<?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-4775370334679441328</id><updated>2012-03-03T01:18:36.725+01:00</updated><category term='ubs'/><category term='PPR'/><category term='Société Générale'/><category term='moodys'/><category term='ECONOMIC CYCLE'/><category term='SOROS'/><category term='GOLD'/><category term='books'/><category term='free'/><category term='ACTIONS'/><category term='MOMENTUM'/><category term='BAC-ML'/><category term='MORANO'/><category term='Gestion de portefeuille'/><category term='kahneman'/><category term='figaro'/><category term='GOLDMAN SACHS'/><category term='IRLANDE'/><category term='ECONOMIE'/><category term='FINANCIAL BLOGS'/><category term='KRACH'/><category term='UNEMPLOYMENT'/><category term='M1'/><category term='US EQUITY'/><category term='SAXO'/><category term='MASSE MONETAIRE'/><category term='UNIBAIL'/><category term='BERNANKE'/><category term='EDUCATION'/><category term='VEOLIA'/><category term='BNP Paribas'/><category term='ANALYSE GRAPHIQUE'/><category term='STANDARDPOORS'/><category term='hedge'/><category term='AGENCE DE NOTATION'/><category term='kerviel'/><category term='EUROPE'/><category term='ENERGY'/><category term='liquidité'/><category term='prix alimentaires'/><category term='OBAMA'/><category term='GREVE'/><category term='EDF'/><category term='GOOGLE'/><category term='BEST BUY'/><category term='ACT'/><category term='DOZEe'/><category term='PETROLE'/><category term='OIL'/><category term='bonne année'/><category term='taux d’intérêt'/><category term='BANQUE'/><category term='DEXIA'/><category term='COCA COLA'/><category term='GRPN'/><category term='CHOMAGE'/><category term='japon'/><category term='HOME PRICE'/><category term='UK'/><category term='SPX'/><category term='AAA ratings'/><category term='CASE-SHILLER'/><category term='luke shepard'/><category term='POLITIQUE'/><category term='bourdin'/><category term='EMPLOI'/><category term='PIB'/><category term='TRANSPORT'/><category term='FITCH'/><category term='TRICHET'/><category term='RAFALE'/><category term='NIKKEI225'/><category term='DELTA AIR LINES'/><category term='IPHONE'/><category term='GENERAL ELETRIC'/><category term='AAPLE'/><category term='ESSILOR'/><category term='boursikoter'/><category term='Behaviorisme et Finance Comportementale'/><category term='FABER'/><category term='paulson'/><category term='HOLLANDE'/><category term='QE2'/><category term='TRADING'/><category term='BRIC'/><category term='JSC PHARMASTANDARD'/><category term='ETEI'/><category term='DEFAULT'/><category term='OBLIGATION'/><category term='LUXE'/><category term='ACCOR'/><category term='SSE50'/><category term='IRAN'/><category term='GROUPON'/><category term='jorion'/><category term='Recommandations OPCVM'/><category term='INTEROIL CORP'/><category term='Henri Schwamm'/><category term='SHORT INTEREST'/><category term='MICHIGAN'/><category term='CPI'/><category term='RBL'/><category term='MAGELLAN'/><category term='PIIGS'/><category term='tsunami'/><category term='PORTFOLIO'/><category term='air france'/><category term='cds banque'/><category term='APPLE'/><category term='yuan'/><category term='REVOLUTION'/><category term='plan de sauvetage'/><category term='TECHNIP'/><category term='DETTE ITALIENNE'/><category term='PER'/><category term='FRANCE'/><category term='PEUGEOT'/><category term='HOUSEHOLD INCOME'/><category term='INDE'/><category term='EADS'/><category term='SP500'/><category term='NYSE'/><category term='VALLOUREC'/><category term='MOYENNE MOBILE'/><category term='POLITICS'/><category term='APPROCHE FONDAMENTALE'/><category term='BLACK SWANN'/><category term='DELAMARCHE'/><category term='WALL STRET'/><category term='SEMINAIRES'/><category term='GRECE'/><category term='EONIA'/><category term='BLOG RANKING'/><category term='BOE'/><category term='IMPOTS'/><category term='AAII Bullish Sentiment'/><category term='FRANCE TELECOM'/><category term='ACTIONS - 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EUROPE'/><category term='AGRICULTURE'/><category term='hongrie'/><category term='IRELANDE'/><category term='SAFRAN'/><category term='EURO DISNEY'/><category term='ETF'/><category term='YEN'/><category term='NESTLE'/><category term='taux crédit immobilier'/><category term='low cost'/><category term='CRISE'/><category term='japan'/><category term='FUKUSHIMA'/><category term='slovaque'/><category term='LONDRES'/><category term='FOREX'/><category term='DEFICIT BUDGETAIRE'/><category term='DIRECTV'/><category term='FINANCE'/><category term='US BLOG'/><category term='MICHELIN'/><category term='DISCLAIMER'/><title type='text'>Un seul objectif: battre le marché</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default?start-index=101&amp;max-results=100'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1044</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4363043896892279867</id><published>2012-03-03T01:18:00.000+01:00</published><updated>2012-03-03T01:18:36.734+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EMPLOI'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='CHOMAGE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Graphique de jour: Taux de chômage en Europe</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-T_ZFv0_i22g/T1FjOyQ1j0I/AAAAAAAABK8/RB5Z4D1ySzM/s1600/unemployment-europe.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="474" src="http://4.bp.blogspot.com/-T_ZFv0_i22g/T1FjOyQ1j0I/AAAAAAAABK8/RB5Z4D1ySzM/s640/unemployment-europe.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4363043896892279867?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4363043896892279867/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/graphique-de-jour-taux-de-chomage-en.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4363043896892279867'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4363043896892279867'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/graphique-de-jour-taux-de-chomage-en.html' title='Graphique de jour: Taux de chômage en Europe'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-T_ZFv0_i22g/T1FjOyQ1j0I/AAAAAAAABK8/RB5Z4D1ySzM/s72-c/unemployment-europe.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-3358942510685679954</id><published>2012-03-02T13:17:00.000+01:00</published><updated>2012-03-02T13:17:14.020+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEVISES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>Positionnement des retail traders Forex - 02/03/2012</title><content type='html'>Les investisseurs sont de plus en plus à l'achat sur l'€/$ et celui-ci commence à décrocher. L'histoire semble se répéter encore une fois.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-uREVnUyqYrM/T1C6BNiXTeI/AAAAAAAABK0/ACbNzzqFFyM/s1600/Mar-02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-uREVnUyqYrM/T1C6BNiXTeI/AAAAAAAABK0/ACbNzzqFFyM/s640/Mar-02.jpg" width="402" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-3358942510685679954?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/3358942510685679954/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/positionnement-des-retail-traders-forex.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3358942510685679954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3358942510685679954'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/positionnement-des-retail-traders-forex.html' title='Positionnement des retail traders Forex - 02/03/2012'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-uREVnUyqYrM/T1C6BNiXTeI/AAAAAAAABK0/ACbNzzqFFyM/s72-c/Mar-02.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-2119455782341245912</id><published>2012-03-02T13:02:00.001+01:00</published><updated>2012-03-02T13:11:00.412+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='IRLANDE'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><category scheme='http://www.blogger.com/atom/ns#' term='EUROPE'/><title type='text'>Le référendum irlandais, la crise de l'Europe et Platon</title><content type='html'>&lt;div id="pictureLegend"&gt;&lt;img alt="Copyright Reuters" src="http://www.latribune.fr/getCrop.php?ID=4645671&amp;amp;ext=jpg&amp;amp;W=600&amp;amp;H=280&amp;amp;ptr=0" /&gt;             &lt;br /&gt;&lt;div id="legend"&gt;&lt;img alt="Copyright Reuters" src="http://www.latribune.fr/static/menunew/zoom-passive.png" title="Copyright Reuters" /&gt;        Copyright Reuters       &lt;/div&gt;&lt;/div&gt;&lt;div style="color: #9e5d22; font-size: 15px; font-weight: bold;"&gt;Robert Jules      &lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;&lt;b class="articleChapo"&gt;"Le référendum n'est pas une  procédure appréciée par les instances dirigeantes de l'Europe, surtout  en France, traumatisées par le non à la constitution européenne en 2005.  Elles se méfient du "gros animal", comme Platon définissait le peuple.  En choisissant d'y recourir pour statuer sur le nouveau pacte  budgétaire, l'Irlande, qui bénéficie d'une aide européenne et du FMI,  redonne à chacun de ses citoyens la responsabilité de ses choix.&lt;/b&gt;                                                               &lt;/i&gt;&lt;span class="mod"&gt;&lt;i&gt;Pour qui suit  l'Odyssée sans fin de la crise de la zone euro née de la falsification  des comptes publics grecs, la décision annoncée mardi par le Premier  ministre irlandais Enda Kenny d'organiser un référendum sur le nouveau  pacte budgétaire européen est une excellente nouvelle. Après tout,  obliger à inscrire pour chaque pays une « règle d'or » d'équilibre  budgétaire - qui en cas de non respect entraînera « automatiquement »  des sanctions - revient à accepter un transfert de souveraineté  nationale, et non des moindres puisque l'adoption d'un projet de budget  représente la pierre angulaire du travail du parlement."&lt;/i&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span class="mod"&gt; &lt;br /&gt;Source et remerciements: &lt;a href="http://www.latribune.fr/actualites/economie/union-europeenne/20120302trib000685960/le-referendum-irlandais-la-crise-de-l-europe-et-platon.html" target="_blank"&gt;La Tribune &lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-2119455782341245912?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/2119455782341245912/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/le-referendum-irlandais-la-crise-de.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2119455782341245912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2119455782341245912'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/le-referendum-irlandais-la-crise-de.html' title='Le référendum irlandais, la crise de l&apos;Europe et Platon'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-4397104578088361241</id><published>2012-03-02T00:46:00.000+01:00</published><updated>2012-03-02T00:46:27.579+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='japon'/><category scheme='http://www.blogger.com/atom/ns#' term='tsunami'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='japan'/><title type='text'>Le tsunami et le tremblement de terre au Japon c'était il y a un an !</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-iJCsJPvWCFo/T1AKLm3RHdI/AAAAAAAABKs/Ge7EMdDNCUg/s1600/japan-anniversary.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-iJCsJPvWCFo/T1AKLm3RHdI/AAAAAAAABKs/Ge7EMdDNCUg/s640/japan-anniversary.jpg" width="518" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4397104578088361241?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4397104578088361241/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/le-tsunami-et-le-tremblement-de-terre.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4397104578088361241'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4397104578088361241'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/le-tsunami-et-le-tremblement-de-terre.html' title='Le tsunami et le tremblement de terre au Japon c&apos;était il y a un an !'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-iJCsJPvWCFo/T1AKLm3RHdI/AAAAAAAABKs/Ge7EMdDNCUg/s72-c/japan-anniversary.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-7076133215487123520</id><published>2012-03-01T21:16:00.001+01:00</published><updated>2012-03-01T21:17:43.850+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='IMMOBILIER'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Il n'est pas bon d'avoir investi dans l'immobilier US près de zones désertiques</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-t9kJcXyvQtQ/T0_ZCEKC27I/AAAAAAAABKk/iqAfX88sMec/s1600/NegativeEquityQ42011.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="452" src="http://1.bp.blogspot.com/-t9kJcXyvQtQ/T0_ZCEKC27I/AAAAAAAABKk/iqAfX88sMec/s640/NegativeEquityQ42011.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7076133215487123520?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7076133215487123520/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/il-nest-pas-bon-davoir-investi-dans.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7076133215487123520'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7076133215487123520'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/il-nest-pas-bon-davoir-investi-dans.html' title='Il n&apos;est pas bon d&apos;avoir investi dans l&apos;immobilier US près de zones désertiques'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-t9kJcXyvQtQ/T0_ZCEKC27I/AAAAAAAABKk/iqAfX88sMec/s72-c/NegativeEquityQ42011.