCx9NmlBiU9HtDp5FQ6oQFqm0JowSFqGIRmMQcpFyK5tGYwcUZ9GouWTcZsFbIQZg1LLsAJmO06OdVl4YNgUshuJRGaGeQmn5nvMrLtRrbDxAE5v05BguxBiIJKR/VWPZuKbaRiG5VC6kfVD5+KEPMIZi0Xog7MGpbdKGJS21ubvmxq/FLAxJk0PLOOE/GpHSYuFVdDQGwVc9AAj7gtoqBLYdaw7AaexyoxabkyAcFhFsuFBI9V7LVJgESSC3AqMdFtEUl5OCap0W7guMx8s5bpNPMtOlYmZvQ7xXolGeCssE3ck3XtHMqu7uw9OD90dHl8drRQTtpmRwvry2Mn1nd/fePEiweXXz68fP3C/vGBVCKo89klHqtYr6AJWQgJD+G1C5NhbTljyyUMAZco5JEmAup81BxxK6JupVXH1khJNj0nHtBEvEqvXZwI6nwOMRSPVk50W4U+h8TnkDhNfOAcQm7lP7QUIrOGJeGhXBaB1yaKeJUOEyfkkemVZL9TYjfwDEq6VkZRivB2AzfkVtgNXI2UnAjqM1FzMmSIuBQhhyzu00R9ykxMn47qFnZ2Hlieen7/Ghyz8f3Lr9f27Hj58Ma3z+99+83X3726/93r+29f34fs4h++e/inN09ePb3z6x9fPrl74Y/f3H1658zMcOmPr24+u3eyt+jxWwUpv36gHB4ohwc7IiPV+I7Bwp4dPdfOrC5MdY50RaeHc0GvkU1HM6lI4HAEHIJcTIdRh4BpIGIb6eR2JhVJJbZC5aDbt6HatrY1bSJim5CtW5vrv8AjG2QCisXAsxjYbrvMoGbLhVS5kAxYmVHFYFLaoQ0h4ZpUIjKX1ipgtVl0TLOWbtUzTRqaw8QJe+VBl9Rl4fEZbUGXQiHEc2iteHQ9Hl1PwjUhWzYzye0+p4pDb8ehtmoV9LBLHnHLNXImg9xCxtVrFUyZgCQXUWxGsVHNtOrZJg2DRWlAtW/Fo2t1coZRxXCYeDY9x27k6uR0NqXZbRVEfPKoT+13SFJhg0FFZ5FbuNQ2Mqb24/ynyFoKoUXExYP+2qRmqmQMBgXRWPsHBgXBIrWrxZSIVxHxyexGlkKIJ6Hq5HwCwGsfKE5obEB7CvBxxKv2WMXg1hayEAxiPYwlFOw2tYRkN/A+iIYSIS0Ex5UytlxQlwvqRiqhgaJveUd191jx8J72s+I+AAAgAElEQVSR+fHSsZXt27tjKa9qbqq6cWDmxPquJ/fOvHh48ZvHl58/uLAyP+Q0CRxGvlXHMarYRiVbJaJadXylkKyR0DIRm8MohA1Wr6CF3EooaZOa6XfIYG2L+FRRvzITM4BgxGHkW7RseEVmDcuoYjhNApB4u8zCZEj7z+l2PofIZeEFXFJ4RRopWcbHQiPntUlCbmUmaq7kPF1Fv8ssBEWSxyoMuCQRn6KSd472ZbcPFE8fWbp75fjz+1cCDvXpI0vfvbz7+sWd717de/Pq3uuXd969efDm9Vffvbr38NbZpdnhr66dPHFw1/nDuzb2jh9fnTixb/LA7oHVnT2LEx07h7IrM93DHcHJ3sTqzp6hcmCiJ35wfnB+vDTREx8o+lobvyRiG1k0FJOKpJPb6eR2mYhGwDRgkbWotq1EbCObjobdBo+ux6Hq2ps3tTdvam/ejGjZ1lj7eUvDJmRLLYeBFfJwWhVNp+KxaCgcqk4poQFt6DQJiJh6Eq4J1baVTUd/GEcjPrVZSweRVCqii/lVJjXNqKJKuGiXWWhQ0rn0dmTrFmTrFgKmAUBdo1bIpCKRbVu5TKReSgraRCIeCX4yFD+XiVXJWAxSo1yA08ooPHorBlHT0vA5n423GkRemyTm15rUTDmfxCK1KoS4oPt9sBTkebgtIruBJxfgPqp+GIQWIZeoVbDUEhKEVPHZWBYNhWrbSiO1UTCNHos0GzeGvVKrnqESk0ioOi61zarjgK8bFGVgQzCqGD67FO6beEAXcitBc2FQ0l1mYcitNCjpTFIDGbNVxEYqRQQ+o00jJZcy9mrRnU+au0qe7oyzGDEOlQOlqGnvdNdkb2JlpvvQwtD+XX1rc/1Hl8e2D2Zzceve3YPHD82ePbb45Kuz3z679uLhxUd3ToH8ZLgrJ2LiGzd/Uvv5/2mr/YyIrLdpxX670u+QmTUsrYwCT1shxGtlFKuOAy4Mp4kHPLrLwnOa+DDgwaIAVaSTU8FQGHDK/U4J4KSZmAHEREG3NBHS+uxSq44Tcis9VjE4MoDzteo4YY+qlHb6HTKLlq1X0HQKil5JNmvpPocoFTbEA9pS2jE1kr98dnVyOHf1/P7Hd07dunjwzJHdR/ZN3b546PSR3WePzq/uHhzpTSzu7BnrT433JXf0p6b6kmtz/RA/NDuc68m6+gve4Y5gT9a1vKPanXH2F7z7ZnsnexPjXdHxrqhVQa3d8odNn/0LGd/MoqEAVeOxcIAZ4FB1MBFhEDUkXBMGUYNB1CBaNqPatiJatrQ2bm6s/byh5rOm2i9xqHoWvV0qxmuVXBKuiYBp4NKRJPQW4PoY5FYCpgHVtlXAIYTcynTEFPVpIl4VhNEWUpZc3Go3CFjkZrWYLOagrDqOWcNikBpRbVub6j6lEltxqDpU21YRj0TANGCQNVRio03DdBs4DAoCh6ojYBqgBRVwCAoJg4qvV4oI4P4iYBpaG79g09EemyIVNka8arOGRcHUMwjNQna73cg0KOl6BQ3k/HIBDhI4PrZ+JAKKTsGCIjapmWIeUSqkWo1SwE9Cbk08oHaYWDIBUsxBcSgILrUNWC1ApQCh1ytoYFwFpQzcbTo5VSujgKYbvlPERsr4WLkAB+EkbouonLFDDuP0eH6g6Kum7NWUvSNuyQa0lYQ16VHuHMouTnTsmawcWhg6e2zx0umVpV39XUX/rsnOYwd3nj46//Trc6+fXv3u+fVbl9aHeiJRn9KqZxpUFJ2CFHBJ7AaW3yl1mYVQMKAhguUKiDmXWWg3cKAMQh5ZIqiD7xGxkXC7g/ZcxMZnY9bFnb3DvbGukmf7UGqoJ9LT4essuNJRfTyoSYWNIPqKeNXwi6B9VQjxNj3XYxXH/Nr+zki14Fvc2b042zU5kpnb0bG8u2d1sW9hZ2VhZ2VqNL19KDHaHxuqBkarof6iZ2NldHm6MlIN9pc8lZSlu+wuZaydBWdvyTtWjcyPl0Yqoe6Mc6gcAHled8ZZippmBjPTA+l8SD87nFveUZ0ZzEz2JjqTtoBZIBFQNn/+LxhEHYOCQLVtBeIOagCPridgGuD2xaPrYSsQ8UgUQguiZQuytQbRsq2h5jMcqgmPbhDx8To1XS6mw08goGswrZ9xqC1iDkrMIxAwDfBwSBGM+jQht+JDsl8iaBQycQREjYRDZBDrAU8jY2rQ7dtaG79gUpGw/+DR9VwmlsPCMiitLgNHJyFgkbXtzZvQ7dvQ7dvw6Ho6uZ1FQ5Ew2yBOQyenAshBxjcb1VwwrZnUTCq2gYptoBFqFCKUmIPiUJvhv+M0CUD6/JH4NRKC3UAkCnUMdQnNBuC2egWdQWjlUJBcKkojowTdUsB8EyFN1K/0O8UmDR3gSLBCwFuwf7vMQigVs4Yl5qBABPRB8VCKW5IeZcqr6ko7hsqB9ykFEWPcJfcauJDzBrdFX96zONFx/vCu66eWb59fW9zZ21X0r8wPHd43den0yrP75799du3106s3Lx7q74yEPcqgWxzySAIuUcAl9dokXFqLQUkHlYqUhzEo6TC/ATwNjoywR+Wy8DMxg8PE4TObQXvusYpp+DopD2PWsPbuHrxz5cjD2ydPHdl9/NDs1zeOPbt//vHd05fPrJ46sntmvDzalyqlnbm4NexR5RM2v0M22BXzO2QGJbW34h0fjA/3hoc6gz1ZV3fGub07NtET7y94u9KOatoBsrp80txX8hXChpnBzERPvJyxVfLOXMLUW/FXEtautKM74+xIWUsZW381mIroevLucswMUZJpn7ocMy9OdGQD2mrKvrC9PFD09Xf4+zoDAOXHHHo2HvHFJ/9GI+EwiBosshbRshnZuo2AaSFiW7GIRi69nYzZSkBuwiM369V8pZQJSDcAdMjWLSwaik1Hs2goMZ8MTCsR20jAtzQ2fYlF16rEJCGbiGypRbTUoNvqQSQZdCkgC8BtEYXcyqhPI2IjqbgaPqONR2/l0Vt1cioJvQ3burW9/nM+HUPGNdEorXYdJ2Dle60iMQdl1rA0MioOU49B1bY2f1lf8wmydQsZ30whtLDpaAyiRsAhaJVcjZT8XulDa9MoOAaNQCFhYJG1oHJQyViwykNDFHQpQm6l3yH7OP0bG21UMWBbELIQAFJrZRSDkg7UR9ijCjjlFi1HxiNoZXSDkuU0Cz4w9xD94bLwjCoqmLGhZmD1dRj5MDN4bRKfXQodlEFJhwkh5FbG/NpywppwK4D+L8fMsJT2F7ydSVtf3tOVduSCulLUVIwY+wveiZ74WDWyf1ff5RN7Lp9ZvX7hwOxEpZxxHd43tXFg5tal9W+fXfvm8eU3L26cWJ+tFj0RnzLiVYY9ShEbzaW1QaIdoNLgsTVrWC6zEFwVDiPfa5P4nZKoXwkyVmjD1BIyj94eD+j27xktZ1ynj86fWN811B1fX528e/Uo+KLvXDly7viepV39e2b7QN384NaJs8cWTx6eu3pu/8aBmSP7dxzeN7GyMDA+mBqoBDvilmrKDq8LbLC5kD4TM7z3HYV0hbABAlZ7yz4gsvYvDQF8lw/pC1EjeJ9yCVNHwloIG7Z3x8oxc8qrGij6Mn5NOWae7E1AfNfkYJqC2wrG9Y6Yw6WXfPmHf21p3AoQNqJlM7J1C0AFTCpSJ6cLmO1KEUEhIgq5RAGHIOKRpEKqiEcCXEHAIfDZeAqhRcwng0xOyCXSKCgkqh7VvkXKw1DwTVhkHR7doJQyId4MbgmNlOyzS0NuZdijgq4+7FHpFTQevVUjJWPbvsC2bTIoWFYdn05qxaC2RdzKpFeRiRgB2Ay5VUoJlYyrF/FwBHRdS8PngHZA88mkIoVcIsyfQhaCim9QSpl6NZ9BQcCrAwmFQUm3G3ghtxKyn0Dg81H1o5dSAUmEpise0EHfJeNjQbTmMgvtBp5Vx1ZLCX6H2GHiOowc0EFDjKjbyrcb2SGPHO5FsNmYNSyDkg7GOBCDQoIpJGiDyht+b3fOnQ/pB0v+tE/dX/D2ZF3bu2MDRd9YNTJUDlQS1krCWo6ZB4q+4Y7geFd0pBKa6In3l/wn1ndB4PLFU3u3D2b7KuF9iyMn1nddObvv1ZMr3z67/ub57TNHl8oZX9Sni/o0sMPAlAJNMAwkQBwFnHJACCxaRtSvBGIn6tMoRSQavj7iVW8cmDm0MrFxYCafsIFnZmGm58Dy+HfPr799efPty5s/fnv31JHdCzM9R/bv+O759Z/efn3/5vujCr6+cezFw0u3L2/88Oqr25c3pgZzEz3xO+f3372wdnR5bKgc2NGfGu2KjA0koCfsL/u3d8dyQV05Zs7GDPGgeqQvVsrYOuKWXFBXCBsqKRukileL7mLM1JV2dKUdEHGcD+kLYUN3xtmbc3elHdMD6UxYpxQTShlbOWvvSjvjHg2qdXN7yxYcqp5NRxMwDXw2Vi4hS4REHhslF+LBg2DWsAHmloloAg4BLomAwmfj2XS0iEeSiWgcBobLxFKJrURCa1t7DbJ9i05O0yjoYgFeq2LKxGSNlGxSM8HqAhox6PxBnQySMT6jTSHE0/A1eiXFbuT4HGKjloNGbNXLKAmPPPAPjEcpwkdcsrhXGbSJJVwsn41nUBDQrZFwTXh0vVRIVUtIMj6Wz2gjoLbiUHV8Np6Mb8ah6qCZZNFQLHKjVcex6jgAtUOj9FH1o5OQwx5VIqi36blSHkavoAWcsohX5bGJ9AoKAFBWHUfGx5g01ERI7bHxPTaBw8TVKykmNc1l4butAqeJa9WzQLMj5WFUErKAjVQI8VopyaikBZ1yn1WsFhOdBp7PJraomXo5NeCQBezShF9biBiLEWM2oO3JurIB7XBHEPYZGIt7c+7efxRYb869oz/Vm3MPlQNjXbGx3uSV0ytXz67evrR+88KBK2dWpoZy2ajp2Nr0qfVdty4eev34xndPbn775Oa5Y0uZqCkW0PodUlAPgB0Q/o4eq9isYeoUVJ2CqpGSTBr6Bz1V1Kchobc5jLw9O3v3Lwyv791+4tDs2Y35kZ740mzfvvmh0b7U2WOLh1Ymjh2YOXN0fs/Onr6O0I0LB9aWxt68uPGXPz87e2wR5M8XT67cunD06L7Z519fefXwyuJk53Bn+NGNjYfXji5Ndx3aM3L/2tGHd47/+scHV8+tdGadIMYrRoyJgBqMSZmYIRfW5yOGfMSQCeviQXUuYUqGtfmosRQ3Z4LafNhQiBiTPlUxZurOucoJS2faPlD2JwMar1VYTls7stbujL2acXrtUnT71s/+8L/oZIRCRDXq2CYDR6tmUEkNdGKjWkrRyelCNhrVtrW9eRODguCxcBIBhU1Hi/lkDgNFJ7fSiC1CLp5FQ5FwTThUHQZV39a6hU5u1UipahlZo6CoZCQxHyNgtoOQVK+gfQixAL8ZvA9yfquOo5YQdQqyRk5Sy4gKMUnMx1PQW2xqml3P9dmlegWNQ23SCHH5iN5r5mqlZLWMyWNiWNR2GqmFgm9kkFsFHJxKQjGp2TxGO6Z9MxHbqJAwiNhGAqaBhG8i4pr4HIJUgFVJSHolLeRROs0itYQiZKM/qn5sGg4AzeCfcxj5Lgsv4pOZtVSlGA0YlEFJF7IQOjkVHN0faHi4C+FGhEUFpEoSAYFBaxcyWgfK3qm+5Px4CVr5yd7EWDUy1ZfcPVYc7QxPD6R39KegJRvuCE70xOfHS7PDuaWpzrnRAnx1rBqBtxM98cGSf7wrOtmbGO0MD3cEh8oBmB/mRgt7p7tWZrpXd/YsbC+PVSMrM927x4q7RvKnD0zfOL338sk9Jw7P9HUGwPEW9WlCbqVGSvbaJFGfJp+wxfxq0HdA4lwmZoAjkzsL7p4OXyXvHO+Lr8x0L011Hl0eO7W24/qp5dHO8Pri8MaBmbWlsVuX1neM5C8e3T1WjXSlHXtn+/7r15c/fnv3+YML965tnD+xdPHU3qP7d+yd7j20MHrr7NqjmyeefHW2rxLuq4Tv3zx+7vieE+u7ICf6xcOLP35798SBaRCkZvyaVEgLIXjgtIULPkxH9SByhc9AZgsEIMO00132hr3yfNQSskorSXM1Y+xKO/ryns6kzaSif7Hl/zTVbdHKKAY1SaNkCLkEDKIei6zjs/ESAYVKbEW0bEa0bAb/goBDEHKJPBaOTW2lE+oYxHomqQE6OiK2Ed22Fde2TcjESbkkCRcDkICA2c6mNLHIjTBwQvoSFAwI6kEFphDiFUK8UkwS88kcBoZNR0v4BBkfS0BuknDR0KroFTQmsZGOb/HZ5XYjWysjgiJZzEExiPXgiVZLSEIuUcQjEbGNqLatBEwD1A8GWYNB1VJILVRSK5VUr5SRVXIKi96mUXDAd/OR5zeywh6V2yKS8bGARL9v3sQEk5oBzZuEi6bha4UshEH5vjnWyamA16nERK2MYtaw4FE6OZVOqGNQWhi0dj6tZXYk25tzDZUDEALal/dUU3Zw+0B3AenvI5XQYMkPVQFGhtHOMJTHSCUEnxko+rozTgBqKwlrd8Y5UglVU/aBom+0Mww/Ex44M5iBDrAv74HHlpIWOPFuqCfS2xEa6U3CNdyTmBjKTQzlJkdyPR2+ctY+PpjsKnl6OnyTI5lq0d1V8oz2x4tpa0fGPlQOROzSvdNdF47MXT62cGljvjvjXFsa279ndGV+aG3PyL7Z3nsXD8yNFioZ147R4oNbJ969vvP47ulr59ee3Dtz8+LBiZ5UNeWa7E0v7+w7s7EAeMPCTM+Vs/tuXz68cWDmxsWDV87uu3Z+7f61o/t39eWCurRPnQprPwSDQXwkWD8SIQ3UD3wIhtlESANW9lLG1lXyGFS0bNyYT1i9VnEioMtGTTAR9ebcuYiBz8N++u//m4Cpk4lxMjGRy8Si2+sQLVtwqDrQXLc3b2pt/AKLrCVgGth0NJ3cLuKRRByM1yYpJO06OVXEIwH8TcI08GhoOZ8i4RC5tDa4ofmMNgkXLeGiefRW8ALJ+FgpDwNfErIQQGOI2EghCyFgIaVCKpgmDCq2XIDjM9osWrZSRAi5lYmgXikiEhA1Ei7WaebaDWzwtkB1gS1AJ6dymVgxn0wjtaHbtxGxjeC/QLd+SURtdZpFBhWTiK3nsjB0ciseXceioYAB+9j6AXERDAMGJZ1FaqXjm3k0lJxPhr0FCgYcODR8rYiNBC+QRkqWC3BwKYR4EJgqRQQqsZGIq5ewkaPVYNKrDFqEfhM/5pTlQ3pQ+9tV9IRbkfapgxZhMWKspuwpr6oUNZVj5s6krSNuyfg1paipN+eGg4p7sq7OpK0cMwNG59FzEm5FPqQPWUVRhzTmlIWsonxIH3VIM35N2Cb95+m8GDHGPIpcwmQ38mwGdjygdRiFDqPAZ5e7zCKXWRRwyktpO8zosYAKgk57K36LjpEIaZJhXdSvCjol+ZBeK8CvzfWf2Dd5Yt/khSNz104udZcCe3cPnljftWM4f3B+cKQSmh3O7RwrFlOOtaUxABKuntt/+czq2Y2Fry4eHqvGB0uh6eHC+urk+urkycNzg12xkd7k9FhpdWF43+LI/j2jl06vLM30DHcE50YLgyV/OW2DwgDm8UP9gEkJHBbgHQAKGKLDSxlb1K8UslG5hCmTNDvt4uaGz1oaNlUSVqifzpQ15JZu/eI/6hq+IFObZGISjdyGaqtFtGxBtm4R8UjQvLU0fI5o2dzW9CWd3M5lYqVCqpCNGutP93dG1BISj4WTiWhSIVXMI6lEdBmPrBTSONSWoEtxdG16sCsWD+jiAV3EqzaqGOA+YlOa+Iw22JQArJJw0WxKExVfB3g0n43nM1F6BQ3oRL2CBrHPPrtMwiEwCA1WHcPvlHhtEoeRD5w47GlmDUsmogGvBYokuZiuV/MNMnLaryonzB4jp715C7q9FtVWg0HUAv3FpCI/qn7sWk7AKXdZxFo5Q8TBCtkYBqmNRmjh0FBSPlnMxYl5eIteYNRwBWyMgIXGtm9mkpogyAqEcHYDz6rjGFVMLh3BorTKRWSnRUYjNitFxFLSXM05+8q+mFeRCmgAXqskrKBGGyoH8iF9MW7OR419JV/Cp+qIWwaKvoGirxgxVhLWoXKgO+PsTNryIX13xjncEazmnJW0vRAzJbzKjrgFJKEA3FVT9krCmvKqQlbRVF8SRAzVlD3tU3em7T1Fj8vIyUUNxbilM+PMhg1JvzbhUw90BAsx83hvvJK2d+fd5aS1GDcPdARmRnKZsK6ac5aSlp2j+VLSXEwYpOz2u5cOXTmx5+jy2NlDOy8fWzhzeFdnxrlv9+DhveOrcwOn12e39yX3zQ/NTlQGu2JH16af3T8PuRyXTu29deHgrQsHh6uxrpxnaaZ73+7BIysTX189Ot6brKSd68vjG/sm5yc7V3b17xjITPQkujOuHf2Z/kooEzMlgtqwVxlyq/0OucMotBsFdrPIaRWbdByznuuwiAwatknHVckoMhGRy0RIBFg4ZqaQsuSSFr9biWjbWl/3vn66M85q2pYKq2u3fvrZF/+xdesnNEorBlmDaq9BtG7BY+o5TCwOXdfe+mVzwx8QbZtQrV9wKC06GU0roSqFhJX5oYe3T+oVNAgSEXKJUgFZxiNIuDi1mGrTsLf3pXYMZScHMtPjxUrONVAND3ZHR/oSI32JasHT3xH0W8U2DSvmUTmMfKWIwKO3UrA1eNQ2PHIrjdAo4WEVQjydUA/MikpMdBj5Nj3PZRK7LWKPTRT1qYD8sOm5EHHDJDWoxES5kKQQU6j4BgJqW1vDp3oly2ESJwLadEiXjRhMSiqqrZaAbsK012EQdThUfXvzZgzi4/Q7Tj1PK6MI2RipkMpj4UADCjIkAqYBh6qTCqmgMgRyisPAqKVUp0mgFBGELASAkgGnXK9ksOloGqmNy8SqpSxs6+bOvKeYNucSxkLKUsrYUiFt0qPsybrgAp60J+vqyNq9dmFXyZOJvS+DkUqoI24BrLYv7xko+vIhfWfSNtoZhl1iqCdSSlm70g7o/frynmLECN1gb86dC+rGqhHo6IBKGqtG+vKeXFAHJONIJdSVdsDWNNETH+4Ibu+OFSPGvrynI27Jh/RD5cDMYAa82dWUfbI30ZEy55N6hQi3sbbz0J7RYyvbN/aOH1oYOro8dnx1opKwLk51Xj23f2V+6ODe7dNjpamRwv49o4s7e/ctjjz56ixEGV46vXL22OLVc/t3jhZGO8Nj1Qj88PnxUjVl78t7jq9OHN4zMjucW5sbeHLjxL7ZgdHO2MKO7l2TnW6LCNv2BbZ1M7Z1M659Kw65DYeuxaNribh6Er6RiKsnYOvIhEYauYXNQPLZWLddngxrwRaaT1j8LiUKsa22/vNS9D1Y15WxdxWdMiGlsWFrS3MNFlXnsMriYWs8YrMYxSG/IRwwRMO6aFiXy9irBc9QOTBSCQ2VA73lwKkju188vGg38Mj45sbaz3ksHIeOFDDbVWJixKs+e3jXleOL108tH1kaXZrrGR9M5hImULVDM1xJ2wFWXZzoOHd8z8nDcyfWd40PZPbuHhwfyER9mrH+9I7RIrTW02Olsf50XyWcjVkiXjVoEQNOObAOYI8D3pLPaJPxsWYNi01p4tJaePRWoBmDLkXUp/E7ZAJme1vTl8AX49H16Pa6xtrPm+u//Njzg3VyqlxIBKSPTm6HLRuERiRcE5XYymFgwCQoEVDUcrbPoTSqGFoZhU1pgsgRjZQs5eHw6Hp0+zYeC6cQ0eR8yuxER3fZA2HTxbQ1HdEl3ApgAAdL/krC2hG3DJb8XQW3zcDKJ83VorszaSuEDXDIHGwdIEgpx8ywd4FvZ7A73F8JgExhsOSH+x7s04MlfzFiHO0M9xe827tjpagpH9IDmgdb2e6x4mRvAp4ADAMjlVBvzg0LcyVhzQV1PVkX1E9n0taTdY13RatZRzyg4dJauVTMgfmRw3tGDi0MHd4zcmLf5PHViTMHZ/qLvoFq9Mj+HVfO7rt6bv/4QGasP31mY+HZ/fMPb5/8+YcHkKZ74+LBe9c2ntw5dWD3QHfGuXMoO1QO7BrJb+wdnx8vbe+Orc31L++o7pvtX5rqvnh0cXa42FMMDHXHe8pBr00iYiMkXJSMj1FLiAYFzaRiWDUsl5HvNgl8VnHALo14VFGPKhnQpcMGsKAXUpZC0upzKBDtW+savgRqqJqy92SdfXm308AP+3WdxUBX3ttT9PeWg/0dob5ycKQn0VsO9HV4B6uBnpJ7pBoaqYR6sq6+vGe4O7ZxYOb6hQN2A08uppPxLSRcE4varpGSu4r+s8cWr55avnh097WTS5ePLZw/ubB7ugIHOkFC8r49g9WsY7I3MTdaGCoHRnqT89Pdxw/N3r169ODe7RdP7X3x8OLkcH5uqjo9Vjp1ZPe9axvfPL78+unVNy9uvHpy5ftvbn11fQNa4vXVyWLKAQwSRBRCDaslpPc6KTkVUCJI1BBzUFhkLQ5VB+o+Aqa5qe6LloZNH4u/uS0imZAo4pHkYrqQSyRgGhgUBIeBaar7FIOoAUE7snULldgq5BLFfLJKQoGACJWYCKczyAU4ERvNZWLbmr5srv/MqheXUt6Z8dLibOfYQHygKxR0S7NRA9AXH1qIrrSjI27pLfvAP1gtukH/lg1oe3Puvrwn7VN3Jm0AGb1vzyI6yCjtKXt7si7YNGAjKkaMpagJ/sdA6sMCP1IJTQ+kx7ui/QUvHGcy2hnuzbn7C97Bkr8n6xrtDEO7CL8FesX58RIUZG/OPVaNdGVdYbeqedunn//bv67s7D+we+Do8tj64vDx1YljK9tPre04sz5bTDm6S4GTh+ce3z397bNrf/3lBSRcvnh48f7N42ePLd68eOj00fkzGwvnNxZunlkB1BF4reGO4Px4qTNpGyoHJnsTqzt7Rztjc6PlR9eOnVqf68x756aqhaQ9FlBGfLJYQJEOawpRfTFqKMWMlaSlM/X+6sk5e/LO3pj4BNcAACAASURBVLyrkrbCWWaFlCUft/idyvbWLTV1n6