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4166754675743457541</id><published>2012-03-01T15:55:00.000+01:00</published><updated>2012-03-01T15:55:47.258+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='CHOMAGE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Près de 25 millions de chômeurs en Europe</title><content type='html'>Source et remerciements: &lt;a href="http://www.lesechos.fr/economie-politique/monde/actu/0201926109955-pres-de-25-millions-de-chomeurs-en-europe-296862.php?xtor=RSS-2053" target="_blank"&gt;Les Echos&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Triste record pour le marché de l'emploi européen. Les chiffres sont  accablants pour les jeunes, avec 16,9 millions de moins de 25 ans au  chômage sur le Vieux Continent.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="asside"&gt;    &lt;div class="author"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Les  statistiques publiées ce matin par Eurostat n'ont rien de surprenant&amp;nbsp;:  l'emploi européen reste déprimé. Fin janvier, l'Union européenne (UE)  comptait 24,3 millions de personnes sans emploi, soit un taux de  chômage, corrigé des variations saisonnières (CVS) de 10,1%. Un record  historique. Pour la zone euro, les chiffres ne sont guère plus  encourageants : 16,9 millions de chômeurs pour un taux de 10,7%. Les  chiffres sont accablants pour les jeunes. Le taux de chômage des moins  de 25 ans se situait à 22,4% fin janvier, contre 22,2% un mois  auparavant. Dans la zone euro, le pourcentage est de 21,6%. Au total,  5,507 millions de jeunes européens, dont 3,314 millions dans la zone  euro, étaient sans emplois.&lt;/i&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div class="texte"&gt;&lt;i&gt;Sans surprise  également, c'est en Espagne (49,9%), en Grèce (48,1%), au Portugal  (35,1%) ou en Italie (31,1%) que la situation est la plus dramatique.  L'Allemagne s'en sort mieux avec «seulement» 7,8%. Quant à la France  (23,3%), elle se classe à peine mieux que son grand voisin italien.  D'une manière générale, par pays, la tendance reste la même. L'Allemagne  (5,2 %), les Pays Bas (5%) et l'Autriche (4%) sont les nations qui  affichent les taux de chômage CVS les plus bas. Des chiffres qui  expliquent pourquoi les jeunes espagnols apprennent la langue de Goethe  pour s'expatrier outre-Rhin, là où les patrons d'entreprises sont à la  recherche de talents.&lt;/i&gt;&lt;/div&gt;&lt;h2 class="intertitre"&gt;&lt;i&gt;Le marché allemand, eldorado&amp;nbsp;pour l'Europe ?&lt;/i&gt;&lt;/h2&gt;&lt;div class="texte"&gt;&lt;i&gt;Le  marché du travail allemand ne comptait-il pas, au quatrième trimestre  de l'an passé, 1,13 million de postes vacants, selon l'Institut de  recherche sur l'emploi (IAB), qui pointait que le marché du travail  germanique a soif aujourd'hui d'ingénieurs, de programmateurs  informatiques et de techniciens spécialisés... Reste que le marché  allemand ne peut absorber à lui seul la totalité des chômeurs européens.  Ne serait-ce qu'en raison des barrières de la langue. En outre, il  n'est peut-être pas l'eldorado tant vanté ces derniers temps en France.&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;La  fondation allemande de recherches sociales Hans-Böckler, proche des  syndicats, a dressé récemment un bilan accablant de l'une des grandes  réformes du marché du travail allemand, ayant introduit ces petits  boulots appelés «minijobs». Près de 90% de ceux-ci entrent dans la  catégorie des bas voire très bas salaires et ne font office de  passerelle vers un emploi en bonne et due forme que pour 9% des 7,3  millions de personnes les occupant. L'étude relevait que 90% des  «minijobbers» travaillent pour moins de 9,76 euros brut de l'heure à  l'Ouest et moins de 7,03 euros de l'heure à l'Est. Bref, l'Allemagne  créerait donc des emplis peu rémunérés selon cette fondation.&lt;/i&gt;&lt;/div&gt;&lt;h2 class="intertitre"&gt;&lt;i&gt;Perspectives négatives sur le marché de l'emploi européen&lt;/i&gt;&lt;/h2&gt;&lt;div class="texte"&gt;&lt;i&gt;Au-delà  de cet aspect, la tendance du marché de l'emploi européen devrait  rester négative. Les perspectives de croissance sont faibles et la  majeure partie des pays européens s'enfoncent dans la récession. &lt;a class="LIEN-ARTICLE" href="http://www.lesechos.fr/economie-politique/monde/actu/0201915573639-europe-le-debat-sur-la-croissance-relance-293768.php"&gt;Les dernières prévisions de la Commission européenne&lt;/a&gt;  font état d'un recul du PIB de la zone euro de 0,3% pour 2012. Quant à  l'Union européenne, son PIB stagnerait. Il est vrai que l'austérité  budgétaire, nécessaire pour redresser les comptes publics, n'aide pas.  Et si certains dirigeants politiques européens -à l'image du chef du  gouvernement espagnol Mariano Rajoy -s'inquiètent à juste titre de  l'impact de l'austérité sur la croissance, donc sur l'emploi, Jean  Claude Juncker, le président de l'Eurogroupe, et Mario Draghi, le  président de la Banque centrale européenne (BCE), ont été très clairs.&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;Pas  question de remettre en cause l'austérité. Pourtant, le Conseil  européen qui s'ouvre ce soir devrait aborder la question de la  croissance. Lundi 22 février, le Premier ministre britannique, David  Cameron, son homologue italien, Mario Monti, et dix autres dirigeants  européens avaient envoyé une lettre au président de l'Union européenne,  Herman Van Rompuy, et au président de la Commission, José Manuel  Barroso, pour réclamer des mesures renforçant la croissance en Europe.  Leurs recettes : réduire les aides d'Etat pour soutenir les banques,  assouplir drastiquement le marché du travail ou libéraliser totalement  le secteur de l'énergie d'ici à 2014. Des mesures d'inspiration  libérales que l'Italie, sous la férule de Mario Monti, est en train de  mettre en oeuvre. Un vaste chantier qui semble, lui aussi, être érigé en  exemple ces derniers temps de ce qu'il conviendrait de faire dans toute  l'Europe."&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;h5&gt;&lt;br /&gt;&lt;/h5&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4166754675743457541?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4166754675743457541/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/pres-de-25-millions-de-chomeurs-en.html#comment-form' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4166754675743457541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4166754675743457541'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/pres-de-25-millions-de-chomeurs-en.html' title='Près de 25 millions de chômeurs en Europe'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4108543347487004616</id><published>2012-03-01T15:47:00.000+01:00</published><updated>2012-03-01T15:47:53.694+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CHINE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='INDE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Un milliard d'abonnement mobile en Chine. L'inde n'est pas très loin avec déjà 900 millions</title><content type='html'>Les deux pays représentent plus de 25% des abonnements mobiles dans le monde.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-yhwC6vUHIFc/T0-LcruWIyI/AAAAAAAABKU/qfMdgp0Z45M/s1600/mobile.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="360" src="http://3.bp.blogspot.com/-yhwC6vUHIFc/T0-LcruWIyI/AAAAAAAABKU/qfMdgp0Z45M/s640/mobile.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4108543347487004616?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4108543347487004616/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/un-milliard-dabonnement-mobile-en-chine.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4108543347487004616'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4108543347487004616'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/un-milliard-dabonnement-mobile-en-chine.html' title='Un milliard d&apos;abonnement mobile en Chine. L&apos;inde n&apos;est pas très loin avec déjà 900 millions'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-yhwC6vUHIFc/T0-LcruWIyI/AAAAAAAABKU/qfMdgp0Z45M/s72-c/mobile.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-7187862577117209935</id><published>2012-03-01T15:34:00.001+01:00</published><updated>2012-03-01T15:36:01.534+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='CHOMAGE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Chômage chez les jeunes en Europe</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Mk9dfQHW3G0/T0-IxwNwX9I/AAAAAAAABKM/nri822CyNfo/s1600/chomagechezlesjeunes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="370" src="http://2.bp.blogspot.com/-Mk9dfQHW3G0/T0-IxwNwX9I/AAAAAAAABKM/nri822CyNfo/s640/chomagechezlesjeunes.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7187862577117209935?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7187862577117209935/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/chomage-chez-les-jeunes-en-europe.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7187862577117209935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7187862577117209935'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/chomage-chez-les-jeunes-en-europe.html' title='Chômage chez les jeunes en Europe'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-Mk9dfQHW3G0/T0-IxwNwX9I/AAAAAAAABKM/nri822CyNfo/s72-c/chomagechezlesjeunes.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-8491687591794386858</id><published>2012-03-01T14:37:00.000+01:00</published><updated>2012-03-01T14:37:09.788+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><title type='text'>AC Chartisme  - Revue CAC40 et €/$ 01/03/2012</title><content type='html'>Le CAC40 a buté sur une première résistance à . En revanche le momentum reste positif, et il ne serait pas surprenant que l'on vienne tester les niveaux 3485-3490 points (résistance LT cf graphique).&lt;br /&gt;Mea culpa à la date d'aujourd'hui, l'envoi de short sur l'ensemble des valeurs du CAC40 a peut être été trop tôt.&lt;br /&gt;Une clôture au dessus des niveaux précédemment mentionnées renverserait notre opinion et entrainerait une revue importante de nos avis sur les valeurs du CAC40. En attendant, on ne touche à rien.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-9lPgZcxH2O0/T0930hM6ORI/AAAAAAAABKE/5aINI1F8PU0/s1600/cac401.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="481" src="http://4.bp.blogspot.com/-9lPgZcxH2O0/T0930hM6ORI/AAAAAAAABKE/5aINI1F8PU0/s640/cac401.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Pour l'EUR/USD, la forte baisse de la journée n'a pas cassé le support de 1.3291, soir le retracement de 38.2% de la dernière hausse datant du mois de Février.&lt;br /&gt;Tant que ce support tient, les perspectives sont relativement bonnes, et il n'est pas impossible qu'on vienne retester les 1.3511, qui correspondent au retracement de 38.2% de la baisse entre le mois de Mai à Janvier.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-8491687591794386858?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/8491687591794386858/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/ac-chartisme-revue-cac40-et-01032012.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8491687591794386858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8491687591794386858'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/ac-chartisme-revue-cac40-et-01032012.html' title='AC Chartisme  - Revue CAC40 et €/$ 01/03/2012'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-9lPgZcxH2O0/T0930hM6ORI/AAAAAAAABKE/5aINI1F8PU0/s72-c/cac401.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-8030834206572102292</id><published>2012-03-01T12:34:00.000+01:00</published><updated>2012-03-01T12:34:42.041+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEVISES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>Positionnement Forex des Retail Traders - 01/03/2012</title><content type='html'>Après une hausse d'environ 5%, les retails trader sont de moins en moins négatif sur l'€/$.&lt;br /&gt;Ce type de configuration est classique est amène souvent des renversements de tendance.&lt;br /&gt;&lt;br /&gt;Affaire à suivre..&amp;nbsp; &lt;br /&gt;Bons trades à tous&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-lVT83huN344/T09d_qCeSwI/AAAAAAAABJ8/nwcH5h8yMEU/s1600/Mar-01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-lVT83huN344/T09d_qCeSwI/AAAAAAAABJ8/nwcH5h8yMEU/s640/Mar-01.jpg" width="404" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-8030834206572102292?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/8030834206572102292/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/03/positionnement-forex-des-retail-traders.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8030834206572102292'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8030834206572102292'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/03/positionnement-forex-des-retail-traders.html' title='Positionnement Forex des Retail Traders - 01/03/2012'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-lVT83huN344/T09d_qCeSwI/AAAAAAAABJ8/nwcH5h8yMEU/s72-c/Mar-01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4568394067052729854</id><published>2012-02-29T21:38:00.001+01:00</published><updated>2012-02-29T21:40:36.847+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Pour finir la journée sur une "bonne nouvelle": Le niveau de "pauvreté" dans le monde est en baisse</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-1CAksG526VE/T06MhSgeeDI/AAAAAAAABJ0/aksWFMw4fm4/s1600/pauvret%C3%A9.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://1.bp.blogspot.com/-1CAksG526VE/T06MhSgeeDI/AAAAAAAABJ0/aksWFMw4fm4/s640/pauvret%C3%A9.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4568394067052729854?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4568394067052729854/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/pour-finir-la-journee-sur-une-bonne.html#comment-form' title='3 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4568394067052729854'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4568394067052729854'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/pour-finir-la-journee-sur-une-bonne.html' title='Pour finir la journée sur une &quot;bonne nouvelle&quot;: Le niveau de &quot;pauvreté&quot; dans le monde est en baisse'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-1CAksG526VE/T06MhSgeeDI/AAAAAAAABJ0/aksWFMw4fm4/s72-c/pauvret%C3%A9.gif' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-3835122369232565662</id><published>2012-02-29T17:22:00.000+01:00</published><updated>2012-02-29T17:22:01.473+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='BOURSE'/><category scheme='http://www.blogger.com/atom/ns#' term='AGRICULTURE'/><title type='text'>Investissez dans une vache pour une bonne diversification</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/TIrDG2DT-78?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/TIrDG2DT-78?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-3835122369232565662?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/3835122369232565662/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/investissez-dans-une-vache-pour-une.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3835122369232565662'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3835122369232565662'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/investissez-dans-une-vache-pour-une.html' title='Investissez dans une vache pour une bonne diversification'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-6606791596349520716</id><published>2012-02-29T17:07:00.000+01:00</published><updated>2012-02-29T17:07:15.858+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='BCE'/><title type='text'>La BCE octroie un nouveau prêt record</title><content type='html'>&lt;blockquote class="tr_bq"&gt;&lt;h2&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;La Banque centrale européenne (BCE) a prêté 529,5 milliards d'euros à  800 banques de la zone euro, à un taux proche de 1 %. Le second prêt à  trois ans remporte un succès encore plus grand que celui de décembre.&lt;/i&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div class="asside"&gt;&lt;i&gt;&lt;a href="http://www.lesechos.fr/entreprises-secteurs/finance-marches/actu/0201923982751-les-banques-francaises-patissent-de-leur-silence-sur-le-recours-au-ltro-296201.php"&gt;Les banques françaises pâtissent de leur silence sur le recours au LTRO&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="m-photo Left" style="width: 160px;"&gt;&lt;i&gt;&lt;a href=""&gt;&lt;img alt="" border="0" class="photo" src="http://www.lesechos.fr/medias/2012/02/29/296199_0201923996869_web.jpg" title="" /&gt;&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="m-photo Left" style="width: 160px;"&gt;&lt;i&gt;&lt;a href=""&gt;&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;"Les  efforts de la Banque centrale européenne (BCE) ont porté leurs fruits.  En fustigeant ceux qui clamaient qu'emprunter à trois ans à son guichet  nuisait à la réputation des banques, et en laissant entendre que ce prêt  de très long terme était sans doute le dernier, l'institution a fait  tomber les barrières : hier, pas moins de 800 établissements financiers  sont venus lui demander des liquidités à trois ans à un taux proche de 1  %. Le montant total alloué a atteint 529,5 milliards d'euros, ce qui  représente un record dans l'histoire de la BCE. En décembre, 523 banques  avaient déjà emprunté 489 milliards d'euros. La plupart des  spécialistes ne s'attendaient pas à ce que l'opération de février  dépasse ces niveaux.&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;Le montant  vertigineux emprunté hier s'explique notamment par un phénomène de  substitution : les banques ont réduit leur participation aux autres  opérations de refinancement de plus court terme pour se concentrer sur  le prêt à trois ans. Ainsi, d'après Barclays Capital, 215 milliards  d'euros se sont reportés vers le prêt de très long terme. En d'autres  termes, les liquidités vraiment nouvelles dans le système représentent  313 milliards. ING parle de 270 milliards. &lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;«&amp;nbsp;C'est  le meilleur scénario possible, fait valoir Martin van Vliet chez ING.  Les montants empruntés ne sont pas excessifs -ce qui aurait soulevé des  inquiétudes sur les banques européennes -mais ils sont suffisamment  importants pour que les établissements financiers puissent faire face à  leurs futurs échéances de dette et continuent d'acheter des obligations  italiennes et espagnoles.&amp;nbsp;»&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;De fait, dans  l'après-midi les taux des emprunts d'Etat à deux ans de l'Italie et de  l'Espagne ont touché leur plus bas niveau depuis novembre 2010. Les  rendements italiens se détendaient de 24 points de base à 2,2 % et les  espagnols de 8 points à 2,36 %. En revanche, les obligations portugaises  étaient sous pression.&lt;/i&gt;&lt;/div&gt;&lt;div class="texte"&gt;&lt;i&gt;Pour l'opération  d'hier, sept pays ont accepté que leurs banques amènent en garantie des  actifs jusqu'ici refusés. Cet assouplissement des règles a pu favoriser  la participation d'établissements qui avaient du mal à réunir les  garanties suffisantes. «&amp;nbsp;Le nombre de banques ayant participé à  l'opération tend à montrer que beaucoup de petits établissements sont  venus, ce qui est sûrement une bonne chose du point de vue de la BCE,  car cela peut améliorer le financement de l'économie&amp;nbsp;», explique Laurent  Fransolet, chez Barclays Capital. En effet, selon Bruno Cavalier, chez  Oddo, «&amp;nbsp;la BCE met désormais l'accent sur le soutien à l'économie et au  crédit&amp;nbsp;», le risque d'une crise de liquidité bancaire ayant été écarté  grâce au prêt de décembre. Reste une inconnue à l'horizon de trois ans :  comment les banques vont-elles pouvoir rembourser les 1.000 milliards  empruntés à la BCE en décembre et février."&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;Source et remerciements: &lt;a href="http://www.lesechos.fr/entreprises-secteurs/finance-marches/actu/0201923966893-la-bce-octroie-un-nouveau-pret-record-296199.php?xtor=RSS-2065" target="_blank"&gt;Les Echos.fr &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-6606791596349520716?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/6606791596349520716/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-bce-octroie-un-nouveau-pret-record.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6606791596349520716'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6606791596349520716'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-bce-octroie-un-nouveau-pret-record.html' title='La BCE octroie un nouveau prêt record'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-1922994343124440358</id><published>2012-02-29T16:54:00.000+01:00</published><updated>2012-02-29T16:54:51.190+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Contribution historique à la croissance du GDP US</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AmSIkUpmU_4/T05KD0tnmnI/AAAAAAAABJs/Ljcx1r9AXWY/s1600/gdp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-AmSIkUpmU_4/T05KD0tnmnI/AAAAAAAABJs/Ljcx1r9AXWY/s640/gdp.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-1922994343124440358?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/1922994343124440358/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/contribution-historique-la-croissance.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1922994343124440358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1922994343124440358'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/contribution-historique-la-croissance.html' title='Contribution historique à la croissance du GDP US'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-AmSIkUpmU_4/T05KD0tnmnI/AAAAAAAABJs/Ljcx1r9AXWY/s72-c/gdp.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4542410771357456694</id><published>2012-02-29T13:46:00.003+01:00</published><updated>2012-02-29T13:48:46.113+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='BCE'/><title type='text'>QE 2 de la BCE</title><content type='html'>&lt;div class="date"&gt;&lt;div class="bg"&gt;&amp;nbsp;&amp;nbsp;&lt;span class="day"&gt;&lt;/span&gt;        &lt;/div&gt;&lt;/div&gt;&lt;a href="http://liesidotorg.files.wordpress.com/2012/02/plancheabilletseuros.jpg"&gt;&lt;img alt="" class="alignleft size-full wp-image-7020" src="http://liesidotorg.files.wordpress.com/2012/02/plancheabilletseuros.jpg?w=645" title="plancheabilletseuros" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;La  nouvelle était attendue, mais on ignorait le montant du QE 2 européen,  réalisé par Mario Draghi, l’ancien de Goldman Sachs placé à la  présidence de la BCE.&lt;br /&gt;Après décembre 2011, la Banque centrale européenne vient d’allouer ce  midi des prêts au taux de 1% sur trois ans aux banques de la zone euro  pour un montant de&lt;b&gt; 529 milliards d’euros&lt;/b&gt;. Les banques obtiennent ainsi &lt;b&gt;40 milliards de&amp;nbsp; plus qu’en décembre 2011&lt;/b&gt;. C’est beaucoup moins que ce qui était annoncé il y a quelques semaines.&lt;br /&gt;&lt;br /&gt;Source: &lt;a href="http://liesidotorg.wordpress.com/2012/02/29/qe-2-de-la-bce/" target="_blank"&gt;Lesi&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4542410771357456694?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4542410771357456694/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/qe-2-de-la-bce.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4542410771357456694'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4542410771357456694'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/qe-2-de-la-bce.html' title='QE 2 de la BCE'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-658361389709604172</id><published>2012-02-29T13:17:00.000+01:00</published><updated>2012-02-29T13:17:48.200+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='EDUCATION'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Augmenter le salaire des enseignants de 25 % : une bonne affaire ?</title><content type='html'>&lt;blockquote class="tr_bq"&gt;&lt;div class="field field-type-text field-field-bfm-article-chapo"&gt;     &lt;div class="field-items"&gt;             &lt;div class="field-item odd"&gt;                       &lt;i&gt;"Nicolas Sarkozy propose d'augmenter le traitement des enseignants en  échange d’une présence accrue dans leur établissement. Qui pourrait  tirer parti de cette mesure&amp;nbsp;? Notre éditorialiste Emmanuel Lechypre  apporte ses précisions sur le sujet."&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="field field-type-text field-field-bfm-article-chapo"&gt;&lt;div class="field-items"&gt;&lt;div class="field-item odd"&gt;         &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="field field-type-filefield field-field-bfm-article-main-image"&gt;     &lt;div class="field-items"&gt;             &lt;div class="field-item odd"&gt;                     &lt;i&gt;&lt;img alt="" class="imagecache imagecache-640x380 imagecache-default imagecache-640x380_default" height="380" src="http://www.bfmbusiness.com/sites/default/files/imagecache/640x380/articles/classe_0.jpg" title="" width="570" /&gt;&lt;/i&gt;        &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="field field_bfm_article_main_image_description"&gt;&lt;div class="field-items"&gt;&lt;i&gt;&lt;label&gt;&lt;/label&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="field field_bfm_article_main_image_description"&gt;&lt;div class="field-items"&gt;&lt;i&gt;"&lt;label&gt;Les professeurs pourraient augmenter leur temps de présence en échange d'une augmentation. &lt;/label&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="node-bfm-left-blocks"&gt;          &lt;div class="field-bfm-related-content"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="node-body"&gt;&lt;blockquote&gt;&lt;i&gt;  Lors d’un meeting qui s’est tenu mardi à Montpellier, Nicolas Sarkozy a  donné les grandes orientations de son programme sur le thème de  l’Education. Le président-candidat propose d’augmenter de 25 %, le  salaire des enseignants qui seront volontaires pour faire huit heures de  présence de plus par semaine. Son idée est de compenser la pénurie de  professeurs, alors que les objectifs de réduction du déficit ne  permettent pas l’embauche.