d96mxAW46Zu1OO/oyrEDHYDIx8TN9f9PTmXb15V1/BNdEXG674e/POvoKtJ28d7HAOlj0TPfHpgfRUX7KvI7h/z+j1CwcGu+IMCkLMJ7c1falTsktp57nje46uTR9eHru0MX/+8K4rxxevXVg9vj492B2eHMmAYzIR0uQi+kLYAItdOmLqyLr37xl9fPf0i4cXD++bWl+dvHnx0PLcwPkTS2tLY2tLYxdP7b12fu3a+bXHd0/fvXr08d3Tp47svnxm9eHtk8cPzc5NVYETB64F9GIm9fvEP6DygfRTiYmgoIPEASyyoWbzf3zs/mOQUW16Lo+B4DAwEgFFxCPxWAQKoQ2HakC11bQ1fdnW9GX9tk/amj5XiIhyAUElJlu0HFCyAWAN4je1hMQkN+nkNBalxWOV9JRDPeXgYFe0u+T3WEVOEz+fsHQXPcWkJR3RFVOWStZRSFqSQc30WM5l4QMb2JN1QQfVk3UNFH0dcUs5Zs5GDdWCq5JzpMLarowzG9R1JKxDHaH+QiAbMPTmvB1x61A5AJI5qKipvmRfwdtbDoz1pS6eXJ6brPR2+PIJUzqiK6dtThOvI2vvLnpDLoVVy85Gzfl/FF5X2lGImzoy9omhVCllBaBve3esK2f3O2StNds2/fsfDsyPHZwfPLI0emhh6NjK9pP7p84cnDl9cObc4fn+YnBmuHBoefuxgzu/eXz5yb0zF0/tffno0qsnV969vvP8wYVr59emx0ojXbHRzvDscG59cXhlrv/hreO3L60vTHdPDmV3T1XH+pLjvYm+vHe4I7i8o+vE/qm1+cFSzDzUERyuBKsZRyVl68o4evPOvoKrr+DqL7r7i+6hDt9wxT/SGYC3HSlLIWUppq3FtDUbM3tsEquep5HTE0F1zKfMx00daVt32tGVdnTnnLmQNuaUVhKWaso23BEY7gj2Fzw9WVd31tFfcA+WfdMD6eOrE3smK9u7Y7tG8/NTlbnpXomQrFVyRTwSn40XsHDXzh+4dHqZSURi2uo31mfPbcxeOrp4+tDs1ZN7b55bG+9NjvTFusvebNxYSJrzcVMmok+Fdf1FXzFq7sq4do0VLx9fvHpyaWlHdddYcd9c/9x46fLxxdXZ3h0D6WOrE6cO7jy6Nn1mY+H4odm71w7fvXbo2KGpjYOTZ48tzIyXE0E9WGaAk/jQ4IEEDnRbWhmFQmhBtGwmYhvbmze3Nm5uadjUVPfFx+oPtDIKndgIuiYcqg7dXodo2dbauLlm83+0NHz+DwSzDhyzJPQW2BY/SCThmYGKNhHUR7xqh5G/Mj/08tGlP39//961jbH+NARKpSI6MI2Cdw2yB6pFdzKsLWftUb8y4VZ0pR2geUt5VbmgLulR+u0iMOgaVJS4S16Ombszzsne5GhnrCvtPro8cXR5fM9kpSfrmupL9ubcSY+yL+/ZMZjpq4RBfOR3SuFgIojny8aNVj0z7FWE3MqecjDoUpWTNphA+vKeQsJcTFvHB5OFlKUcM/fm3BM98a6c3WORtGzbuvUPnxzbt+Pg/ODR5bEjS6Pri8On1nac2Dd5am36zvmDt86u9RcCe2Z6Lpxcfnj75JsXN6C5P3ts8YdXt7//5tblM6vP7p9fmOqE3W9Hf2puovL47unblw9fPLV3fXVyeqy0f8/o+vLYleOL104uDXcEe3Pu8a7oRE98dWfP8o7qiX2TI5VQd87dU/D2lfy9Rd9QZ3iiP7VrvDS3vbww1Tk7Vjy8d7yvHIDNJ5cwZaImyKuQ8bEgTcolTOW0DQYhaGsrCWvELumIW4Y7ghDnMlQO9OU9gyX/UDlwbn322Mp2wGN2jWQPLA7p1Ww8toGIbRTxSCIeiUFqn53oPL4+Q0A0ffJv/7K6d/zs0Zmzh+Yubey5dnLlxul9N8+t7dnVDXZ3eFbQWwLoCs3IYMm/vjj88OqR3WPFsWpkba5/rBrZN9t7/dTyVF9yY3XixsWDZzYWLp7ae2T/1Px09fKZvaeO7Dq0sn1taWykNxl0KcBQ82E0sht4DiMfTFlAsQA6h0XWIlq2tDRsaq7/8mPrx6HjGlUMHgPBZWJB19TWtLl+26cNNZ8xqRgxn9zevAnZuoXLROvkVGjY4MQEMQcFlKtaQjKqGGYNCwJWLFp2Iqh/8fDiu9d3Lp1eObA8PjdVLaWdMb/W7xTDigjC01LGVsk74ahtWJmKEWM+pAejaMQuea/FztghVKWr5IHhZH1x+NjK9qm+zKGF0XsX1989u7ZnsrJzKAsdUVfaMT9eGu4MD3XHkyFDyK3syDo7co7B7nA2buwsuHo6fPGguq8zGHQptg9mC0l7PmqCUhko+lIhbTFtHRtIFNNWgBAmexPVrMNjlfBphOHu3NnDsyf3T60vDu+b7YUW7tz67PnDc5c29lw/tXrt5Eouah7uSYDy7c2LGxdP7b1/8/gPr27//tPT77+5dfHU3lsX1iZ64tCjdhf9qwvD66uTT746e/roPPT0e2f7jq9OgO8AABJ44UtTnXunu2aHc1fPrL5+fuvHtw9+/uPT335++fvP3/zll1cfrl9/ej4xUoRYqVzClI4Y/A6ZSc2UcNFQP9m4MR83wRAPFNxoZ3iqL1mMGNM+dU/WBWHFUF3VlL0cM4M54tDC0K7R3Gh3lMdEUcltZHxzU91nNFKbmEuiYBsO7B3lUHD//i//e/euvgsn5q6dXLlyfPnW2bVrJ1cubCxcPru8vm8ccioh47+Sd0IoBXTRgyX/ZG9i32zvw6tH1ub6qyn7iX2ToLtfXxye7E8tzPR8dX3j1x8fvX15+93rr148uPL0q4tvX9766vrGueN7Du7dvn0wC5FPoMME1RgcwwOiLYNGAKRQU92n7c1bG2o++9j6ETEQcgGOSqhnM1BUYiuDgmyu/2Lbpn9vadjEZRIohFZEy2YmFaGWM4CuAmH/BxWCVc+zG/gBp1KvZJi1bJuBa9Iw984PPrt//unX5y6cXD6wPF7JeYopRyZmhizpQsrSWXAF3VKIgwLRZDKsrRbd1ZQ97pKPdobLcTNE23Rnnd0lb8gjy8aNXSVPOWHpyjjX94xcObl09+L6sdWpR9ePnzowM9WX6i94uzMuML0MdwRnhnPZmCUXt2ZjlkzUWC24R3tj+YSpnLGVUtZK1jHYFfY7ZYPdsY6sKxcxAt002hlOR3RQP6WMDfgoqB+bnqsSUccHE+c35r66dOjKiT1n12fPH547tTZ94/TK8dXJMwd3XTy6eOHIwvmNxVzcOj6QOXl4bt/C6NmNPV9fO/bNoyvfPLn6y7vHzx9eunFu7etLh3aPlSZ7E/0dwaGu6PRo4fDqxNfXj718eGltz1hnxnV079iR5dH9c33nj8wNdYTyYUM2qOtKO3b0p3aPFRd2dD97fP2Xn17++udv/vPnV//586tffnr5859e/PLTS7jGhgrpqD4TM2ZihkzUBE5pAbM96lcBqZWO6Esxc0fCOlAOjHfH9u/qg42oM2lL+9TjXdHBkr835+rLu3qyjq60fW6sMD9e2jGQWt3VqxLiBRwsk4YEjpVCaBGyCQxSk1bOGKwWqsX00YMzV88s3jyz/9rJlZtn9l05vnz5xPKpI7Onj+46fXRXOWMvZ+3ZuCkd1eeC+mLElA8ZChFjX8EzWPZX0/ap/uTSjursSO7ixvyhxSFI1VuY6Fia7bt8euX5/fM/f//o+5dfv35y+/n9a/euHXt89/SjO6eOH5pd2T043p92Gvkuk8BlFujkFKWI8KGE1BKSTEhRy1k8FoZFQ/KYODq5vanu04/0b7eI2EgasY5Fb0W0bMKhGjd99q+ff/K/ard8QiUisMjGprpPW5s+NWqZECDEoTZTcTU6OVXCRZs1LK2Sy6QieSycmE8W8YgCLlqlIDx5cOb3n57++O3db59dO39iyW7gB5zyfMJaztrhqNOeDl8mZgAwAN732AQDXSFo3ioJazlpLWftQbe0I+foKnkg/CEd1Vfyzunx/LfPL//43e0nX509dWT37cuHb188tDTVPVgK9eZ8oNruybqGKiFwrZUzrlRA251xjndFYaACNV1/yRdwSbrL3lLGlg3rYRUcqYSSQU0xbR3pi1XyToAQJnsTvUWPSUNRiFBdJddYf2r/ntErZ/c9vnv62smV46s7Lh5dPLFv+tjK1Ln13bfOrt25tH7v2kY2Zpmf7v7uwc23j26/vHvl1YMbb17d/+P3T3/96dWTexceXz9+9+L67HBxuDNYTds6U9bFqY7VnX33Lx+5c/7Awo5KNq7v6/TPbM/vme2dGMrNjJdLaWfGr+nLe6YH0rvGSpPD+Sf3zvz5+/u//enJ7z89/fXHRz//8ADyE396+3V/ZwTEzkCOw7GCfEab3yELOOUQ0QoR79sHswtTnRM9cQD3wX63cyibDWi6c5aujKk3b+0vOu9cWN0707k4WfY7Vf8va+/Z3NaZpYvOtG1KzAEEQZAAAZAAiZxzzjkDGxs558QcRFLJylawrCxbVrJsSZZkybac2m7LoS2Hnna3ezpMz8zpmVN16v6O+2HpoKbqftSt2sWiKEokwb32u9aznqCQMMDBZ24GNzHWA1I2vZo3QxrNJL3LNWTvcurARv7gRuHE3vlXdrf2LOb2LOX3b1b3bVSW6jFAq+uFQCXrrSactZSrlnRVko5i2lbJOWHnsdSM7N8qLTaQ+9dPHN2qwi9ioeB/7eDio7dOf/fre99+/ujHrz/+4avHTz55B7CED+5dvnHu4Kn9i8f3tCspV8SvtOqZVj3T75DCTw32PeDBZtNzkhE9eMg8V/0o+SS9Ys5u4gu4BDJhkDQ5ghnoGhl4CYfpoZJxczOTk7heEqHP45S6zEIxZ1LEngDuk5RHdBj5Ppdudho3PTVCGO+nUyeEXLLLLv7d0w+/+fzux++9+ctPn9658Wo8ZAq6FLm4baUdhdyrUsax0o6COfVCPdws+6NBda3gWamEIdCqlnGuLcSzcXO96AVpaiXnSiC6+VrozYv7f/Px9T/8+PiXnz4FTPPJ47cevXX2+J723qU87HZWKuF2wZ9ETM1SaLWdLMSszYwbWrtG2lVEzVvtxHoDhRCUdjVYSTkA9NueT+bjlnrRuzofW6iHATffv5JbqaN6xayMT3zwztmzJ3atzacW69FHdy8+vn3x7pUT966eeu/Ga+9cPnb79Vce377460fXPrz3+o3Xj9oNgkYeXaykDm8v3b1+4YtP7n3/7Sc///TlLz99+S/ffPzRvWt3r53dWsqtNGLNQqBZ8L9yoH5gu/DZo8tPn9w9vLd5aE/jzo1Tt6+fPHl45fDe1oHtej3lLEUt83nf7qXs5nLu2MsLTz55G+Dd77967/uv3vv2i3chbW5tPgUqdDCdNGtYML7CJA2Zf16bJB4yHN7bOr6/Ddb40DECnrlcDtXT9mbGuVoN7V3J3nvrtavnD2wtZRXiWQhfAFNSwngfnToul8xqVUy1nDVDGot4dSGXIurXhl2KgF3lNcv9VmXQqTHq+FQKZmqi7+jLi5vLua2VfKscruUchYSplLZUc85yxl3OuCs572IjUs46awXP+mJiVyt26+LBq6/tAWJKNWE/vKv88NbZTx9d/+rTO79/+vG3X9z76tN3Ht658MG9yx/dufTawZUTe+eP7W0VUjaLjoEGVBGfOhUxZ6JWt0UEr4NeMRf8v3HXychz63/MGpZOOScVUdj0SSoZN9T3Ig7TMzbSjcP04LEDlCmMkDflsAhg5gF9v5gzCd8Ha26STBgiTQ5SCCMEHIZJI8430n//87f/+ZdvH929+OXHt04fWy9nvLm4PRO15BKWViUA7jYL9TA4vkJQQiFlyyUsraxnvY4WUXMpboUuGVq75RbaKPkgh+utN4/88M39R++e/+7L+z9//9G3X7z79cdvf/HetWtnXn7t4MqhjdJGI7rZip98eT7i07TK4V1L2WLcDqj0ZiveSLvyiHF7PrmrHX+WrVAPV9NOyBjet5zNxczlrHO5hS41I+Baun8lt1KLqcVzNp3wd7/95PuvHj355O13rp185cDiG6f2fPD2+QfXTz++ffGtC4dvXTzy6/tvfv7o2uP7b7