&lt;/i&gt;&lt;/blockquote&gt;&lt;blockquote&gt;  &lt;i&gt;&lt;strong&gt;Qui serait concerné par ces augmentations&amp;nbsp;? &lt;/strong&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Seuls les professeurs du second degré (donc ceux qui exercent dans les  collèges et les lycées) sont visés par la proposition de Nicolas  Sarkozy. Ils sont environ 385 000 dans le public, 90 000 dans le privé.  Le candidat de l'UMP leur propose de travailler 26 h par semaine contre  18 actuellement. En contrepartie, ils toucheront 500 euros net par mois.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Au final, pour 50% de temps en plus, ils auront une augmentation de 25% de leur salaire. &amp;nbsp;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;strong&gt;Quel serait le coût de cette mesure&amp;nbsp;? &amp;nbsp;&lt;/strong&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Si l’on considère que la moitié des professeurs vont accepter,  l’application de cette mesure coûterait un peu plus d'un milliard  d’euros par an aux finances publiques.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Mais, comme ce sont les départements et les régions qui assument la  gestion et le financement des collèges et des lycées, au final l’Etat  n’aurait à débourser que 100 ou 200 millions d'euros.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;strong&gt;Quelle mesure pour les professeurs des écoles&amp;nbsp;?&lt;/strong&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Nicolas Sarkozy propose de les exonérer de la règle qui consiste à ne  pas remplacer&amp;nbsp; un fonctionnaire sur deux partant à la retraite. Mais la  politique de réforme de l’Etat ne peut pas se cantonner au non  remplacement d’un fonctionnaire sur deux. Ce type de mesure atteint très  vite ses limites. Pire, les chiffres sont maquillés.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Par exemple, en 2010, l’objectif était de supprimer 33&amp;nbsp;000 postes. Au  final, ce sont 33 493 qui n’ont pas été remplacés. Pour autant le but  n’a pas été atteint, puisque convertis en contrat à temps plein, ce sont  seulement 16&amp;nbsp;100 postes qui ont été supprimés. Quasiment rien au  final&amp;nbsp;!&lt;/i&gt;&lt;br /&gt;&lt;i&gt;  Plus grave encore : la masse salariale de la fonction publique d’Etat  continue d’augmenter : elle est passée de 119 à 120 milliards entre 2007  et 2010.&lt;/i&gt;&lt;/blockquote&gt;&lt;br /&gt;Source: BFM &lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-658361389709604172?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/658361389709604172/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/augmenter-le-salaire-des-enseignants-de.html#comment-form' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/658361389709604172'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/658361389709604172'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/augmenter-le-salaire-des-enseignants-de.html' title='Augmenter le salaire des enseignants de 25 % : une bonne affaire ?'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-294676670770799805</id><published>2012-02-29T10:25:00.002+01:00</published><updated>2012-02-29T10:25:47.453+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEVISES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>Positionnement des retail traders forex - 29/02/2012</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-tDZ4zIqsntU/T03vBAAaC3I/AAAAAAAABJk/zVL2uEGPsM0/s1600/Feb-29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-tDZ4zIqsntU/T03vBAAaC3I/AAAAAAAABJk/zVL2uEGPsM0/s640/Feb-29.jpg" width="402" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-294676670770799805?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/294676670770799805/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-forex_29.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/294676670770799805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/294676670770799805'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-forex_29.html' title='Positionnement des retail traders forex - 29/02/2012'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-tDZ4zIqsntU/T03vBAAaC3I/AAAAAAAABJk/zVL2uEGPsM0/s72-c/Feb-29.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-6334831202378264567</id><published>2012-02-28T18:11:00.000+01:00</published><updated>2012-02-28T18:11:12.826+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Population en age de travailler par zone géographique</title><content type='html'>Inquiétants pour la zone Euro, les jeunes vont devoir payer très cher la retraite de leur ainés.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-xtZguVa33HI/T00Jouqd9-I/AAAAAAAABJc/AndKRzje8rQ/s1600/thomson.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="426" src="http://4.bp.blogspot.com/-xtZguVa33HI/T00Jouqd9-I/AAAAAAAABJc/AndKRzje8rQ/s640/thomson.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-6334831202378264567?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/6334831202378264567/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/population-en-age-de-travailler-par.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6334831202378264567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6334831202378264567'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/population-en-age-de-travailler-par.html' title='Population en age de travailler par zone géographique'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-xtZguVa33HI/T00Jouqd9-I/AAAAAAAABJc/AndKRzje8rQ/s72-c/thomson.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-8623155738133180252</id><published>2012-02-28T17:42:00.001+01:00</published><updated>2012-02-28T17:43:36.253+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CHINE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>La Banque mondiale prédit la fin du modèle chinois</title><content type='html'>&lt;h1&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;Source et remerciements: &lt;a href="http://www.lefigaro.fr/conjoncture/2012/02/27/20002-20120227ARTFIG00612-la-banque-mondiale-predit-la-fin-du-modele-chinois.php" target="_blank"&gt;Le Figaro&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="photo"&gt;&lt;br /&gt;&lt;span class="leg"&gt;&lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;h2&gt;&lt;i&gt;&lt;span style="font-size: small;"&gt;"La croissance de la Chine devrait être diminuée de moitié dans les vingt prochaines années."&lt;/span&gt;&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;&lt;img border="0" src="http://www.lefigaro.fr/icones/coeur-.gif" /&gt;&lt;/i&gt;&lt;i&gt;"La Chine va devoir changer son modèle économique. &lt;a href="http://web.worldbank.org/WBSITE/EXTERNAL/ACCUEILEXTN/NEWSFRENCH/0,,contentMDK:23127339%7EpagePK:64257043%7EpiPK:437376%7EtheSitePK:1074931,00.html" target="_blank"&gt;Dans un rapport publié lundi à Pékin&lt;/a&gt;, intitulé «Chine 2030: bâtir une société à hauts revenus, moderne, harmonieuse et créative»,la &lt;a href="http://plus.lefigaro.fr/tag/banque-mondiale" target=""&gt;Banque mondiale&lt;/a&gt;  prédit que les 10% de croissance annuelle enregistrés ces dernières  années vont diminuer de moitié au cours des vingt prochaines.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;«Les  dirigeants chinois admettent que le modèle de croissance du pays, qui a  si bien réussi au cours des trente dernières années, ne sera pas  efficace durant les prochaines décennies», affirme le président de la  Banque, &lt;a href="http://plus.lefigaro.fr/tag/robert-zoellick" target=""&gt;Robert Zoellick&lt;/a&gt;. Le pays dont les coûts de production ne cessent d'augmenter -&lt;a href="http://www.lefigaro.fr/flash-eco/2012/02/27/97002-20120227FILWWW00447-shanghai-salaire-minimum-releve-de-13.php" target=""&gt;Shanghaï a annoncé lundi une hausse de 13% du salaire minimum&lt;/a&gt;-  n'est plus l'atelier du monde. Et «gérer la transition d'un pays à  revenu intermédiaire vers un pays à revenu élevé sera une tâche rude»,  prévient le document.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Un document d'autant plus intéressant que le  vice-ministre du Centre de recherche et de développement du  gouvernement y a lui-même travaillé, et que le vice-président Xi Jinping  et le vice-premier ministre Li Keqiang, qui doivent remplacer  respectivement le président &lt;a href="http://plus.lefigaro.fr/tag/hu-jintao" target=""&gt;Hu Jintao&lt;/a&gt; et le premier ministre &lt;a href="http://plus.lefigaro.fr/tag/wen-jiabao" target=""&gt;Wen Jiabao &lt;/a&gt;en mars&amp;nbsp;2013, lui ont apporté leur soutien.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Alors  que le congrès du Parti communiste chinois doit se tenir à l'automne,  autant dire que ce rapport apparaît comme la première feuille de route  des prochains dirigeants chinois.&lt;/i&gt;&lt;br /&gt;&lt;h3&gt;&lt;i&gt;Six grandes orientations&lt;/i&gt;&lt;/h3&gt;&lt;i&gt;Il  préconise six grandes orientations stratégiques: parachever la  transition vers une économie de marché, accélérer le rythme de  l'innovation, se mettre aux énergies vertes, élargir les services de  santé, d'éducation et d'emploi, moderniser et renforcer le régime fiscal  et «relier les réformes structurelles de la Chine à l'économie  internationale». Et il met en garde contre un«atterrissage brutal dans  un proche avenir» ainsi que les «défis posés par le vieillissement de la  population, la diminution de la main-d'œuvre et l'accroissement des  inégalités».&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Le rapport de la Banque mondiale demande également  que soient «redéfinis les rôles des entreprises d'État», que l'on mette  fin au «monopole dans certaines industries» et aux restrictions imposées  aux étrangers dans les secteurs stratégiques comme l'automobile,  l'énergie, la finance et les télécommunications.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Un vaste  programme qui suppose des bouleversements en profondeur et qui risque de  provoquer bien des grincements de dents. Il suffit de voir la Chine,  forte de &lt;a href="http://www.lefigaro.fr/bourse/2010/08/24/04013-20100824ARTFIG00595-la-chine-diversifie-ses-reserves-de-change.php" target=""&gt;ses 3.200&amp;nbsp;milliards de dollars de réserves de change&lt;/a&gt;,  les plus importantes du monde, lier son aide financière éventuelle sur  la dette aux enquêtes antidumping de l'Union européenne sur certaines  catégories d'acier pour s'en convaincre."&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-8623155738133180252?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/8623155738133180252/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-banque-mondiale-predit-la-fin-du.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8623155738133180252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/8623155738133180252'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-banque-mondiale-predit-la-fin-du.html' title='La Banque mondiale prédit la fin du modèle chinois'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-7542383765909390578</id><published>2012-02-28T16:48:00.000+01:00</published><updated>2012-02-28T16:48:46.070+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='IMMOBILIER'/><category scheme='http://www.blogger.com/atom/ns#' term='CASE-SHILLER'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='IMMOBILIER US'/><title type='text'>Case &amp; Shiller: Des chiffres immobiliers US inquiétants</title><content type='html'>Ca y est nous y sommes, un début de double dip généralisé pour l'immobilier US.&lt;br /&gt;Comme on le voit encore une fois, il est plus que difficile de prédire le point bas d'un marché.&lt;br /&gt;Les prix de l'immobilier US continue de baisser et nul sait jusqu'où.&lt;br /&gt;En tant que "trend follower", je ne me précipiterai pas pour acheter aujourd'hui malgré les risques d'inflation sur les prochains mois.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-zmzqwH48sf0/T0z2d-6V4iI/AAAAAAAABJE/tOpCUHkjdyA/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="446" src="http://2.bp.blogspot.com/-zmzqwH48sf0/T0z2d-6V4iI/AAAAAAAABJE/tOpCUHkjdyA/s640/1.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0kNFjs1ePPA/T0z2fYCHhsI/AAAAAAAABJM/TwrMF1WP_sk/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="442" src="http://2.bp.blogspot.com/-0kNFjs1ePPA/T0z2fYCHhsI/AAAAAAAABJM/TwrMF1WP_sk/s640/2.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-F9xWNzu1YO4/T0z2hOHZyBI/AAAAAAAABJU/orzd9Nf88CM/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="386" src="http://3.bp.blogspot.com/-F9xWNzu1YO4/T0z2hOHZyBI/AAAAAAAABJU/orzd9Nf88CM/s640/3.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Source et remerciements: &lt;a href="http://www.calculatedriskblog.com/2012/02/case-shiller-house-prices-fall-to-new.html?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+CalculatedRisk+%28Calculated+Risk%29" target="_blank"&gt;Calculated Risk&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7542383765909390578?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7542383765909390578/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/case-shiller-des-chiffres-immobiliers.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7542383765909390578'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7542383765909390578'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/case-shiller-des-chiffres-immobiliers.html' title='Case &amp; Shiller: Des chiffres immobiliers US inquiétants'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-zmzqwH48sf0/T0z2d-6V4iI/AAAAAAAABJE/tOpCUHkjdyA/s72-c/1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4299110717660362154</id><published>2012-02-28T14:31:00.000+01:00</published><updated>2012-02-28T14:31:21.342+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='TRADING'/><title type='text'>5 Signs You’ve Matured as a Trader</title><content type='html'>&lt;a href="http://www.blogger.com/goog_633540116" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="25" src="http://2.bp.blogspot.com/-7_pYTSKa24s/TniJINsVXpI/AAAAAAAAApM/khtfC3-Qvik/s320/drapeau_francais.jpg" width="40" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;a href="http://translate.google.fr/translate?hl=fr&amp;amp;sl=en&amp;amp;tl=fr&amp;amp;u=http%3A%2F%2Fwww.ritholtz.com%2Fblog%2F2012%2F02%2F5-signs-you%25E2%2580%2599ve-matured-as-a-trader%2F" target="_blank"&gt;Version FR&lt;/a&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;After 10,0000+ plus hours of trading, thinking and analyzing what you  do, you come to recognize some measurable improvement. This is the  point where you have matured as a trader. It also means you are at the  point where you are &lt;i&gt;consistently&lt;/i&gt; earning a living as a trader. Reaching this level of achievement should be the goal of every trader.&lt;br /&gt;What are the signs that you are no longer a newbie? When you . . .&lt;br /&gt;&lt;blockquote&gt;1) &lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Are Self Reliant&lt;/span&gt;&lt;/b&gt;: When you stop asking other people: “&lt;i&gt;What do you think of the market?&lt;/i&gt;”  While I respect the opinions of my colleagues, I DO NOT rely on them. I  prefer to do my own homework, research and analysis. I LET THE MARKET  tell me if I’m right or wrong.&lt;br /&gt;The ultimate goal for traders is to make confident decisions on your  own and trade with complete independence. You should not have to rely on  the opinions of others because you should have conviction in your OWN  ideas.&lt;br /&gt;2) &lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Stop Celebrating Winners&lt;/span&gt;&lt;/b&gt;:  When you stop feeling the need to pound your chest every time you make  30 cents on a stock. (It is the flip side&amp;nbsp; of not getting depressed over  every loss). Recognize what you did correctly and move on to the next  trade.&lt;br /&gt;The great Pittsburgh Steelers coach Chuck Noll used to say, after you  score a touchdown there’s no need to start dancing. Simply hand the  ball to the referee, head back to the bench and “Act like you’ve been  there before!”&lt;br /&gt;Same thing goes for the stock market. Don’t act like you’ve never had success trading before.&lt;br /&gt;3) &lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Let the Trades Come to You&lt;/span&gt;&lt;/b&gt;:&amp;nbsp; When you stop feeling the need to trade every day and you get over the “fear of missing out.” &lt;span style="text-decoration: underline;"&gt;This is the downfall of most traders&lt;/span&gt;.&lt;br /&gt;It took me a while to shift my focus from worrying about “missing  out” to playing great defense. Once I did this, I noticed an increase in  my confidence level as a trader. Keep in mind, there will ALWAYS be  opportunities and it’s okay if you miss a few.&lt;br /&gt;4) &lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Feel No Need to Brag&lt;/span&gt;&lt;/b&gt;:  Those traders who compulsively tell everyone about every winner are  over compensating for their insecurities. It is a sign of lack of  confidence. When you make a good trade or a good call on the market, and  you don’t feel the need to remind everyone — its because that is what &lt;i&gt;is supposed to happen&lt;/i&gt;.&lt;br /&gt;The key is to be consistent and to separate your ego from your trading. If you are doing a good job, people will notice.&lt;br /&gt;5) &lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Loss Management&lt;/span&gt;&lt;/b&gt;:  When you learn to cut losses without hesitation. No one likes to lose,  but cutting losses is part of the game. I have studied the best traders  throughout history and they all have the same number one rule: CUT YOUR  LOSSES! Learn to accept when you are wrong and move on!&lt;/blockquote&gt;Maturing as a trader involves discipline, focus and the ability to  make decisions. How do you get to this point? Make decisions and learn  from them! I openly admit that I have made TONS of mistakes in the  market, and I still make mistakes EVERY DAY. Thankfully, I’ve learned  from them and now try my best to minimize those mistakes. The key is to  MAKE a decision without worrying that you might be wrong. As long as you  learn from it, you can correct it the next time. Again, just make the  decision! Who knows, it might end up being a good one.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4299110717660362154?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4299110717660362154/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/5-signs-youve-matured-as-trader.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4299110717660362154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4299110717660362154'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/5-signs-youve-matured-as-trader.html' title='5 Signs You’ve Matured as a Trader'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-7_pYTSKa24s/TniJINsVXpI/AAAAAAAAApM/khtfC3-Qvik/s72-c/drapeau_francais.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-1358297312174731351</id><published>2012-02-28T12:09:00.000+01:00</published><updated>2012-02-28T12:09:10.783+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEVISES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>Positionnement des retail traders Forex - 28/02/2012</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-uec1oJ_eHQU/T0y1tXmckdI/AAAAAAAABI8/GY1sxRmZLSI/s1600/forex.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-uec1oJ_eHQU/T0y1tXmckdI/AAAAAAAABI8/GY1sxRmZLSI/s640/forex.jpg" width="404" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-1358297312174731351?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/1358297312174731351/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-forex_28.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1358297312174731351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1358297312174731351'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-forex_28.html' title='Positionnement des retail traders Forex - 28/02/2012'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-uec1oJ_eHQU/T0y1tXmckdI/AAAAAAAABI8/GY1sxRmZLSI/s72-c/forex.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-3080821671729093083</id><published>2012-02-28T11:58:00.000+01:00</published><updated>2012-02-28T11:58:29.644+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Suite du triste scénario grec… qui fera jurisprudence pour d’autres…</title><content type='html'>&lt;div class="entry"&gt;               &lt;a href="http://liesidotorg.files.wordpress.com/2012/02/moodysinvestorsservice.jpg"&gt;&lt;img alt="" class="alignleft size-full wp-image-6984" src="http://liesidotorg.files.wordpress.com/2012/02/moodysinvestorsservice.jpg?w=645" title="Moody'sInvestorsService" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Pour  bien commencer la semaine, l’agence de notation Moody’s Investors  Service a rendu public une étude dans laquelle elle indique que, malgré  l’accord de restructuration de sa dette obtenu la semaine dernière, le  risque d’un défaut de paiement de la Grèce reste élevé.&lt;em&gt; “La charge  de la dette grecque restera lourde pour plusieurs années, et le pays ne  devrait pas être en mesure d’accéder au marché privé (de la dette) après  la fin du second plan d’assistance”&lt;/em&gt;, souligne notamment Moody’s. Petit clin d’œil à la France&amp;nbsp;: &lt;em&gt;“Le résultat des élections, attendues en avril, constitue également un risque politique et de mise en œuvre”&lt;/em&gt; des mesures, avance également l’agence, qui indique qu’elle développera son analyse sur ce point&lt;em&gt; “dans les prochains jours”&lt;/em&gt;.&lt;/i&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Rappelons que dès le lendemain de la signature de l’accord, l’agence  Fitch a dégradé de deux crans la note de la dette grecque, juste  au-dessus du vide… le prochain cran étant la reconnaissance de la  banqueroute d’Etat. Les médias sont restés très silencieux sur cette  information.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Tout cela pour un nouveau plan de sauvetage record atteignant  potentiellement 237 milliards d’euros pour la Grèce. On se demande bien  pourquoi le président de la Commission européenne José Manuel Barroso a  pu dire que l’accord “ferm(ait) la porte au scénario d’un défaut de  paiement, avec toutes ses graves conséquences sociales et économiques”.&lt;/i&gt;&lt;/blockquote&gt;&lt;a href="http://liesidotorg.files.wordpress.com/2012/02/detentiondettegrecque1.jpg"&gt;&lt;img alt="" class="alignleft size-full wp-image-6986" height="268" src="http://liesidotorg.files.wordpress.com/2012/02/detentiondettegrecque1.jpg?w=645" title="detentiondettegrecque" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Immédiatement  après cet accord, les banques grecques montrent déjà des signes  inquiétants en matière de recapitalisation. Avant l’accord on chiffrait  cette recapitalisation à 30 milliards d’euros. Ce jour, le Weekly Credit  Outlook de Moody’s évoque 40 milliards&amp;nbsp;! Les banquiers centraux grecs  ne sont plus très loin de l’œil du cyclone et les rapaces guettent avec  délectation le maigre stock d’or de la Grèce qu’ils pourront très  bientôt accaparer… suite logique du scénario qui fera jurisprudence  après les élections de la prochaine marionnette à l’Elysée.&lt;/i&gt;&lt;br /&gt;&lt;/blockquote&gt;Source: LIESI &lt;br /&gt;&lt;div class="sharedaddy sd-like-enabled"&gt;&lt;div class="sd-block sd-like" id="wpl-likebox"&gt;&lt;div class="sd-content"&gt;&lt;div class="sd-like-count" id="wpl-count"&gt;&amp;nbsp; &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span class="comments-num"&gt;&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/4775370334679441328-3080821671729093083?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/3080821671729093083/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/suite-du-triste-scenario-grec-qui-fera.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3080821671729093083'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3080821671729093083'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/suite-du-triste-scenario-grec-qui-fera.html' title='Suite du triste scénario grec… qui fera jurisprudence pour d’autres…'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-7190713474804965265</id><published>2012-02-27T16:45:00.000+01:00</published><updated>2012-02-27T16:45:29.406+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='FRANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='DEFICIT BUDGETAIRE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Le Budget de l’État en France</title><content type='html'>Source et remerciements:&amp;nbsp;&lt;a href="http://www.les-crises.fr/budget-etat-france/?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+les-crises-fr+%28Les-Crises.fr%29" target="_blank"&gt;les-crises.fr&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;i&gt;"Nous entamons aujourd’hui une petite série de graphiques sur la dette publique de la France.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Observons l’évolution du budget de l’État depuis 1978 :"&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-UTQgPkx_1Xo/T0uiomhQUqI/AAAAAAAABH8/KKsIpBeu8ZE/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="432" src="http://3.bp.blogspot.com/-UTQgPkx_1Xo/T0uiomhQUqI/AAAAAAAABH8/KKsIpBeu8ZE/s640/1.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;h2&gt;&lt;i&gt;I. La tendance générale&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;"On observe tout d’abord une très nette tendance générale à la baisse  des dépenses et des recettes nettes (des transferts aux collectivités  locales et à l’Europe) depuis 1993, ayant abouti à une baisse du  “périmètre” de l’État de plus de 5 points de PIB en 15 ans.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;C’est essentiellement un phénomène dû à la décentralisation, car en  parallèle, les dépenses des collectivités locales ont fortement  augmenté, comme nous l’avons vu précédemment &lt;a href="http://www.les-crises.fr/deficits-publics-de-la-france/" target="_blank"&gt;dans ce billet&lt;/a&gt; sur les déficits publics :"&lt;/i&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ypeCMi3JfVQ/T0ui-v2I-QI/AAAAAAAABIE/RiqhibF9Njc/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://1.bp.blogspot.com/-ypeCMi3JfVQ/T0ui-v2I-QI/AAAAAAAABIE/RiqhibF9Njc/s640/2.