x15RUJlwBK5hkShjQ5RCYMcxhTXCZFJmKoZBytkm/WS7QqnlQ4q5QxDVqh26GIo7ZmPXr10rH37755/MDaga35B++cv3vz9Kkjq8cPLm224iDvWSiFtlbyh/e2rpw/cO/WmQ/vvQ65jhBE99n715YaMagQQHdA3AURt6AyBgV7NKA79vJCuxhcqYT3r+SObdeAQwixltWEMxM07FvOnzi4UimilSIiEVL1ap5KxpKJ5mCxAaakStmsVk0z6gQj/d1C7ozLrgh4dU6rXC5mcJnkSVz/QO8L/f0vYDDdVOp4OR+6+caxS6/t1UhpOjXbbBC4HDK3XY76TSnEkY97SmkPDG+1gmepHILz8NLxDZjBFgr+9Vbs2uUDj94998VH154+uf/Jw6sf3nv9wTvnrp898MHb518/ufvwdn1zJd0o+eJhbTxsACubkFsJ7rl2Aw/1awIuCTiWPad//KxaPGtUs+QiipBD5NAn8NgeCnFkbGQHdriLMD5EGO+nkjF06piQTWbM4Lh0gkoy57HJ3Ta5TsmyGCQKCUMmmuOzKWw6mTQxdOXcwT/97rN//ZdfP33y4OmTBws1NBrQLdTQTMyK+BTNsr+ad8dCmmLaXi96W5VAIqippBxL1XAa0ZeT9uU6Ml8K5OOWXMKythCvFTxZ1DhfDiyUgznU1K6Gb18/8fMPj6+/fuTh7cu/++1Hv/nonS8+uPnRvdfvXD159tjG0a3q3qXM4V3lK6/tCXsUtbx3YzFVz3vLKXsj79lcSNZTzkxQt3shtdGMAXOsWfZXs65CzLJQDu5ZyebiZtDVrLSjrYKvlLTtWc0u1VARi2jWcH/7xXv/8t3HP3//6de/vvfj1x9+9t716xcOXT69+5P7r//mgxv3bpz+/NG1Tx9e/fUH129fP2XVcXQqllpOV0nnZMIZCZ8iF1GFnCkhmyTmTYu4FAGbxGMROAw8e26cTsXSyFgqCUMhDFMmhqkEDI2IoRKGqcRh2tQQnYyRcMlGBVsvY2nEdDGbpJHOGVWcQtK30ohfPLl1/+bph2+fuX/z9Ad3Lnx07/LGfBISbGGxaFDS5QLSHHkQSNDwEITFHZs2xqBguDNjdg1/rZG8dHJPJeXViWnZiC1kV2bClmN75hMhi17FpVOxPOakVsFUSedUklkxl0QhDo+N7KRRsCI+SaOiGTT8WcokcRI7TRmnUiexo3393S8M9LzQ1/3C8EDXGLaPSh0XCGYKGe+9W2feuvKKiD3JohFp5PFpwih5YoQ0PjSB6SWODZAmBwmTvdRpDH1uXMwmuI0is4JpkM4VYs6ATR736SNeTSntWW4mmqVQMuKIh+0JxFHOhiuZQCps21jIN4vhNGrKxCyZmCXsVQGD227ghT0Kn13ssgiiQS14A6ajxueqH6OMrRYztFIGODlQif3suQkOg4jHdo8OvTg6tIMwPkghjmoUfDZ9amKsj4gf5DJJ4NIiEdA4jCkxn6pVco06EZk4JOYSN1rR/RvFpUYsE7UKWSSjiuOzS6s5XzXnC3vlALtBQEUp41huofmIqZZ01JKOasIO4DJweeCMalUClaQdnNNaWU+rHH58/43//vv3f/6XL3758cs//fTk56eff/vF/QfvnPvowZVLr+197eDiqf3tN05tnTmyHA2qi2n7fC0EaE8xbV9fTDQy7kxQt1pFVmsI8DIbJR+wLZtl/67lFNA0F+rh1fkYaDw3V9JLDVTEnvA7ZMcPLr154dhP33wC9mvffv7o61+/uzaf2LORv3vz9J0br967dearz24/unvxnWsnQZQPcD945UH6JThA6OSznQtSVZQiilxA4tHHZDyynE+Vcqel3GmFgCbjzfDpBA4Nz5wlwMWiTXJoeNYMLuo3zxeCm6343qXMoY3SG6e23rpw4N7V48uVMERggEesUcXgzmGFLDwQ7Tv2l36HbN+uyoHt1k/ffPLXn7/9y++/+eXHLyE05S8/f/2///2Hh3cuPLp70aJltysIqKOBNw3fMJ9NJk0OMmh4HpuglNEMGj52uHfnzhd37Ozq2vFCb9+Owd4XRgZeGh3aMTHWP00c5bGn1Iq5hUb07s3T71w7adVxeHOTMt4Md3aCz5jisSisOSJzlkCfJczOEegMIoM5xaSOc2cneHOTAgaRNYPj0PAcGp5PJ7Cp43MkjIRD4bMoXCaZQZtkzRH5bDKozUVcskJIhuUkYNmQBgLBZynUALx1COp6vvmHRzUouG6LLB4yeG0SPgPHYxLhgJ7E9Y4O7aAQR2en8XMzeJNeqFNxZaJZmWiWQcOTCUN6NR/MJcAVZYYy6jSLdrVjm4upPeulNGpJhI3VnA9sBpqlICxhCikbzDYQ013PuMoxazVh32hEQfgJcn/gGi/UwwulQCFiggCFhRr66O7FP/3us//116d/+f03f/zhN//xrz/88YfPvnh886vPbl+7dPj4nsbxPY3XT26ePbIChhXVvHtjKVnJuXIJy/piopXzZkP6hYJ/pYqAISXMVynUUC964RuDfdTaQrxe9GZipo2l5FITlfKIYg4hiZiunDuysVC6deW1p19++MsP3/z41ccHdzcrWc/2auHo/vnzp7YfvHPuxutHr148BIZeAO7DlhnKyabnwltwMrEbeOBpCh8BPbNZw4bLomWb1CydfE4ro6nkTJWMqZIxNXIGFN58FX3t0PLFV9Yvn9h1an/7wrG1N0/vfvvSoZVaBITAZg0LxCYSLgH8hqCMdfJZMEhZrEffe+cS+J5CSP3PTz///snjp19+8O//+vX7716CgFoIbkoiJpAkSHlEGX8Kujjm7ASPRZCKKBIBdWSga8eOX3X3vNTT2zU41IsZ7IJdCIUwypwlysSzBi17vo4+eOfc/bfPIl41uKZpZTSjmq1X8xRSulbJ0ao4ChlDr+XrNTyzlmPT80xqpk3Pg5fIbuDZ9DyNlKqR0mx6LnG8TyFhjGN7LEYxa44gE80xaHilZK4z6QHHVCEkR3wa8BuDmHdIp/Y5RM9bP3a9xGORgdG7UcWQiWgcBlEqnJ2bGRdyaQwagUrGcZkkm1lgMwvdDqlSOjc7PTaJ61fJ2EatEAToUuGsWsmOhYx7VzLL9cj6QjoXt6N+bTnjKaXd0YCukHK2q8EEossnrQv1cKPkg+FnsRQsRS2ZoG6tFgEFGJwJjZIP8LfVegSUMBuN6MnDK3/745d//cNv/vPPv/3dt59+/+Txv/z2s+++fPjo7sWHdy5cv3zk2HbtrQsHrp3Zu72YgpopZ527llOljCMTMy02kMVSMBc21JKOtXqkWfZDDmS7Ggx75cmIvpx1ogE1OC2VMo6gW+q2CnIJay5ulfGnvDZJKe0WsUhus3qpnhEyKRaVcnu5/e7NSx+8e+Xw3lY159u9Vjx9bP3EoeWLp/e4zEKnSQBOEvBOp4Q6F3zcquPAOyBVdJp4diMLLqeZ4zRzrHqGVc8waNkGHduk55r1bKuebtHRF+qh88dW37pw4K0LBy4d33jn8mGgRGwvpEACYFIzQaYlF5CSiAkszk1qJpSQXjGnlsx98eHbX3707lefPvjiwzvfP3n87eePPnnvradfvv/0yYODuxswL0Eqo1pCjYcMoOFRiafBipHDIHJZBCGPKObPDPa+sHPnC1A/2LHh8dFeCnF0egrLoBKEXJpazrIY+cWM++GdCw/vXEC8aruRiQYUNgPDZeXbzEK1YtZuETktIr2C7jKLzBq2y8LzOQQW3ZzfKTJr5/xOkcPEclt5PofQ5xCgASWLPmYx8qkUTNCnVslYJp1IJppzmCXgPQjaNvDWDDjlkD2TQg0Q7BV0S+1G9nPVj1nBdRplTqPYZRaqxNNaGU0upMgEZLmQohTPeG1yp0ls0fE0slmvXeJ3yiN+DZc+QZvCqCXMNOr22TUiNoVFxYvZJJuGVYrbN1vx9VasXvS1K0HUr0pGDEtNNBHWpSKGViVQzjqzcXM141yqhMoJW8Knbpf89bwnEdbm45bFBlLNu6NBdbPgXWugqaB2qRJaLAWXSkEY+m+9efxPv/vsjz9+8sPXj3758bMH71z45vN733/18P13Lz28c+HmG8fOHl7+4O0zV17dni/6AfgupGxw/qRQw3wttFgKlKKWQsS0WkVWqkgeNTVznoVqKBMzVfPupWZkuYY0su56xrXZTtQzrkxIv6sdX6nHrFp+GrVUsk6zVjiJGxob6Rkb3tnX9eJw705M/07WLAkNW6OIPZfyRX2GhUJso5lZqnrTIaNbzwtYJR6TEAK/wPEYxhK7gaeXM51Gkd3IdVl4UEhyAclp4tuNXIeR5zTzLVqmyyJwWQQOI89q4Bo1TIdJ4DDx7QaOVc9uloLHdtffPL373tXjD66fvHXxIDgqbjTj8FWsOg5IAJQiCsSPQv2AFFQtmSmmXHevn/rw9oVHt84+unX2g9sXHt+5ePfqya8+uvX5hzcgFReMNcGSKRGxKaV0tYwpF9HAC0HIneaxCEIekc8hDfe/2N39Uk9f18BQF25igIwfYc0QOTSSkDmtEM3olQy7kY8GdEAARbxqu5EbD+lDbnnAJfPYJGYd220VuyxCm47jsYgcBl7QJfPZJU4TL+CUWXQsn13sNPGdJp7fIfU5JPGQLp+0ZeKWTNycTViyCVsKNaejlnTUXMo4Qx653ylBvCqbnivjT2VjNjSgAutzMMIOuqUBl+S56kclmDEo2GY1B36vShFFxp8CQzo4LsFqFB6N4DZq1fJErKmo34R49SGXls8g0ohDLqMo7lGu19HVKrK5mAQVcSFli4U0MKNDWAiwdXKoqZlxNzPubEhfWC88qwAAIABJREFUz3tKGUcl50IDKtj2xMPaWtYN9GrAVQF02tWM3X/77B9//OTOjVcPbNevXjz03u3zJw+vfHDvMph7PLxz4fKJXTfPv3xqf7uRda/OxyBUeLGBwHFXzbsXSwGgBa1UwqtVpByz1lPO+XIAOPa1gmd7IQWOP9vzSTCg29WMLVejvLnJYsq9azkZ8hoI44NDfS+NjXT37XhxoKdruG/nQM9LvTv+qa/7V1cuvbJ3veIxKFCXcaUWPHtk11IlFrIrXXqBTc9ViaehoepcajHdYRDZjRyXhQuqKhF7Aro+IJ4YlHS4faHl00ip0JnAJ1Rzvlf2NC6f2HXtzF5gEgE3fFcrAdUI05dJzZTyiLGgHhw3odGADnCllTj3ysa1M3uvvrbnyqvb187shUPs0a3XPnv/Ghhj2A08cNvwO2RIwCQTzWmVXLmYLhXOgv6Uw5zksSe4LOLIwIsDfV1DgzvGxnpIpIE50piQQRYxKVLuDKzdwZXp/ttn37l2EpQvWyv5UtoNcWm5uD3kVsKJnU84wNQFrGagDYZbESzXwWmwmHZ0ZO2gve1caEDlNHMRr8pu4HltklhQDy0GRICGvXI0oPLahc+pn5MEnLKITx10KUDMZNVxdPJZMNcFeQ+IFHx2aTZmi/g0AZfcrGH6HVI0oIFHY9AlR32qcsy6dynTynp2L2fAKW+5hUJY0nwtBB8BRVchZilETM8Q/awrEzOttKPRoLqUcSw2kHzSWs04qwk7eFlBwBvU0psXDv7595//9jf3YLn0/VfvPfnk7Z++ff/Hbx599dntD+5dPnNoCShbpZh1pR0F1LtR8kHuVS5hWSwF5/O+TFAHhKtS1FJN2Jeq4VYlAM7x+1ZzlbitFLUAY78St+1qxtYaCSphqJB0ri3E5OK5wd4XR4d2Yod3EvGDMyQsmz5VSAWX6/GXd9XbpWCrHFxs5HFD/WoZI+g2iDjUchbJxt2Qnvs/mniuTc9lTuMUQmqnfqw6DvjUwWU38MCvDFxsOvXTuYGapdC5Y2vAJHrrwoHzR1fPHl5+49TWeiMK9QnBzxDZqxCSO5pqAAAMSvqpI6trzdjepQyYSRzeVT61v31ib/PCK+sfv/dmu4JAAC4YuLktIr9LC965sDeXi+lC7rSAOyXgEtj0SSJ+mErC8Vlkh0Vst/CtOkHAqQ66NH6HEgzDIP9me7UAGyrA0FG/FmxxIGALhpZc3O40CeBv8wlHx2wZIhLhRYiHDIWUHcS50HJXci7YHdUKnqBb6nOIIj41JOEFnHIA3MCcDEJ1I37lc9VPMqRJobpy1tkqh/MJRyHpzMZsfocsE7VCSFsh6YTvHrxYN5dz5YxzoR5slr0JRJNPmpMRbb3oLqasi8XAnsV0NWHfaMereXfQLYXnASiiawUPJCa0KoFW0QeZbRuNaD5uSUeNkGgNgNhSM1LNuDJBHejeSlFLLmyA7HjgX37+4Y2bbxx7eOfCd1/ef/DOuQ/vvf74/hv3bp05f2obDA8ObZTSQd1iA2lVAsmIvlbwLLdQaB3nC/61WiThVYGEATw6lusIgBbZuHlrIdnMuAsRE+iCqgn7ahVZbyZnp0ZQv3alHZEKab07/nlkoAuH6ZkmDTFmcQIuyedQLFcCR7ZK6w0kGlITJob7u7vHsUPdXf/80q/+yaSXcxhTbovIoKTDDg0wA7OGxZrBK0W0Tv04TQIRe7IzODmMfFjUQDG4zEIYmcAW2GkSNIrB11/dPrW/ff3svpvnXwYg4Y1TW6t1FEoUjjvQSIvYEyL2RKd4ZPwpt0Vk1nAQlzwT1KUD2kxQF/coqwl7LelYb0TXF9KFpLOzLPLaJEYVM+jRSwQ0qB+VjCXkTlsMkoBXG/Jro2GbRsFnzeDnpoZ9NlE8rN5aySNelVJE1khngPllUNJ9dumN14/u36ymImbwnwEvDTBP7/ywibAJ9N5yAamS9YLlWDnjsem5YHllUNIjPk02bsnETMBFBk8IELGXs06fQ2Q3shGvCvbIqYgZ8SkyMRMkbiQjejSgel78zWPihb1yv1MM+a8wBoCSHlgzgIPVcm6Q6wCTApQ583lfqxIAGk4yrAM96Xze1y76awUPfIvNsj+ftAZcknY12KoEokF1vehdbCCQJ7FQD4OVDEBthZQtgejWFuJA3llsIAA9h73ylXb00pntp08e/P7p46dPHly7dPiNcy+/fnb/nRuvvn/7AhDPrp15+dh27cBaYe9SBupzpRLOI8Zyyr5QD0OeKXBV0YCqVQ7sasbqKWclbmsVfGsL8WrenUB0m/MJaNuAjl2OWZdKwdV6Yo6EqReC64sxjWJuoPul/h1d+LGd4FPBY5FE3OlaDtm9Vtpey1Rz7vHxoZ7+FzlzuFnKxAwJp5LPmXRsiBCEHBHYYwKXpDMRAU1LLZkBki7YO8HfAkkX9MxwFsEflxqx6+cOXjq+dfP8oSuv7r1wbO2NU1uXjm8sVxH4P6FKoS2U8aeE3GnY14GlqFkvniGN0UgYOX92jjTKoU0ImWSNhOm3a2w6EdymOvlswCk3qhgeq9hrk+YTjmzMBo6tubi9lvfHQwadks1jU1kM8himFzvYLeXSslGPwyADnyrAIcFME2zfyhlPEjHBNwYOBwDoI141i4qZnuyjU4ZRv1bMmQR3DcgUDTjladRSznjyUWst6QDVVi3nrhU80NfA4QOL13LWCdmbuYTFYeJ47cKwVw6xgtC/hTyyiF/5vP1bxK2ARjAZ0cdCmoBLko4aAR0HKAzw3AxqBP1zJW4DZQFwpSH6qpJzpSOG9TpaSzrW62gWNRZSNgC1AN3y2oXAt01HjcW0HX5asIyBdVCHkQC8UihLkB8vNpCAS7LcQq9eevnn7z+CtPenTx785qO33n/30sfvvfn+7QsfvnPh/rVXr589cGijtG85e3SrmvCqaknHUilYSzqyESOwGeBbXZ2PxUKaet6zqxlrZT31lLMYt26vZWFdvdGKLZdD2ZB+pRLe1YwBL26pgs5OjbTK4WbZZ9SxR/p34jHDZOIAjYIFk0Eecyrg0KwvpBcb4bBHPjk5PDi8U8CaYM2SFBKmwyq1m/n5hAM2P7CTgX4MWovOrA+JSVAksMABAACQ7g7qAOZhGil1uRm/du7Ase3WzfOHrp15+ca5/TfO7b918eDWfBL48pAWbFIz+QycWcOSiebUcrZGwQl4DFaj1O/W61QCvZLnMilMKqFazBSypvn0KaVwjjdHkHCnDEpGyK2MBfUmNVsjneUz8EIWIRrQidgTYKMDsCTiUyMBJRJQ5pLWNGrNx12NYjgTtUPa2qO7F1/eqoEXdipiLqWfxWyWM556IVAvBNKopZhyFZLO1XYyFTEXks5UxNwoBuMhA1RaIekMe1SFpHPPeqmQdDZyvlbWU4payjFrNeeqFTwQXdwJq80lLB2jL4B84YPPbDFjJnimhzyy/x/qJ4UaAIsAaDwW0oQ8MsD4AMnNJ621nDuPGCtxGxw7cM4UIqZi2p6M6OdroXzCsmcxnQsbdjVjyZA2GdEDEgDNaDysBZuydjUIA9xKO1rJuSJ+JeRnQY8HQwjQ3oDpA1SAiF/Zrga//vztP/74yb/98uS7L+9/8/ndTx5eff/dS59/eOPJhzffuXzs7pUTZw+vgcXc/pVcwqsCB/pmxp2JGBol33ILhd0ovFPNudbrKMj1shHj1mqmVQkgPsVaHV2tIkmfGjR8taRjsRhoZP18OqFeCATdEqmIjB3qJYyNUqYGZ0iY2ekxIr6fyyCqxYzVdqqUsbvMPDJ5dHi0lzOHo1HwdCreaZM5baJK1tvxQAMfY6gEGC8BFbAbeHIBCXyD4fQA80E4i+A4gnlGJZ6WcAn1QuDetVcPbdTeffPkqy8vXXl1+8qr27cuHtycT0KbpxCSwZ5GyiMuN+MQ3ghuFiArZs0RXVZVOuJGPMZk2IH6LOmIOxl2WDSCiE+HeDU6Od1nl+oVdK9NCp44qYgZjNHBAreS9frtknbRu281s1QJFBKWrdXMqaNLR19uHtrThJkZnggi9gSkj3msYo9VHHQpPFax3yGT8ae4c1g47iDw2KJlw+CtEk/DyQngcMApt+o4OdRcjlkLEVM1Ya9kndD5lzKOaFANpdKpFjiLagUPHAlwA0CEFnhQP+/8g3qV8N/BOIX4FKCvioe1bis/6JIiPmUhZU+EdMmAtoBaCqilHLdXko5GxlOMWdOoMZewxkLaQsK6PZ8sRS3L5VAl7YgG1XCwVPNuODdhENpcSUO0aK3gaZR8AZekknM1Sr5SxhHxK6t590I9DMW20kQLCWs+bmmU/OmoqVbwfv/1/T/97rO//PzFlx/f+tsfv/zh64d/+OHj3z99/P0X97547+qjt86e2Ns+slnZt5zdvZAqREx5xNhIu1Yq4QxiqOc9a+1YMWnLJ6wgmsgnrECmqibs8YB6bSG+2ECCbul6M7pcDkHZrNdRsNcqRO16ObuU9iw2wlajAIfpx40MTk30kwlD01OYqYkBBhXPnBlPR+2lrDPiUzPohEnCCHVqEIcZmMQNySV0vYaJ+LQGFVOvZOiVdL2KbtGxjWqGTjlnUNHtRp7NwDNp2EY1S8ojGZRMo5pl0rD1SiaUnFFJ18tn9WqmXs1Uy2elArJUSObQcXLx9K759EYr+dbFI8WY/fq5l+9ePf7utROv7GtBBarE0yY1Sy6gKIXTAacGM/Ar/GgXcbzXaZWbtHyzTqiSMtRShl7OFjCIYjZJypvWy1kmFc9pkkQDWpdZEHBKA05ZNmYrplyltLuQdDaKwWhAV0q71+ZTR/fP79+s3nrjlY/uvn7hla1P7735wbvn37569OSRhYhfAbw75syIlEfUymiQkQM6MXCxhIAgcPGP+NSZqCURNiTChnTUkggbnCY+nNLg9hYP6cMepd8hzcesG61YPeNqZN35hAUmW3jalrPORskHFQUKwlYlMF8LNct+sJXspNDBJ+eT1ueqn0RQC00hFChMVGGvHKipkIgEzsWAwMRDBhDKJsLGNGrpaOYWqgg87CtxWz3rzsbNcLY0Sj6HiTNfCzVKPr9TDHNINKgGJx1o/4DEGfLIShnHruVUPmnNRAxgb1CImDKouZB0ri+kf/r2/b/+4Tf/9suTp08e/Pz9R2Bq88tPn/7+m4ePb597cP3koY3Sqf3tzVZ8sRgADK0UtQACAaYi1YQ9FzMDm7uYtC2XQ8vlUDVhj/lV87XQUjMS8shWashqFelYnYCzT9ynCzg0ibBxuRWx6EWQhDM+2js+2kuaHCETMMzZKTZ9SiKkhgM6i0HIYRBBd4gfHeGzZhk0PJ8z5bQqRbwZIXdayCNJhCSpmCITT6vkNKWMKpfOKKQ0pZQpEdDYdAI4GYHBH5s+QaOMsOl4Nh0/Qx1nsEiUGRyLQ2FxKOTpMfzkIG54B59BqGQCegXr5hvHLp/Zd+P1owd3N2BUSKOWZimyZ62+2sqZ1QKb/hkdG0LhgRoSC+pzcXs8ZIDMnFTEHA3osjFrNm7KxIyFlDXkkQOFORrQ1fL+E4eWS2lPKe0+e2Lz6sVDzVII1krLzfh8NQK8u2hAZ1AyzBoW5IhYdVw4PC1aNkwy4ODeybaJ+NTRoBoCUqHJj4U09aI3FtQ9+wS/ppOXnozoE4guHn7m9J+Nm0HXXEjZYPpIoYZcwgKfAEwX2PykUAOUTSFlqxU80BM9V/3E/OpG6ZkvB0xB1bwbglfjYW0mavU7ZACV6uSzIvYEpJt02O+piBmy6dfbyaRPvVaLZIK6WtYFPw9YwHSAuBRqAPEjdH0w/DxjITQQyMEG1lkypAWbmErchnrV6wvpo/vnP//wxl//8Js//PDx4/tvfP7hjU8eXv3xm0df//rOk8c3Hr11+uzh5fU6uncpA6dH5/zpLHnAmicbM7erwXrRW0zZIBNlsRhIBrWNkm+lHQ175av1yGoVeSZDynoAhKilvbGAxWEULTXDGjmbMD44iRvADO7AYXqwwzuJ+CEcppc8OUKn4XjsCbWCOTUxMEPC0CjY4b7ugZ4uNp0gE9PmGxmIduMyiRwGQSqi8VhTAg5ZwCGL+TNi/gybTpghYciEYTp1HCyQZkgYEnkMT8Bgx4cmiKPY4V7scC+dOkUh4sZHB0aHemZIEzw6Scgkc2iTrBn8oT3Nfbsq6wvplVZisR4FTLVdQRZqaMitggbMa5MEnHKXWQiqmGzMlo3ZIOkMbAPiIUMHPXeahH6HHEI0IBA6GtCpxDNuiygbswGwblDSObNYCZfAo4+F3MqFGnr84FLYowp7VJmo9eGdC4f2NM0aFqj94UsDKO+zS+Gh7LNL0YAWspy9diHM93D3Iz415HckESMUWNgrBzZJNKgOuqVhrzzolqIBFSRAhzwyv1MMQd/xsBZuM0DCgPkWD2u9diHiU0CbV827n7d/g/8UhniAwuBLZuPmas6XjdlSETOst6CLBTYrDL6QmZWN2TYXM7A/zYUN8+VnuxToO9NRYyykgfUWPB6aZT8MPPWit8MlrRU8sZCmWfYv1MOJoBaAr2rCHvVplpvx18/u/+Hrh//1b0//+OMn33x+98uPb12/fOTSa3uvXjx04fgucKharSJwauURI4CwraxnrRapp5wQSdDOeYtJW7PsX26hubgFtOKLxUAa0S+30MUGko4aF0vBjUYUgnQAgttqJ+oZn1LIiIcMzbLPoOYRxgfx2L7x0V48tg8uIn6YSSOIeNMcJl4soDBoePCpGOzZiRnonaPiGDSc360nE4anJgYmcX1TE0NTE0MTY30TY/0jA11kAmZirA+P7cZju8dHe/DYbiK+n0wYppKxAi6Zx57iMAkCLlmnmPM75WhAF/Fro0F9xK8tpFzZuKVW8DRLvkrOVcv7S2l3NefLxe3ZmA0EzIhXkY2bAi5xCtXDpA65Hbm4HQBuj1UMC8poQOe1SUJuJerXWrQ8EYusENDsenHIrYHsjHjI4HfIwh6VxyrOxe0eq1gtmbHqOGvzqULS6bVJDmzXTx9bb5XDzVII6ieNWuC2CboUadQScithpQsSa4hjQLxqxKtyW/nQwxfT9ohfmUtYVtrRNGqGlATUr6kVPKdfWYGdHhQSwGigRIAPwobHZeF1kqETiC4W0oDzGVRUMW0PeWQ+hwiCAp7TP1Ea8StB3QnFA4cdWC2XM6580p6JmQspB8R0Q7fqtohgD+gw8oMuRTZmq2TcecQQcav0CgZrbmIc18Og42comJnpUYWcKeBTFDKG0yJTSRlSAU3EnZbwp/msKbWMYdYJtQqWiDdt1gmMWp7HoTJq+CYNz6oTGBRsvZyplMw5zdJM3N2uJfIpfzRkM6j4HAZJreQo5Sw+d1oholm