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;En cumulant les administrations centrales et locales, on a ceci :&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-FWFoBBFinOM/T0ujFRQbAOI/AAAAAAAABIM/povgSu1SHeM/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://1.bp.blogspot.com/-FWFoBBFinOM/T0ujFRQbAOI/AAAAAAAABIM/povgSu1SHeM/s640/3.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Ainsi, globalement, la masse de&amp;nbsp;l’Administration&amp;nbsp;de notre pays est restée&amp;nbsp;globalement&amp;nbsp;stable sur la période, et même depuis 1985.&lt;/i&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Rappelons en revanche que les dépenses de Sécurité sociale ont crû,  en raison du&amp;nbsp;vieillissement&amp;nbsp;de la population lié au papy-boom, et ce  sont elles qui expliquent la hausse régulière des dépenses publiques.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;J’insiste sur ce point, car je lis parfois ceci :”&lt;strong&gt;Si on n’avait pas baissé les impôts depuis 2001, l’État serait en équilibre&lt;/strong&gt;.”,  sous-entendu “on est endetté à cause de cadeaux fiscaux”.&amp;nbsp;Ce qui est  juste, c’est que le déficit actuel a la même valeur que la baisse des  recettes de l’État sur la période. Mais il manipulatoire de ne pas  expliquer que les recettes en moins pour l’État ont été réaffectées aux  collectivités&amp;nbsp;locales, et que nous payons autant d’impôts qu’en 2001,  globalement. Si on avait maintenu les impôts au même niveau, il aurait  donc fallu&amp;nbsp;augmenter&amp;nbsp;fortement la pression fiscale, ce qui  aurait&amp;nbsp;forcément&amp;nbsp;eu un&amp;nbsp;effet&amp;nbsp;récessif, et aurait dégradé les comptes  publics.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;C’est en général du Canada Dry d’économie d’avancer des phrases du  type “si on n’avait pas fait ça,&amp;nbsp;tout&amp;nbsp;irait bien” (ce que j’appelle le  “si ma tante en avait”, ou uchronie pour les puristes…), car il y aurait  en général eu des conséquences “à ne pas le faire”,&amp;nbsp;conséquences&amp;nbsp;dont  on ne parle en général jamais…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Je dis souvent que l’économie, ce n’est pas très compliqué, et que  tout le monde peut comprendre, mais cela demande quand même un minimum  de réflexion… Soyez donc&amp;nbsp;vigilants&amp;nbsp;aux réflexions trop simplistes !&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;II. Percevoir l’étendue des dégâts &lt;/i&gt;&lt;/h2&gt;&lt;i&gt;J’ai repris précédemment la présentation usuelle, représentant le  déficit en % du PIB. C’est une facilité, mais elle fausse grandement la  perception, et, pour tout dire, n’est pas logique. En effet, cela  revient à comparer le déficit de l’État avec la richesse produite par le  pays. C’est un peu comme comparer le budget d’un ménage avec le total  des revenus de son immeuble… J’ai d’ailleurs repris &lt;a href="http://www.les-crises.fr/3-pc-du-pib/" target="_blank"&gt;dans un billet précédent&lt;/a&gt; un intéressant article de La Tribune expliquant l’origine de cette présentation, et du fameux critère de Maastricht des 3 %…&lt;/i&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-EibXpUipSFs/T0ujathN9LI/AAAAAAAABIU/WKEMYFTDZ0s/s1600/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://1.bp.blogspot.com/-EibXpUipSFs/T0ujathN9LI/AAAAAAAABIU/WKEMYFTDZ0s/s640/4.jpg" width="640" /&gt;&lt;/a&gt;&lt;i&gt;La présentation correcte serait plutôt, comme pour un ménage, de  rapporter le déficit de l’État… à ses recettes ! Voici donc – âmes  sensibles s’abstenir :"&lt;/i&gt; &lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Vu comme cela, on comprend bien pourquoi on préfère afficher un  dépassement de “3 % du PIB” (qui a peur de 3 % de quelque chose ?) que  de 25 % des recettes…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;On comprend surtout l’étendue du problème : pour rembourser une année  de “petit déficit” à 25 % des recettes, il faut donc revenir à  l’équilibre (un effort de 25 % donc) puis dégager un excédent durant de  multiples années.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Comme en plus on ne fait rien, et bien c’est 20, 25, 80, 90 % des recettes qui manquent TOUS LES ANS !&lt;/i&gt;&lt;br /&gt;&lt;i&gt;C’est bien pour cela que le remboursement de la dette n’est pas seulement impossible, il est devenu inconcevable…&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;III. La tendance récente&lt;/i&gt;&lt;/h2&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Le premier&amp;nbsp;graphique&amp;nbsp;montrait bien l’impact majeur de la Crise :  chute abyssale des recettes,&amp;nbsp;puis, un peu&amp;nbsp;plus&amp;nbsp;tard, explosion des  dépenses en raison du plan de relance.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Le phénomène a reflué en 2011 – comme nous l’observons régulièrement dans ce billet sur &lt;a href="http://www.les-crises.fr/tresorerie-budget-france/" target="_blank"&gt;la trésorerie de l’État&lt;/a&gt;.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;On peut observer l’impact de la Crise sur les différents postes de dépenses du Budget :&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ihnIZ2HwAnw/T0ukRSotjaI/AAAAAAAABIc/Ll2xVziWjDs/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://3.bp.blogspot.com/-ihnIZ2HwAnw/T0ukRSotjaI/AAAAAAAABIc/Ll2xVziWjDs/s640/5.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;La dette se porte bien – les rentiers vous remercient…&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;IV. Le déficit de l’État&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;Nous pouvons zoomer sur le seul déficit de l’État , jusqu’en &amp;nbsp;2012 (valeur prévisionnelle du Budget 2012) &amp;nbsp;:&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-o5G5G3_TPKY/T0ukdHLucRI/AAAAAAAABIk/bRvylGSlgdg/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://1.bp.blogspot.com/-o5G5G3_TPKY/T0ukdHLucRI/AAAAAAAABIk/bRvylGSlgdg/s640/8.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;On observe toujours bien l’exception de 2009-2010.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Pour être un peu taquin, le même avec la couleur politique, mais aussi, plus intéressant, avec la valeur de la Croissance :&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IXAYgE21X1M/T0ukr3KG0-I/AAAAAAAABIs/9zWZEl14OQM/s1600/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="428" src="http://4.bp.blogspot.com/-IXAYgE21X1M/T0ukr3KG0-I/AAAAAAAABIs/9zWZEl14OQM/s640/12.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.les-crises.fr/images/0900-dette-france/0900-budget-france/04-deficit-et-croissance.jpg" rel="shadowbox[sbpost-6382];player=img;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.les-crises.fr/images/0900-dette-france/0900-budget-france/04-deficit-et-croissance.jpg" rel="shadowbox[sbpost-6382];player=img;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Bien sûr, on pourrait dire “Bouuu Sarkozy”, qui aura beau jeu de  répondre “c’est la faute à la Crise”. Mais il&amp;nbsp;est&amp;nbsp;bien&amp;nbsp;plus&amp;nbsp;intéressant  de noter l’incroyable parallélisme entre le déficit et la croissance,  que je représente ici :&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-rx28KXajHtw/T0uk6PaNFlI/AAAAAAAABI0/vm-FTwivlew/s1600/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://3.bp.blogspot.com/-rx28KXajHtw/T0uk6PaNFlI/AAAAAAAABI0/vm-FTwivlew/s640/15.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;La corrélation est quasi parfaite, à tel point qu’on peut simplement prédire le déficit comme égal au “&lt;strong&gt;taux de croissance – 5 %&lt;/strong&gt;“.&lt;br /&gt;Ce qui démontre, au passage, l’absence totale de corrélation entre la  couleur politique et le déficit (les politiques n’ayant bien entendu  guère de prise réelle sur la croissance, contrairement à leurs  discours)…&lt;br /&gt;&lt;hr noshade="noshade" size="4" /&gt; &lt;a href="http://www.les-crises.fr/images/0900-dette-france/0900-budget-france/cartoon-budget.jpg" rel="shadowbox[sbpost-6382];player=img;"&gt;&lt;img alt="dessin budget etat france français" src="http://www.les-crises.fr/images/0900-dette-france/0900-budget-france/cartoon-budget.jpg" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7190713474804965265?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7190713474804965265/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-budget-de-letat-en-france.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7190713474804965265'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7190713474804965265'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-budget-de-letat-en-france.html' title='Le Budget de l’État en France'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-UTQgPkx_1Xo/T0uiomhQUqI/AAAAAAAABH8/KKsIpBeu8ZE/s72-c/1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-911822901943141272</id><published>2012-02-27T16:27:00.000+01:00</published><updated>2012-02-27T16:27:13.117+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='BOURSE'/><title type='text'>Performance des ETF par classes d'actifs</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-a0fDuJM9QqQ/T0uguoDQlXI/AAAAAAAABH0/1zqwOkltJ8E/s1600/etf.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="612" src="http://2.bp.blogspot.com/-a0fDuJM9QqQ/T0uguoDQlXI/AAAAAAAABH0/1zqwOkltJ8E/s640/etf.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-911822901943141272?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/911822901943141272/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/performance-des-etf-par-classes-dactifs.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/911822901943141272'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/911822901943141272'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/performance-des-etf-par-classes-dactifs.html' title='Performance des ETF par classes d&apos;actifs'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-a0fDuJM9QqQ/T0uguoDQlXI/AAAAAAAABH0/1zqwOkltJ8E/s72-c/etf.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-5769588056198341408</id><published>2012-02-27T16:21:00.000+01:00</published><updated>2012-02-27T16:21:03.218+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Le bilan des banques centrales en% du GDP</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-PctJTHcWwD4/T0uN_WPb0oI/AAAAAAAABHs/dtKIrCaEvuY/s1600/bib.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-PctJTHcWwD4/T0uN_WPb0oI/AAAAAAAABHs/dtKIrCaEvuY/s640/bib.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-5769588056198341408?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5769588056198341408/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-bilan-des-banques-centrales-en-du.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5769588056198341408'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5769588056198341408'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-bilan-des-banques-centrales-en-du.html' title='Le bilan des banques centrales en% du GDP'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-PctJTHcWwD4/T0uN_WPb0oI/AAAAAAAABHs/dtKIrCaEvuY/s72-c/bib.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-6925254750764943226</id><published>2012-02-27T12:33:00.000+01:00</published><updated>2012-02-27T12:33:10.209+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='Behaviorisme et Finance Comportementale'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>Positionnement des retail traders sur le Forex</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/--HnF5TDzpTo/T0tpBHs6kXI/AAAAAAAABHk/Zkwxy2dCtgQ/s1600/Feb-27.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/--HnF5TDzpTo/T0tpBHs6kXI/AAAAAAAABHk/Zkwxy2dCtgQ/s640/Feb-27.jpg" width="402" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-6925254750764943226?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/6925254750764943226/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-sur.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6925254750764943226'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6925254750764943226'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/positionnement-des-retail-traders-sur.html' title='Positionnement des retail traders sur le Forex'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/--HnF5TDzpTo/T0tpBHs6kXI/AAAAAAAABHk/Zkwxy2dCtgQ/s72-c/Feb-27.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-5270878242907433329</id><published>2012-02-27T09:01:00.006+01:00</published><updated>2012-02-27T09:39:14.734+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><title type='text'>AC Chartisme - Alerte CAC40: Nous passons Short pour l'ensemble des valeurs</title><content type='html'>Nos indicateurs mettaient en évidence depuis plusieurs jours une zone de surchauffe. Le point critique a été touché ce matin à l'ouverture.&lt;br /&gt;Un update plus poussé vous sera communiqué dans la journée avec des analyses graphiques sur de nombreux titres.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-5270878242907433329?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5270878242907433329/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-alerte-cac40-nous-passons.