1PAmXbDcIDQq2QkDVSOeKKW8h4Y4HTQGnOuhUW7UCg5IdcKpsRqFRw3GYxTolWyvlWLUSNnVCwqPyGESdkmNQ85SiOTGbrJEwTSqeUSdQShmMWTx2aIdCQC2l3eWsWyVldpq3kYGusZHusZFuMgFDn8ELOGQWfYJMHKZRcET8AI9FwQ73jmP6Z6fHuQyiXjon41JMSpZZw3VbpS6L1GWResxSj0mCuDRhpxr1alGvNoNYsjF7s4JUcr6N5dx8NbxYjyzWkflKqFnyztcCxbS1kLTUC+5SxpaLm+pFV73kqpdc2YQhjZrqRX815ylnXcWUIxbSJhB9MqJPINp80pJPWlIRcyyoP7Bdf+XA4tp8CuaZYspZSjtblVAmZs4lrKWM6/C+ZipiLKRc7UqkkHQG3YpoQFNMOVrlYDXnBULj3o0y6tfW8v75aiQa1BVTjhRqnK+G3776yuUze7ZXc9mYBRirQFsBDBq6O/CMd5oEpbT7yL52LKgvpd1JxBByy30OiccqSqPmo/vbqF/jMgvBXNrvkC3UIvffPvP+vYv7t8rlrBOaNJ9D4rNLQh5FNKDx2SVem9hnFwecskTYEA1qgy65Vcf2WEVhrzLkVkDSLpwWEb8y7JWnUMPz4m/JiH6lHa0XvXDqwVI2GlSjARWE/IS98hRqrBcCYMcRDxkgUQweKqhfO4XrCbnkPhMH8aqY9AkMZufA0Ev9gy/2DbzY2/9ib/+LPX0vDAx0jY/2jY30DPa+2N/9q/7uX40O7cAOd48O7RwZeAk73DM20oMZ7IKPjI3sxGG68djesZEu7HDX2EjX2MiOibEePLZvEjcwiRsYx/ZhcX0YbA8G2zeO6x0f3YnD7CSM942P9mCHuyDvZRLXNzKwY3Soa3x0J2awa3SoCzvcNTHWQxjvmxjrwWN7J7DDBNzI5NgwaRIzievHYbqJ+AEyYZiIH5jE9U+M9Y2P983M4Kanx+izOIeRn4lac3G7iDszPtqLGewaG+mexA2Mj/biMD2kyWFIRGPQ8GTC8NTEyPhoL3OWSBgfxmH6WHNThLG+gFW+UIxsNNN7VgsQ+doo+cpxK3jiNdIuAAOrCXspaStlHNW8u5JzxUIaEOq2q8FawdMs+4HLFw2qQYkI5iqtSgDW0xG/MoUaII8ZgjHhIQ3rOMDNYHYvJJ37N6tXLx46fWx1Yym5Oh/bv1WCPufy2d2vHGy/eXH/a8dX92zkP3rv8oHdFZgu4iH9fDWyb1elVQ4jXnU2ZouHDPGQHjKV4Z6BGQYNqKIBnd8hy8ZsYI4DZJxM1Lp3o7xYj4KAHCzaILrHoKQHXQpYMUFKqd8hg/YHciA3FjNfPL759tVXDu6pJhCd08wNuORgWwWpWDCip1ELlBy0kSG3Es5AmEo6L2kspHle/Y/fKoLXpZp3hzwyj01gVM86zdx01FhI2VKoAQ2o3Fa+3ykBRg+0y6mIORUxd2gXCiE55JQFrPygUy6TzOFwvVhc38ho9zBm58DQS739LwwMdQ0Nd+EwPThMz/ho79hINzy/wUAVrukpLIRsTk9hZ0hYGgU7Q8KAeTmZMDQ9NUKjYGen8TOkMQpxdHiwq2+gq7f/RSyuj0QcmSFhqORR+CedWM8ZEoaIH5iaGCAThqenRiBKGgLZZ6fHGDT83AyeSh6jEDEMGn6OiqVNj85RsQwaDt5SySPMWZxGydJruE6LpJrztStIOeORCGggzoVTaGyke7j/pUlc/9wMTiKgzc3giPiBob4XscM7GTQChTg6PtrLoBHnpseZMzg2bUKn4BjVLJuBBX18Pe0CQ0NwkMoEdbWkIx8zd2ZoKAngRoAFVy5hiYU00PG3KoGIXwkX3BbZ+LOkXqgEyAiCxUjAJfFYxXAfF5LOtflUEjGttpPLrRjkTeSTVvhy9aL3wO7Kxde2Du+rN8v+xQayf6sE9RkNaLMxWyntrheCsN5xmgSZqBn276ALgL1kwCUBnAkugJoaxeBCDc0nHAGnHAh+0NHBUhXCQuMhQ4cFF/Fpgi4FlJ/bIlppJT5+781zpzbfOL8X4C7UrwGfN6DD+exS2O3Ckz0eMgDLLhbUx4L6WEgDR0I2bm6UfCGP7Hn7N59FiAZUQbfUYxOAIi+B6HwOEeAVaEAFWJzfIQYxCWz6ADaAATTglGei1nTElI8YEI+qWo4SicOEKcz4xGDnGhvvx40PEPFDUxPDnYtCHKVRxmen8XAxaAQ2ncRlUlhzUxzGFERoQLoYm06AaGgBh8qmk2iUcRIBMzjcPTLai8H2MukEDoPIY5EgiwZmdA6DCJm44DwMWZnwPlxc5hSPTeQwJtmMSR57UiahyCQUIY8g4hMlIpJYOMVj45VCiknFRDxqq5aTRi3VnC8TtYp5VIDdAEWYGOufxA1MjPXNTo8pJIy5GdzEWN/IwEtDfS/QqZOjQzsxg12TuCEyAUPAD5MmMXQaYW4aU0jZ1hcTu5ZT+1ZzwD2DC8yiigkrPMKhy4d+vZp3p6NGuDUTiA4NqIDEBZuGZEQPBEKfQ5SOGr12Idwr4BAGLN7NlTQ42fodsvWFNBxEqF+bT9obJV80qI6HtbAADLqlAHblk1YAf5dbKEywibABDAoBkg26FGYNy2sXw/QPGz+YaVuVwGI9Ws54dq8V96yXNpdzYHQIQ1E0oIMsptV2crEehXjPzlIo6FJAHCAcIIhXDVGirxxY/ODe5dvXT2ytZmBiD7kVHUAcDNWgM4LHPcAh0C7FgnqfQwTAMuAKAM09V/2kQvpCyuazi8F722kSRIMakBYlEF3QpYCjBn6GJGKC8DboZSO+ZyJyxKeIhbSAlq7NpwQcInUaS5sZm6GMzpBwZMIomTBKIWLhDKGSRzsnAJtO4DCIAg5FxJvhs8l8Bk7MmZQLSJBbBuGywHoEwYlMTFbJGTwWmUl7ltrHnJ2Q8snw+bARh3UbZNN2SJOdCz5NLZmBT5DyiCL2hFJEETDHNVKqVkbrJD1BCJRRxQg45a1yGKDbWt4vF9FxmB6wTh6fGMThB7C4Ptx43+z0GKDPUxNDhPFBDoM8Q8KNjXQP9b1AJmCmJoZxmB4AG0iEYQGXfGRPc3shvm85c2ijtHshBTlihzZK2/PJrXainfMulYLlmLWUsucSllLGAYMvvJ9LWIA1Ao6Qz55xTjEktgN5GRad5YwnHtLVCh40oCqkbMBoBktocLUNOOWoX1tIOmEZGg8Z4Gnts0uhFawVPMcPzZ89uX7i8AJYuGyupMtZ53wt1AmTLaXdwE8DzACgi/2bVaALRAM6MNeFu8hpEgBBOZ9w7FkvAR0J7ninSQBEb5dZCK2NzyEOeWTRoDoVMeTi9g/uXX765MGe9VKjGISs0QSih9XiYgOBow9AubBX7jBx4BiAj6dQA1RRyK0EuDwe1rarwefzT3RIIn5lPKyDdZvPLkUDar9TnI4aAy4JsJ4AM4C0Q9j/wKucRExhrxx4ECGPPOLTiDmT0YBubnpYyJlSyeYEHCJzdmJuBsecnWTOTtAoWHAfZs1Nwokh5E6L+VSZaA7cGzVSKjTBEHAPGmOQeUHEkEY1Z9BwxfzZibEBEW+GQZvtl84UAAAgAElEQVQgTQ4rxVRgqQBR5X+KwyCwCVxXoDZAl6FXzMF/rpbMaKRUSC4CWicQZEAX2aGlAfM/ETaGPSoBmzLc/1J/96+wwztHx3pHx3pHRrux2B4yYYhNJwg4FML4AJWMm53G47H9ZMIohThKJozisYNE/NDYSDeVjJsmjbLoE0GH7NBm8dT+9tXX9pw+sADKWUgKS3hVABu2sp5s1FQvemEuTUb0kJkFG4xs3JxAdNCExEKaXcspu4HnMotiQX0t799czkGiZj5pu3x296Uz25mYKY1agM4MTRGgyX6HrF1BIOUXJo1K1puN2SJ+ZSnjgEIF+i9MyPu3Su1qsJCytStILe8PuZWZqDXoUsAGaWMxc2Rf2++Q1QsBqMlUxJyN2ZKIqVUOA416qRFbqKHnT21Xcz6fXdqhpYc9KoDjYkE9wNYRvwrqBw2oEa/6zo1XTxxabhSDcExtLGbiYR2EIMERCqQZqCLEp4AzE/EpfA5RPKyFjW3IrYwGtHCGPy9/NI0YmmU/GtAAGB90KYIuKaQCowEVMLJAOBXxaao5H7y+0AOEPSr4DtCAKpewxkMG+KlCTlkGMcR8Ko+RZ1CzRHwylzXJouMZNDyEAULxQOXIxXSllKlRcLTKZyu2DusRLpBUAHXSYuSa9AKllEWfmTTpRELujJA7rZHNweeD1hLueGC+wFu4gK0IDM7/+b5BSZfyiEBIA4IjxFR2Ym5B2Y541bA5EXKm8di+sZHuibF+DLZnZLR7ZLR7eKSLiO8H3IKIH5wY6x/qe2FspHt6Cksl4zkM8iRugE0nzZDGZCKmTMxIxpybi5nVevjAWv7oVvXYdg0cSfcspk/sba7X0WrCDjrZQsIKFpOAGXS0+4AHRIPqzkoxl7Dk4vZK1tsqhwtJZzXnC3tUadRSybrhvs/ETEGXol4IZGO2hRq63Iwfe3nh7IlN8IyG08PvkIHZL+rXApML7kVwGltqRm5eOfz2tWPztVA2bgYPqmzMBsmfqF/bLIUKSadOPquWUBvF4KtH16DpreX91y4dvvH60d1rRYDUyhlPLm7PRK02PTcbs622kxBW3a4gsGD9v/nYyrBXno4aU6ixmHKdP7X93u3zxZQr7FGBu10sqAHoIoHoCikbzF2xkCaB6GCJD3vSZEQf8SuBwxpwykNuBfRNiE/xXPUT92vA4nWxjmaillhQl4mZoEEE68pc3OaxiV1mAerXVrJeMOPTymhwm/qdkhRqTEYMEb8aBkGzhmXTMsMOcRbRl5O2cs7tc0u9LqlOTQd4isucgjU8hI2pZUyVlKGWM01aARRJx5O+E0EB5Ha3ReSwCi0Ggd0ko05htQq2XsUVsKfM2mc1A/+2w02GD3a0NHCeALUZMB+wJRBzJjvarLBHhfiUiE9p0rCUImoibAQTU6uO47VJYHPCY5Hw2N7h/pfGRnYOD3cND+8YxXYPD79EwPfRqTjmLH4c2zM6snNkaMfIYNfYSDd2eCd2eCdhfJBMGCETMbTp8XwqsDqfXW8lKgnrrmYMsl8hOHmjET22XYOYZFgEt4r+dMRQzbralUAhYS2nHdmYKR0xlFL2QsKajZpyMXOr5M/FzbWcu5BwVLPehQqSDBsTQX0p6UQ8qqV6BPUp40HNYi28sZjOxm1Blzwbs6604icOLa0vpPZulBbr6PpiupxxZ1BLzK+NB3TJsAEOPehzYIty8bWtr3596707Z7ZWM42SL+LTwNzid8g2FjPAWDMo6bOkfs4sViEku8wilXiaz8Dt21Xx2eXxkOnQniaYmUC2qVnDdBh5LrOglvd9+uja5TP73rt9HtJpATyI+NURvyoZMUR8Kvjpvv709u7VQsAphz4ohZqKKXvQLYv4VemoKRpQR/wqePoD2w02ivGwtlHypVBz0CUPe5TxsB6aOjTwfPnbmYgRmuNMzOR3ioFvB0aHnU1TxK9MIPpS2u0yCxGvGu4/mMw6se9uiwiEdzBFQIyEyyxslHxH9teWW8iu5bTFIIGMIC5zis8mSwQ0lYxl0rA7SknQCQKk03Gmhy8HxwJIuIBkCX7CAuY4rPZAMwO/S6hAmAT+vxfIszr+9zr5bKfbDntUQbcA8YntBq7XJoOQQAiZMamZwB1WiOcoxOGJsT7CeN8MCYPH9kxNDFGIQ1QKhjE7zmZMUijY0bHeYcxODLYHtkNjI92T4wOEiX4ScZDFmFQIqPWUE3JaD64XD64XYe3bznkhBBZM2CCBHHSywJPY1YxlQ/pc2NDMPHOvhtSJImoGIRPYSQOLCqzZIQEp5dcUUfOBtQIQTXwOUSZmQnyKeFgLR1M6apyvhdrV4EoNAdZFu+ADBA90MtAaAT0S7sh60et3yGDQMijpScTksYqjAQOk8Vi0HLOGrZXRFEKKRcvevVa8fvnImxcOXjl/YO9GeWslv1BDlxqxMyfWrlzYd+nM9oXTWx89uPLtF+/+99+///GbRxDQFnIrO9LxRMhQjjk2W6k3T+87f3wTvi7iVYNNpNsigqUw4GwRnxoNqHwOUQo1QK/brgaB+FJI2ZIRPWDL8NM9L34Aeyjo2aANSCA6WKcCZmozsIzqOZ18NuhSAKIPUl6QFsN6y2MVC5jjRhUj7FElwkbQq0i4BKOKYdNzzBqWSkIV8WZmp8cATBNwKEop06ARWPV8wObhlOhwcqFZ8jtkVh0HzlyvTdJBzA1Kpssss+qEUHJQWvCvoNuE5GNYCMBfgcAWzPmBfAXfKjDBYEtg03PRgLaS9aB+HcCgYAAAZ2Ap7a4XAmLetE7Fg6wKpZSpVXL5bLJUOEej4EYGukYHdwz0vzQy2o3B9uDwA1QybhI3QJocoRBH7EaBxyYtpT2FuB047LuaMcilhKSDxWLgmaoK7uCcF0IsoYQ2W/FdzdhSKXhks7LVTnSSkYBhBDUG1qHgUQzmj/WUsxyzFlFzHjGiTlk8rAUXJABdU6hh13Iq5JEBwB0LaaopRyFiKqLmYtQC+3RYkkBHBAgt6DoTiC6JmLIxG1gEA+Ic9qjyCUe9EFhqxFrlcKMYbBSD1Zwvn3BsreRvvnHs2qXD89UI5KLmEw7IOY6HtY2Sf74aifg0N14/+o+/fff1r+9ceHX36WPrkKeQRExRvzaPWHYvZG+cO/jKvnmoGeixXWYh9JzgGR90KcIeJTS3cHKWMg7YksFx2gEVgJ3wXPUTdkqhTOdroWhQ7XOIQDgBcxgo6lKoIZ+0ldJuIWtCyiPCkAD4PYAqsOoKe1RwL8JND7djPY+IWCQitodFHfe5dBwGEVA4Bg0v5lONWqFVx4NhAw4EGO+A2QFDV6c24JSDL/Q/2R/QfcHfwgX/FqoI6gRQHZingXMV8WmADtzBOsFo3CDnGxR8u0EU8amhCIFwGfFpFmpoLm7XKTnM2QkAPyA0SSVjz83gB3t2DHR3DfftHMX0Dw53wQULVgpxVMgm713JnD44f3CjsF6PLJWCmaAOEkEAaoPgVyiGfctZyEuGA6SecnYOqFrSAboMyM+bz/vAaxfCyTdbcUAd2jnvQsEPJxhI35/xaEu+djWYjZsrORfsiOCQAVeactaZCmhTfk0lbkv4VLBQAgom3I5AgYHP9zvF8DztbFqCLgWYkwC3K+LT2A081K8tpd1Bl2J9Ib1rKXvs5QUQn6dRC+JVA98lFtIUUnaYnVIR859+99l//uXbf/ztu7//6atDe5rQJmwsZM4cWv347uW3Lx2tpNzw+7Vo2TDSQOYc3Dk+uzTkUfidYp9DBN0TsOlyCQscuQlEB1UEc8pz1Y/XIvDYBJ0v4Lbyk4ihVQ5mYha/UwrwKDylVucT22v5XMLmtgikPILDyA265UYVPRbSZaLmhXpkvhrx2aVH9rUB89XJZ2V80tZKSSOZI+F6heypqalRNouCG+ujkEbZdIJCwlDJWErxjEXLhjQHxKsMuuVoQBMNaOGGhoOiwwEPOKV+pzTokgVd8k7RwksGFQU92LOlgU8V8akifvWzt3416lcjXlXYo+pQ4qERTSKmYsoFlTa48wUJZ3ZtPlXJOaA3sGjZIGJZm09lolatgiXgUCbG+seGe6YmhsJ+i92sJE1isEO9mIGekf5u7EgfmTSGHe0ZHuoaG+keHdpBxA8xqONxv3q5Gl4oBdab0c1WHDh7taSjmXEvl0P1lHOzFQdJUjlmnc/7wAq8EDE10q6XV/OQNrlWi2RDeiiGasKe8msgdBmiItbrz2L5Fgp+WMW2sp5K3FaJ26oJeyvrWW6hawvxRsmXjZtjflU17axmnLWsq1nwpsP6UtJWSTsyEUMl7WiXAsW0HUZwOH9gO5RCDeBjkU9aE4ghiRjiIV3Yo4iFdIhXGQtqo0FtwCXzOSQhtxzwJ7uB57VKDu2eP31ss12JWjQcp0mQTzj2bpRX2/FK1r02nzi6v332xOZiPXrptb3ffHH3L3/4/D/+/NV//f27f/zt299++e5KO/7wzrkfvrx35+rxNGIMOuWAIsLKJI1a4EEJBkOoX4v6NT6HJOxVBpxSr03kc0iiAU0qYoTKiYe1Qbc0GtDEglrE+3z6H4+JF/LIwOrJbeUjPoVNz/HZpfmEw2MVwya7VQlsr2UXG8hyCwVNRSXn8jvFICBNIDq7kY34lAs1FJgaDiN/vhpJo5alRgy0viG3EvHrZmZwePzA9AyOxSAKOBSpcBbmH4AHvDYJLDHCXnkC0aN+bScLKeLTQLVA/4D4FBG/Cs4f2KyB6QQUDwCJiO8Z/whGSWhO4mEt4n3GCoHWrlOB0IT47FI5f1otph/Z11xpRYAuCdCcw8jfWsnX8n6jlkunjQ/37xjHDEGAzNTEMHZ45/hoNx7bQyWPTeIGx0cHgBpHGB+axA1MT43NTI1RSUMqCc2k4cQDOshshOKBlMiFgn/vUma1ikD2KzR4oJnPBHVwBMExUo5ZoR7AFg/cW5fLocO7yhBrt1QK1lNOyPYBZhD0b7mwIeCSJBDd+mKimLSBiDgb0gPdtpX1ZEP6csYJQpqOhj+B6OCwApovCDzBqQI+no4awRwGxglY7YPREuJVAyKqkdJkvGnuLF7CpUg4U06T4PDe1s03jj2+/8anj6598fjm5TP7zp3cevDOuR+/efTv//rkH//2zX/9/ds///zp//6P7/7xb988/erd33338NypjXzSGvLIwp5nzz7A/TrNOZw/MF8AEQHWXHDzxILP+KMJRJeKGJKICfGqo4Hn69/ifs3aQnz/VgnW22hAlY5aQFubiVq9dqHfKY6HtdW8G8itndCE+VoIFBcgVs3GLahfq5XR4Cep5nzljAfwq3jIcOX8gds3XvU6VSoZY3pqiE2flApneSySiDdjUDLBm8Jrk/id4qVmpFbwHNpTh5cAbvFoQAdgS4ebl0KNqF8LdQWPHPgc4A7HQwbUr/mfC/XOC4cGtE6TALpE+B/gn0Md+uxSk5qZRs2nj25sr5ZAQQ0wt1HFqOX9ubhdq2RymVPdL/5T/84uzOBOPLZvamJ4dnqcMN5LnOjTKFkBj9Gkk3EYZMxg1+hQN3OWOD2FncANzFLHJ/C9E/g+CXeqErdBwBs4acFgA05dwBOHgoESWiwGdi+kQNcEUW2AHOQRYxE1g78KHFl7lzIn97Xm8z5gr8MJBvauK5XwcjmUQHRAHVqshbfaCZi1QIpfTzmLqDkVMQCZC7p3aObhMZpLWIBKBxQymIsaJR8ECsKWBgQ88bB2azXTrgbPn9pebSeXGrFa3rfcjO3bVb5789WXt2pQKnduvPrZ+9cuvbb37s3Tv/z06Z9///lvPnrrb3/88tsv7vznX7/6P//44f/844f/579/+u9//+1//vWrxw8unTu1AY/vl7erAFfMVyNQGx19WiJsBPzJYxXDLxTYDCAignVlxK/0OyWA1D9v/aw2oo2Sr1UJAG+8XQ02ioFc3F5IOpcaMbj5OmAFcB+CbiloHJZbKCzC52uhWsG72k6WM56QWwkh4/mEIxUx33rzONA0qjlfLKi36bkht0ojZ0CSHp9NlgsoYCIB5w8Q0VOoEY4FADGhH4v4NDD5JSP6iF8FjxY4fEJuJdQPvE2EjRGfGvEpoM2FkoP6cVuE0ObBawqIDWi8Qm7l9ORAOmrcXstuLZeCTj3A37BOtem5wONSyeaEvOmX/vmfSBM4lYxr0knx2H65mCETTwu4BDKxl0wcohBHscPdRPzw+GgvdngnmYAhE0fHxvsx2J4Z2gSXMQG1AcjBRiO6PZ8E5/uF/5e0936SLD/uA+MAwizWzMzOzI6fHd89bcr7et577189U960N+N2Z/0ugMUuuUDDEhIJkqAByaMJSiApnUbS6RhkhMQ43Z0uLk4n6ef5N+6HbLT0+0RUdFRXvXo285uZn/xk5tCYhFwgtzZSGXqygmN2YpQGLgV9HUDoZ7Ew8pnMwqcRv0gkwOXe3Us3Uhm6f0EvIYAEtvvafKg+2Am//+uPdmYWKM8k5GCo/SKRNlI5C2goLbGUxnEvpIHSj1lozQF9/KB4ZpjwwPma9uWtqZlHDNQvn+Ba86G6twimuebp6AdvTTcnuqu3Bj1m2lf7kbA1cd55OPrZT7752z/+5Pd/67MfffHO977z+E9+/r0/+O3Pf/jF23/ws0//6Hc/O/r84b/+m9/9u3/9i//zP/zyH//+L//r//Nv//jnv/7DL578+S9+8GQ/f7Sbfv7Jwe7ch+fiqF2AbSEqhlD5JAYGe2WrTeiZqIs1cEAc9cXw656N7296MBlukku7C2d7Zj/YiRyttb/h7S4caHsLBaqW0vCMDoMtm3IdMMHEo+cDfTbQBzG/O3dmfSV28e2ZvTW1Bj1+b8P74tPDxKdmA3WUCImBbff13aE5jARbRerF663KzdLKxW7tFkzYU/myJlQspRHaGGTlQouYZCrIemgR4H8DjdLTO77R9U3EM7qBhfY8sueRvtG11Zand0bpcYlVaKOxQ8QO5Ruoo3ZMqQ4Ikqd3AguNHDx2icSjY4cKTBxr3jvcjj5+d+PTD3aHsQ5a3XPpUSJBn7F+zLXrd0trN176ypeuXjhXWLm5dPvy5TdOrdy9KtF1jWsh9aVrF1+59eaZOzfPdZorN66ehQbQb145e+P6+dV7V5qFG76GHm6G7xwO3trLnu4m+2Prg8M+INePN4J399JPn86/+WRyAscdTp3P39sEOO7JZgidt0CXZrEAVgt8vwczN7eJccCmJjaNeMAbQr2b+ZRvdFKfnPblcSY+3I12ZvYkFROXmPXlQcBAL47DqbPV16Y9YTNXN/rH5ZnABIcaaXhB+RrU+UMPcdgMGGVAMoLQfGOsL0b6rK9sTow0IPsxszHWQhud5PLjvd4wETYy5XDmPt1NFpmyNdA/fjz+4acPj7518INPH3z0ePTdT/Y+/XDzx997+2DL/+yTna2p+cl78w/eHr/zsP94P/nudx789Afv/ei7bz/ai7/1wcaDnSgLmZ5HzgbqKBUjB099KguZ0MKBrZeHfOyQvoHaSgfCYGB2v1j8w5QAsIaW0xDbwMXvbbijVEh8cnfheEYHJhHsLhxLaWhCBQrjPB2V6PKwJ1lya3NiPNqLs5D+9KOt7Znl6u2DLf/JQQLF6NsTMzWxz97dmEb8ew+GUE31eC8D5IDsLMcOJTEFFr+f+KRndKEc8sQyQEIa7Amwm2D+EZRJwRtwLU6IlZAdixwssnHw0Cy5HVgoRFAAXwKgGVjYifnanQcPtnuzvk60lwWy2I+E9x5P3j7MYQHueUSrfmdt+eqZV7564fVT1y6duXD2lfNnvnHnzTduXXu9uHK9uPLm2vLVa5dOLd2+iHUK3WYBaRVX7l27eO6VOzcvTjNn4HLTRD4ZvbrV1z447L+1FT2YuQCgfXDYf7rTA+/u8UYAqvLj7zyCAWzznvjObvL+QT6NhP2x9dZWBAr2eCMAp24SchupDJO2jqfzLtyduQ3FBXDroIoxsBDQigeb/mamZBY+8pmejgxcahJymXPMsITiM4hztmcW9ACDUkjgmAIKfNKaAzA9yBxC+yjI/UN2xDM6o1SAItOtqQnnnNsEcC8ezNwPHwz+6RdPYe04nDo7Mwvqo6FGA2ZGwb/9mFX5MtAvYIgGzJMDjwm6sjlayzdQYMwAThiYeOqzg1gcxOJ8YAx70gvpj4Cvgps76HHAd4JM0ySXYOYuZIeAeTXJpW99sPH0YQ5VfrpYpbrHg09Urgos+ncfD/Y23LcOU2jgAH0OFiPtwVYwCbn3D/LNTNmfub6BPd7L3nk4WgzNcar0XPpb728fbgeH28HBlj9MhMRj9hYBEKIgvxlahG92wT0AF/yknMMzOpGDAVQAuhQ5GNCBIwcLbRwqMX0DC+3j7U9CqcBCPL0bWgS4c4db8dMHw62JgzbuAClBYatZyC5GGhDA2vW7l9/4xuuvfu3say+fPfX1S+dfO/PqV86e+vq511/5xte//NorX339ta+ffvmrZ1976eLZ1yB52mms375x8fabb5CdQiAjmwMTJjphzbsaVYQJ28DZAc05mNhQ/fp0pweKARyFnYEOLR0hQPrwweDBzIVQandogAM2jfi+Q0JNEaDYi74C82DmQzXxSQDQ4M6ADen7NOAN4ARCKja1cIBeoSoZ2vmDeMC4FzBl/Zg15TrkYUGyQaMAuwPIGEQZjgs3HDpOOVoLQJHDqTMJuXHAghM7iwUo5ejpyPbUevfxAMjdkI+CKTi7CwfaWA963DuP+lBoA1i8Z3Tef2uUR4wh1WIXN6UmPMRjYElDNL4ODSihDcGLza8n1gMT2ZpaO3Mb2lXDcjJKBYgZIN7IQnqcinnITHNp2OPmA3WaSQ93wlmuxjZ5sBEOYyG0UF2o+nrHUZujhN8c6Z7eDszuzsye5fKDzQDGWc97Yt9n8pCf5GrkkKnHxDaxM3U3hyYsKltTM3aJSabszv2dmZsH3GJgRCbu68cwAPBKQHOGCe8ZndBEBjEbO5hndABi8oyOyldCGwttzDcQR+1YctvVANHu+iYS2phndH2z65ud0EJPUq49l24WbwlE+fNPDhZDw9G6KldV2LKrNQcx6+udWvHNC6+/fOHMNy6+/ipL1Dv11Tcvn7l26ezNm1dPnX755Ve+du70q9cunL955eKls6cvnPnGm5dfv3HlbHHl1rVLr5Gd9XEk5R47SZXNkRVZhM6UqMbtScwfTJ0HMxfGj+5P7Ke7yYO593grfLrTg7Z7J9g0xD9gcyBfBDr2ZDN8ZzeBSOlgYm/1tYFHB0p7morTTNoY6alHOlrrpDdaFtKgEpNE2OyrWwNtZ2SMAxZ0aauvzXJ51pcfbAXjVAS60CBm531lc6wvhto4EbYm5u7MnmbSOBFGCT/NpFGPT31yELOZT/UjdhCxqUf2XHyU8NDQA5a/k4RsZuM9A+kZyCTmZz1h6NO5Sz7aCGaJOAyYScT3XHxraoJxe+swhVUPjAyUV8B+YCVNfMo3unnI+CaS+FQ/Yl29Dfl9SNCDU3OSToS46IX0B6vddjUkdsiTTiWaUIFWnVCbNUqF2MUDowvTzMGdWCTSLBb2RuYHh/3NTAHXHNbFccD2dATGIUIiAgb6wld9h4y1bt+n9zbcT96bL0bawKcnIedLzZ2BfgLubU1N4NtvjPWDqfNo4b+zm2zlKpSRQbQKQhC7+CBg+g45jfhQaQOT3ze7uliDgn5H7TpqG7wXz+h4OnKMhkttR0UcreXo1cBqA/3HktsfvDU5+42vuTL3oy+ePt7vgZD1QyI2momJDDwu0LHIpiy5I1LVzOeI9lJx6WJh+eLK0pXbN843astLNy/cvvz62u3LzeLd2uotulPGm+u1tRvLN0+V7l9cDM33HgwfzFxArvc33GlfHib84934vf3s7e34nd3kyW68M7cPt4OnD/Onewk0Cod+QPtjCzw9oOoATAeQ3cO5dzCxH8699w/yScwD9Svxya2hDiMnDiZ2HjEKV0p8Eu7kMZjrk9Cmb2dub2RKYqBgvoYeDfAdJKNAjbf7GswyWyTSdl/bzBTgDcHjhqPAV7tDY+BScJmj8L8rLSSUwGTBAg3G8H+0jRBWgVsIVQaAW0DoC2mJcSaCPwLhhsqXgRcLxWnA6oJ2pyeBAHC7YBwLFO0p7IvN/6Fby7FDsdjq5sSAgj6JKUBd+ObEgHGLi5HWDxmYsAtYzXZfi9TOIpEeLfzNTIFGnkB5fHcvfbrTgzQFWOdHC9+XmvtjC3J5W7l6uPCgsGR7Zu2OzUUigXMPtwwcbmjS1Y9ZGLAFnC7orghDs6Gz6dbU3J/akFvMLHxzYoAb6ajHXWM0vm5IDfDFQxt1tWP+zq+SBi1DaihsRWGrv6LGdS6c+rohYB8/3T7Y8gES9PRW4mKBgUlkTeZaaaQELqdJyGzk7W2l3/r4wXRobc3NxVgbZfxipE5y8a///CcfvTN5tBs+fZi9/SB9sBNuT10gR7/3YPjxo9G33pr++vtb3//80WKkHWz5B5s+AHHv7WfjHg8DWHcXzuPNEDpxQxcuyBSBUB5M7I1Ufjj3oFsdkA+mEf/2drw3sTbG+v6mtxhpMMDv4dx7Zzf58ffeBubOCTEZGHHQT2OY8NsDHZ4vLJEwJmMScpmFA7g3DlhQG6BBAN0BiELg+AFhAhqAQSi1NzL7HnXSWgMa60DyAxAIcPLBJwQm0TgTwRWEKBeU3JCOq/ROxpCAKnpGR2aLoX1MLhnE4iiRs4Cb5toJSAtN1wCFOsm2A2/rhfSHR9ee7Ofd+k1wSdOAyiPG1dsAVkLXuXEmHmx4I58ZevRmpsCtgVAVWnUCNgrZ9EcL/8lmCB4FKNVbW9FWrkJlyyTkdofGLJWykIaOC8OAAa99FgsqX4Z7l0fM/qbXj9nNiTHtCSArm5kCOTv4Yc8jtqbm/qZ3MHMezFzArx7txQdb/jgTHa3taghwUgMLg1Ysrn6cSnI1xFE7jl+AAl4AACAASURBVNo1hDZaW21XlgyxCQX0m8NYpKq20vVUDsJQS2nkMcuz5Vtvnjn9ypfPn3v50qXXbt++ePXq6atXz165cvryldMi13q44R3O3UnMhWZX5UuDHrsYqfub7mwgD3tcP2YtuZ0F3LAnzTMVluqNVJ5k4sZx6xyl75ADl9rK1Xkuf/bJTs8jZLYYqG2YLA9h0vsH+Y8+fQhpVoh5oFUQSCpI9iwWZol4MoYsMpC+Q0KJOLSKBmsDEgzZCwiQoL8+KOreyBz5DKjHCVYOgN7+2AL92UhlWBP3RiYcHQQDhGQjlUHDd4fGOOKgBOOEKwQ0f8i9njQHBY2C3jXgYvRjFhTpxLMAawNVFYCI6GIVdAksDCT0gLMC1UeBiechD00RBrGo8XUoCYUE4AvpzyDgY4dqlq5TyLIhNWYDbXtqpwFjSI1RIg56gsJVpn11GPOJjQ9DdhiyiU24cisy0NShco8ahExsoX2fnibiMGJjCx3F3DQV92b29tiYpdLezF7kyuZAm2dyYuM7Y3NzZOQhm3hUaOOB3p0kwu7U2h4Z80xOXWJnYk4S4eFW8HAz2BmbO0MDZo3sDo3YQl25OYq4/ZmzNdR3JubGQJ2l0uZQ2xmb7z8cPNj0p6m40Vd3p3bi0zSyXC9ewdv3ZKYmMzWsee/qhVeKK1c69XuOTsh0rVm8fen0Szcvn9Ek5M6bF1596csXTn/d1ZClG+fL96/LbNlW256BJAG7unzp1Cu/9vLXvvTSN7706qmvvHr6q6+d+dq5cy+fOfP1U6e+ev3K62RrXSIbRHONaBdW713myJoqdIex5OuYITR9Dc19enOoj2J+f+buz7zMpRe5FjtE5BCRjYtkQaFKltDIPTrzaXBjbLWZOHji4IOAyT1qmoqbA+23vv/eH/3Tb3/0cPj2dvzuXgqo92amAAIBa82sJ45i7nvfPvj2u4u+S6YmBmZk0hMcuTFLpd2pNc9kX2sv+srWUN+b2tsjY5ErA48aejTkhQ4m9jTiEwPNXXLRV8YxPwzZaSLOczlzSUdqgDqlJjYK2J6NDSN2nsvwvICIBJq2kcqbuTpNxEkiTFNxEDDjmJ9l0vbY8LV27lGjmIssFPj+UAEA+DgQwwEDtJQGlPSALQKiA/S2Bv8zdvFJJk8y+aOnM0fruFrHUduG1FC5ShowjtbZmtqpT0c27puopyNQha4LjRe1PzSyQrSXEo8B2o7G1wMTl5lK4jEKWx32JENsKmwFMKvYxWOHhELuUSKHNgr5tUkuAWoMJAYgbkPWCOgLiU+6ekdiiolPhzYpM8ct+ThiFdrEZCEN07IeLfyHcw/M1yKR4HHuDM2tvj4OhWksDFwKUu9ATtmdWnsb7t6GuzkxHsxc4KTsTSxoQj9KBUdFAoNRmJZMN6vFW2hnrVlfClxe4zqdyr3bV06LTLNUuFGr3Ll769zdN08DKZbqrhtis3T/gkSXeap88/qZV1/60stf/fLLL3/55Ve/9OqpXzv9+tduXD0LDLeL516+/Marl86/8uaV1y+/8eq1S6dvXD177dLpTvUW2ryn8g1PR/susdlXHm1401Qap0o/EjZG1tbEAfoWVHHCwpkGDNxAAEIo5B74MMCs2Zqaw4gFi/TFhzuAyEHyFJjXYCggaIG/wCiF1BAYqCebIbATwI4dTOy+Q458BsQdvgIc/HDqbI30xUgD9AxIPcDTh81msbA/s8FoJD45DjmIkSDhu93XIPoFhA0OAc4eeH0AeOQuuTHWweyADw8rCNCXgQYK8c9Jy6HIwUDYYCoJlCdAJ3doDA/hMfh7J0yuXykbAfwDW3kx/pvJNyBuzgIO6CqwU09Hs4B7tHvccaLnUidVfq7WgWoCmakoXAmQOrhU8LgGPS4NKFttAmAPregdrWXKjUBrfvdJ7//404//6z//7E+/uyvR5Z5HAkiaBtTBxAYE6f2D/K2tCCpbJiE3T5R/8uHk//6Lb/+L33z02x9PP9yLAfGECrP9ubM9swypFlgItBTdHRqZTYBnvz2zHu72Drai7am7M/MSlw4M3JJattwexCI01PR1NLZJja0pTMXTUbRxB23cqReustja0o1T6/fO1Utvvnn19OlXvvzq17/y6qu/9trpr7xx8dU3Lr66fv/GvVuXzp/5+tlTXz176qvnTn/tjddfun75zLVLp29eO3fj6tmbb565cP5rly++cvfWufLKZZ4opQEfmMRJSyeYJwUNb8E777n0oCfAdGig0oBDC4I76HHzoZoHNPRnff8gh8aR233to4dD8JeAcABe8bwnQhQKGVLQLqhu2B9bT3d64HqB3wjOGPwcPO1jb22oQYIF5rpBbcugx40DFg6xO7F25jbM1MgcIjFQqDua90QYbgtsvcOpA2gTUPKANgFqvz+xwZL8j30IT4h2YHBAl3yzC/4eOHLHKXIXh4QkVAyABMLnoD/gMcL7yMFC+5ignHjMi+VPqQqLrU1zzTcwmMnsqF2ZqcBwIpihLVIlW2lDyYetNm2lDSUxptQC1jYo996G+2AnhAZI4Hzvb3ofvD1+/61R5GCLkSbShSziFL7Rqtx5/uzo+bOj33grnQ1UaHea+GRioMBPgbagEAo/3ct++O7w+bOj//Rn33Sl7ijgd4cmwKypiQVyazFQ84h5uBuNMxE6905CbpaIkGgfJvzuwt6caA92gsf78TsHyd7YOJhaDzbcnofvLqw8onOf0Kj1SG8HSjPzGFvpQP0jsPKQ+t2VO+euXX7l9Ve/8tpLX33pG//TK699+dVTv/aNV74EZufUy196/bWvnHn1106/8msXz70CjNKrF09dfuPVK9deB9rOa6995dIbL5UKN7rttZV7bxDtJWg5DWwj6KoH49YSjwnMYwQFbA502QdwUherPY8ITQTkD5w3qF+AAiFA4YCpDQE9CCuEMeDgwSqTWfiDmfvr7299663pCbYGaDiAB+OABbhvEDKwOIL+bIx16M8M0Nw04ufZcTfz+VDdGRoQNYFmAggBNu3RwocdAlh3UmdxMLHnqQQTNyD+gRX5pGMo6A8kmiDmySMG6pfgBY3UodoC/sLqCcOswC2CBC7IsGcc9/R50fgn0NBprgEHDFj6s74ONZ7Q4hU6jIpUkcXXei6l8TXgLE8yFVriezoi0SWFqwYmxuFrptQ05QbM8El8EpqPbc8s3+xGDhl7bOjy9cp90J+/PNp1NGScyj2XGiZSYHQjC92emptjfdaXp5l0uOWHNvUf/+Tj58+OfvTuIHU4V2z7cmueShtDbRhzD7aCnbFxMHU2++pGrsz68jDmVLaUeARAiGlA5QE18Kjtob4/tTcz+dHC++jh8NGGvzs2d8fmVl/NbHzk05mNh0qr5xKJRwrUuqO1PaMbO3hoYzeuvnrvzhtvXj39xrmXLl147cL5Vy5dPHXm9NdefuXLp05/9dz5V06f+dqp0187dfprZ15/6dzrL5879Y2L505du3ju8rWz5y+89salU5evnrlx/cy1K69dufTK7Ztnb994fXX5cqd5X+GrecQGFhrZWM/EcpcaBuwoYGMD6XvU1kB7uBNCyn9rai4yeXugb+RKoLRirXtCHj2cOgAWz3sieLaQMwBXbRJyqYmBTAPS09ORnoGOE6EfMqlPTjNpZ2ZlPjVJxREM1YmFvZG5kR4jn7lDzFNps68ezJzcJUcBuz+1N/sqsE63+9o4ZKc9YWdkjCOuH9DbE3PWl2