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5270878242907433329'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5270878242907433329'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-alerte-cac40-nous-passons.html' title='AC Chartisme - Alerte CAC40: Nous passons Short pour l&apos;ensemble des valeurs'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-6915459299961878533</id><published>2012-02-26T22:13:00.000+01:00</published><updated>2012-02-26T22:13:03.027+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Dette USA: "une catastrophe annoncée"</title><content type='html'>&lt;h2 style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;La montée de la dette publique des États-Unis est une catastrophe  qui s'annonce pour le monde entier si Washington n'agit pas pour  endiguer le problème, a affirmé samedi le directeur général de  l'Institut de la finance internationale (IIF), Charles Dallara. "&lt;a href="http://www.lefigaro.fr/conjoncture/2011/08/06/04016-20110806ARTFIG00236-les-etats-unis-perdent-pour-la-premiere-fois-leur-aaa.php"&gt;Si on regarde le déficit budgétaire américain&lt;/a&gt;,  on ne peut s'empêcher d'avoir le sentiment que c'est un accident grave  qui s'annonce. Pas seulement un accident grave pour les Etats-Unis, mais  pour le monde entier", a estimé le patron de cette organisation  bancaire mondiale.&lt;br /&gt;&lt;br /&gt;"Les pays qui sont à l'occasion immatures dans leur capacité à gérer  leurs affaires économiques aussi bien qu'ils le devraient, et cela  inclut la plupart d'entre eux, vont découvrir que le monde encourt des  risques", a affirmé Charles Dallara lors d'une conférence &lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;a href="http://www.lefigaro.fr/conjoncture/2012/02/24/20002-20120224ARTFIG00593-le-g20-presse-l-europe-d-accroitre-son-pare-feu.php"&gt;en marge de la réunion du G20 à Mexico&lt;/a&gt;.  "Parce que ces pays vont attendre que les marchés leur verse un baquet  d'eau froide. Et nous savons que quand cela arrive, ce n'est pas un  baquet d'eau froide que pour le pays, c'en est un pour l'économie  mondiale", a-t-il poursuivi.&lt;br /&gt;&lt;br /&gt;Une dette à 107% du PIB en 2012&lt;/span&gt;  &lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;Selon les estimations du Fonds monétaire international, la dette  publique des États-Unis a dépassé en 2011 le produit intérieur brut du  pays, et devrait monter à plus de 107% du PIB cette année. Le Bureau du  budget du Congrès des Etats-Unis (CBO), un organisme indépendant des  élus, estime que le président &lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;a href="http://plus.lefigaro.fr/tag/barack-obama"&gt;Barack Obama&lt;/a&gt;  devrait finir son premier mandat en ayant aligné quatre exercices  budgétaires avec un déficit supérieur à 1.000 milliards de dollars. Pour  autant, la dette américaine reste un placement privilégié pour les  investisseurs du monde entier, permettant à Washington d'emprunter à des  taux extrêmement bas.&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;Source et remerciements: &lt;a href="http://www.lefigaro.fr/flash-eco/2012/02/26/97002-20120226FILWWW00042-dette-usa-une-catastrophe-annoncee.php" target="_blank"&gt;figaro.fr &lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-6915459299961878533?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/6915459299961878533/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/dette-usa-une-catastrophe-annoncee.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6915459299961878533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6915459299961878533'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/dette-usa-une-catastrophe-annoncee.html' title='Dette USA: &quot;une catastrophe annoncée&quot;'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-4246646462875837409</id><published>2012-02-26T14:56:00.000+01:00</published><updated>2012-02-26T14:56:36.530+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Lien négatif entre la richesse économique et la satisfaction des individus</title><content type='html'>Suite à une étude effectuée par Ipsos auprès de 19000 personnes dans 24 pays, une grande majorité s'est déclaré "happy", un niveau d'ailleurs supérieur à 2007. &lt;br /&gt;Certes les français ont le blues, mais tout comme de nombreux pays comme l'Espagne (11%), l'Italie (13%) le Japon (16%).&lt;br /&gt;Seul deux pays sont "happy" et riches: Australie et les USA.&lt;br /&gt;Quel est leur secret?&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GivJUxlWj7c/T0oW-_qTGpI/AAAAAAAABHc/nGV7sJB57iE/s1600/happy.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="472" src="http://3.bp.blogspot.com/-GivJUxlWj7c/T0oW-_qTGpI/AAAAAAAABHc/nGV7sJB57iE/s640/happy.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4246646462875837409?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4246646462875837409/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/lien-negatif-entre-la-richesse.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4246646462875837409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4246646462875837409'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/lien-negatif-entre-la-richesse.html' title='Lien négatif entre la richesse économique et la satisfaction des individus'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-GivJUxlWj7c/T0oW-_qTGpI/AAAAAAAABHc/nGV7sJB57iE/s72-c/happy.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-335246551305992483</id><published>2012-02-26T12:20:00.002+01:00</published><updated>2012-02-26T12:20:59.314+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Payez l'addition grecque sinon c'est la guerre ? c'est ça l'excuse ?</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/CgutnSCbCk8?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/CgutnSCbCk8?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-335246551305992483?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/335246551305992483/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/payez-laddition-grecque-sinon-cest-la.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/335246551305992483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/335246551305992483'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/payez-laddition-grecque-sinon-cest-la.html' title='Payez l&apos;addition grecque sinon c&apos;est la guerre ? c&apos;est ça l&apos;excuse ?'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-7093438426893405700</id><published>2012-02-26T12:19:00.000+01:00</published><updated>2012-02-26T12:19:36.690+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='CDS'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Restructuration de la Dette grecque : Le déclenchement des CDS grecs n’est pas garanti</title><content type='html'>&lt;blockquote class="tr_bq"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;"La Grèce a officiellement lancé vendredi la procédure  d’échange de ses obligations détenues par des créanciers privés.  L’opération doit permettre à Athènes d’effacer 107 milliards d’euros de  sa dette&lt;/strong&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;Cet échange de dette doit permettre à la république  hellénique de réduire son endettement public de 100 milliards d’euros  sur un total qui dépasse 350 milliards. Les banques, les assureurs et  d’autres investisseurs détiennent un total de 206 milliards d’euros  d’obligations grecques qui subiront une décote faciale de 53,5 % avec  une perte réelle entre 73 % et 74 %.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;img alt="" height="345" src="http://lupus1.files.wordpress.com/2012/02/01.jpg?w=555&amp;amp;h=345" width="555" /&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;img alt="" height="628" src="http://lupus1.files.wordpress.com/2012/02/011.jpg?w=555&amp;amp;h=628" width="555" /&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;strong&gt;Selon les termes de l’accord, les investisseurs empocheront  des obligations assorties de maturités allongées d’une valeur  représentant 31,5 % des titres qu’ils détiennent ainsi que des  obligations à court terme émises par le Fonds européen de stabilité  financière représentant 15 % de la valeur des anciennes dettes. Les  nouvelles obligations serviront un coupon moyen de 3,65 % et seront  régies par la législation britannique.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;PLUS/MOINS DE CDS EN SUIVANT : &lt;span id="more-36813"&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;strong&gt;L’échange de dette, parfois appelé PSI (Private sector  involvment, implication du secteur privé), est censé permettre à la  Grèce de ramener son ratio d’endettement à 120 % de son produit  intérieur brut d’ici 2020 contre 160 % aujourd’hui, dans l’espoir  qu’elle puisse à terme retrouver un accès aux marchés obligataires. Les  titres invités à participer au PSI ( Private Sector Involvement, ndlr)  représentent une valeur totale d’environ 206 milliards d’euros”, ces  titres éligibles à la procédure d’échange vont du 20 mars prochain, date  à laquelle le pays risque la faillite en raison d’obligations d’une  valeur de 14,5 milliards d’euros arrivant à échéance, à juillet 2057.  Les taux d’intérêt des nouvelles obligations seront de 2% pour les  titres arrivant à échéance entre 2013 et 2015, 3% entre 2016 et 2020,  3,65% pour les échéances de 2021 et 4,3% pour ceux à partir de 2022 et  au-delà.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;La procédure n’est pas ouverte aux créanciers privés  américains, qui seront invités à participer à “une autre offre publique  d’échange”.&amp;nbsp;&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;Pour autant, cela ne signifie pas que les détenteurs de dette  grecque ayant souscrit une assurance contre un défaut de paiement (CDS)  seront remboursés. Pour cela, il faudra attendre une décision de  l’Association internationale des swaps et dérivés (ISDA), seule à même  de décider si un événement s’apparente, ou non, à un défaut et entraîne  ainsi le remboursement.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;strong&gt;Contraindre les récalcitrants&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Jusqu’à présent, l’instance basée à New York renvoyait à la  notion de participation volontaire: les créanciers privés acceptant  sciemment de participer au plan d’aide de la Grèce, le déclenchement des  CDS ne pouvait se justifier.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Or, le nouveau plan d’aide décidé mardi à Bruxelles permet  de forcer les créanciers privés à participer au sauvetage de la Grèce.  Une loi adoptée jeudi par le parlement grec prévoit ainsi la possibilité  de déclencher des clauses d’action collective (CAC) pour contraindre  les créanciers récalcitrants à prendre part à l’opération de change et  se retrouver avec des titres ayant subi une décote de 53,5%. Une clause  d’action collective rendant l’échange obligatoire une fois qu’un niveau  de participation de 66 % aura été atteint&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Le gouvernement grec table sur une participation importante  compte tenu du fait que les banques grecques détiennent la majorité des  titres alors que les banques étrangères se sont débarrassées d’une  grande partie des obligations grecques depuis le début de la crise de la  dette grecque en 2010.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Athènes espère pouvoir conclure la procédure d’échange de  dette d’ici au 12 mars. Toute la question est désormais de savoir quelle  proportion de créanciers y participeront. La Grèce a indiqué qu’elle ne  serait pas obligée de procéder à l’échange de dette si la participation  se révélait inférieure à 90 %. Si elle ressort entre 75 % et 90 %, elle  lancera alors des consultations associant ses créanciers publics. À un  taux inférieur à 75 %, l’échange ne se produira pas, a prévenu Athènes.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Contactée vendredi, l’ISDA reconnaît que la mise en  application d’une telle clause pourrait déclencher les CDS. Pour l’heure  les candidats volontaires pour l’échange de dette ont jusqu’au 9 mars  pour se faire connaître et “l’opération elle-même devrait se dérouler  d’ici le 12 mars pour les obligations de droit grec et les 5 et 6 avril  pour celles du droit anglais et japonais et éviter que la Grèce ne  recoure à ces clauses. Dans le cas contraire, il reviendrait à l’un des  cinq comités décisionnels de l’ISDA, saisi par des détenteurs de CDS, de  qualifier l’opération de défaut de paiement. Selon l’ISDA, l’exposition  nette des CDS sur la Grèce s’élève à 3,2 milliards de dollars.&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;strong&gt;&amp;nbsp;Cette restructuration de dette constitue l’un des deux  volets du plan de sauvetage record de la Grèce, la seconde étant un prêt  de 130 milliards d’euros sur trois ans qui vient s’ajouter à celui de  110 milliards d’euros accordé par la zone euro et le FMI en 2010 et dont  une partie a été déjà versée."&lt;/strong&gt;&lt;/i&gt;&lt;/b&gt;&lt;/blockquote&gt;&lt;br /&gt;Source et remerciements: Blog à Lupus&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7093438426893405700?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7093438426893405700/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/restructuration-de-la-dette-grecque-le.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7093438426893405700'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7093438426893405700'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/restructuration-de-la-dette-grecque-le.html' title='Restructuration de la Dette grecque : Le déclenchement des CDS grecs n’est pas garanti'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-5303894526278123803</id><published>2012-02-25T09:54:00.000+01:00</published><updated>2012-02-25T09:54:19.875+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FINANCE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='DOZE'/><category scheme='http://www.blogger.com/atom/ns#' term='BFM'/><category scheme='http://www.blogger.com/atom/ns#' term='BOURSE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Nicolas Doze - Est-ce que l'Europe peu exploser ?</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/HaXJrmSs6-k?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/HaXJrmSs6-k?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-5303894526278123803?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5303894526278123803/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-est-ce-que-leurope-peu.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5303894526278123803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5303894526278123803'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-est-ce-que-leurope-peu.html' title='Nicolas Doze - Est-ce que l&apos;Europe peu exploser ?'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-6231589297457640465</id><published>2012-02-25T09:51:00.000+01:00</published><updated>2012-02-25T09:51:08.882+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='PIB'/><category scheme='http://www.blogger.com/atom/ns#' term='GDP'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>GDP forecast pour la zone Euro pays par pays</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-xU-lBgCto7I/T0igpB0H5-I/AAAAAAAABHU/yZcZaQdeQeQ/s1600/EU-forecast.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-xU-lBgCto7I/T0igpB0H5-I/AAAAAAAABHU/yZcZaQdeQeQ/s640/EU-forecast.jpg" width="194" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-6231589297457640465?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/6231589297457640465/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/gdp-forecast-pour-la-zone-euro-pays-par.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6231589297457640465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/6231589297457640465'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/gdp-forecast-pour-la-zone-euro-pays-par.html' title='GDP forecast pour la zone Euro pays par pays'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-xU-lBgCto7I/T0igpB0H5-I/AAAAAAAABHU/yZcZaQdeQeQ/s72-c/EU-forecast.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-892144136451120454</id><published>2012-02-24T14:21:00.003+01:00</published><updated>2012-02-24T14:40:32.605+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='DOZE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='BFM'/><title type='text'>La variation des salaires est une arme de sauvetage de l'euro</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/zy8jzWP9FU8?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/zy8jzWP9FU8?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-892144136451120454?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/892144136451120454/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-variation-des-salaires-est-une-arme.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/892144136451120454'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/892144136451120454'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/la-variation-des-salaires-est-une-arme.html' title='La variation des salaires est une arme de sauvetage de l&apos;euro'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-355319171638011364</id><published>2012-02-24T01:07:00.000+01:00</published><updated>2012-02-24T01:07:38.987+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GDP'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Les US ont perdu une dizaine d'années d'un point de vue économique dans la crise financière</title><content type='html'>&lt;em&gt;The Economist&lt;/em&gt; a effectué un travail sur la base de sept indicateurs couvrant l'économie, la richesse, le marché du travail. Les Etats-Unis ont effectué un bond en arrière de 10 ans. Le GDP  par personne aux US, était à un plus haut niveau en 2005 que maintenant.&lt;br /&gt;Rien de très surprenant, la Grèce obtient les plus mauvais résultats. D'un point de vue économique, elle entre à peine dans le nouveau millénaire (2000).&lt;br /&gt;De manière générale, et sans surprise, les pays riches ont ceux qui ont le plus souffert pendant cette crise financière. Seulement 6 des 34 pays considérés comme économies développées par le FMI on un GDP par personne supérieur en 2011 par rapport à 2007. Parmi celà, l'Allemagne et l'Australie&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-0lvDNdxVZZw/T0bSVcNawRI/AAAAAAAABHM/36qqDFeBgDs/s1600/Eco.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-0lvDNdxVZZw/T0bSVcNawRI/AAAAAAAABHM/36qqDFeBgDs/s640/Eco.jpg" width="630" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-355319171638011364?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/355319171638011364/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/les-us-ont-perdu-une-dizaine-dannees.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/355319171638011364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/355319171638011364'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/les-us-ont-perdu-une-dizaine-dannees.html' title='Les US ont perdu une dizaine d&apos;années d&apos;un point de vue économique dans la crise financière'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-0lvDNdxVZZw/T0bSVcNawRI/AAAAAAAABHM/36qqDFeBgDs/s72-c/Eco.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4683022782318050182</id><published>2012-02-23T13:47:00.001+01:00</published><updated>2012-02-23T13:49:54.420+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='GREECE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Silence, la Grèce se meurt…</title><content type='html'>Source et remerciements: &lt;a href="http://www.les-crises.fr/silence-la-grece-se-meurt/" target="_blank"&gt;.les-crises.fr&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"Je vous propose aujourd’hui un nouveau point sur la Grèce, en particulier sur les aspects sociaux et politiques"&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;"Rappel des mesures votées le 12 février&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;&lt;b&gt;Salaires :&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Diminution du salaire minimum de 22 % (Convention collective de  travail/ CCT ; accords professionnels et sectoriels) ; le smic passe de  750 euros à 584 euros bruts, soit environ 480 euros nets sur 14 mois ;&lt;br /&gt;- Diminution supplémentaire de 10 % du salaire minimum pour les moins de  25 ans, à savoir une baisse de 32 % ; le smic passe pour eux de 750  euros à 510 euros bruts, soit environ 420 euros nets sur 14 mois ;&lt;br /&gt;- Suppression des conventions collectives de branche ;&lt;br /&gt;- Gel du salaire minimal jusqu’en 2015 ;&lt;br /&gt;- Les emplois à temps plein peuvent être transformés en emploi à temps partiel, sur décision de l’employeur ;&lt;br /&gt;- Les augmentations automatiques de salaire basées sur l’ancienneté sont  suspendues tant que le chômage ne descendra pas en dessous de 10 % ; de  fait elles sont abandonnées ;&lt;br /&gt;- Les conventions collectives auront une durée maximale de 3 ans ;&lt;br /&gt;- Toutes les conventions collectives qui s’appliquent aujourd’hui expireront une année après l’adoption du nouveau mémorandum ;&lt;br /&gt;- Révision de la nouvelle CCT d’ici la fin juillet afin de s’aligner sur  le salaire minimum des pays concurrents (Portugal, Turquie, Europe  centrale et du sud-est) ;&lt;br /&gt;- Suppression du recours unilatéral à l’arbitrage de commissions paritaires;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;2 – Retraites – contributions sociales :&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Diminution des pensions de 300 millions d’euros par an. Les  nouvelles baisses toucheront à la fois les pensions de base et  complémentaires ;&lt;br /&gt;- Baisse de 15% des retraites complémentaires (pour toutes les retraites  complémentaires, quel que soit le montant total perçu par les  retraités). La question des retraites principales reste ouverte&lt;br /&gt;- Baisse de 15% des retraites principales à DEI (équivalent d’EDF), OTE (le téléphone) et dans les banques nationalisées&lt;br /&gt;- De nouvelles baisses dans les retraites de base de plusieurs fonds de  pension qui vont s’appliquer rétrospectivement à partir du 1er janvier  2012 ;&lt;br /&gt;- Fusion de tous les fonds de pension complémentaires d’ici juin 2012 ;  (mise sur pied d’une étude qui conduira à de nouvelles coupes dans les  pensions complémentaires et des primes de départ à la retraite.)&lt;br /&gt;- Baisse de 2 % des cotisations sociales patronales avec suppression des  cotisations pour l’Organisme du logement ouvrier et des allocations  sociales. Ces organisations vont fermer leurs portes ;&lt;br /&gt;- Nouvelle baisse des cotisations que les patrons vont payer pour l’IKA  (le plus grand fonds de pension des travailleurs du privé) à partir du  1er janvier 2013, de 3% ;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;3 – Employés du secteur public, des anciennes entreprises et banques publiques&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- La suppression des emplois stables dans les anciennes entreprises et banques publiques et baisse des salaires ;&lt;br /&gt;- Nouveaux licenciements de 15 000 fonctionnaires en 2012, à travers le dispositif de la « réserve de main d’oeuvre » ;&lt;br /&gt;- Réduction du nombre de travailleurs du secteur public, travaillant  avec des contrats temporaires, par le non-renouvellement des contrats ;&lt;br /&gt;- Coupes de 636 millions d’euros des salaires des employés du secteur  public payés selon une échelle de salaires spécifique d’ici la fin  juillet 2012 ;&lt;br /&gt;- Nouvelles coupes dans les salaires du secteur public par la révision de l’échelle des salaires ;&lt;br /&gt;- Suppression de 150 000 postes de fonctionnaires d’ici 2015, et non-remplacement de 4 fonctionnaires sur 5 ;&lt;br /&gt;- Diminution du nombre général de nouvelles recrues dans les académies  (armée, police) qui garantissait un emploi automatique dans le secteur  public ;&lt;br /&gt;- Fermeture d’organisation et d’entités publiques d’ici juin 2012 ;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;4 – Nouvelles mesures en 2012 :&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Réduction des dépenses dans le secteur de la santé de 1,1 milliard d’euros ;&lt;br /&gt;- Coupes dans une série d’allocations sociales, en adoptant des critères de revenu ;&lt;br /&gt;- Baisse des allocations pour les familles avec plus de 3 enfants ;&lt;br /&gt;- Baisse des dépenses de fonctionnement et de consommation de l’État de 300 millions d’euros ;&lt;br /&gt;- Coupes dans plusieurs entités sous contrôle des ministères de l’Éducation et de la Culture de 200 millions d’euros ;&lt;br /&gt;- Réduction des dépenses sur les heures supplémentaires pour les médecins dans les hôpitaux, de 50 millions d’euros ;&lt;br /&gt;- Diminution du budget des Programmes d’investissement public de 400 millions d’euros ;&lt;br /&gt;- Baisse des dépenses sur les équipements militaires pour la défense du pays&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Un nouveau système fiscal en juin 2012 qui supprimera une série  d’exemptions fiscales qui demeurent au bénéfice de certaines catégories  de travailleurs. D’importantes exonérations fiscales seront concédées au  grand capital ."&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-hzpWyd2hvNM/T0Y0fhFSnsI/AAAAAAAABGM/hLbMUtYWAZk/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://1.bp.blogspot.com/-hzpWyd2hvNM/T0Y0fhFSnsI/AAAAAAAABGM/hLbMUtYWAZk/s640/1.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;i&gt;À suivre…&lt;/i&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;h2&gt;&lt;i&gt;Réactions&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;« La solidarité n’est pas gratuite, la Grèce doit également faire sa  part pour gagner cette aide. » [Viviane Reding, commissaire européenne à  la Justice]&lt;/i&gt;&lt;br /&gt;&lt;i&gt;« Ce pas en avant essentiel va permettre à la Grèce de bâtir une  économie plus solide et capable de créer des emplois et de la  croissance. &lt;span style="text-decoration: underline;"&gt;&lt;b&gt;Il n’y a pas d’alternative&lt;/b&gt;&lt;/span&gt;&amp;nbsp;(sic.) à la consolidation financière et aux réformes structurelles en Grèce. » [José Manuel Barroso]&lt;/i&gt;&lt;br /&gt;&lt;i&gt;« François Hollande – Il n’a pas le choix, le Parlement. Il lui est  dit tout net que s’il n’accepte pas ce plan, il n’y aura pas les aides,  et s’il n’y a pas les aides c’est la faillite {non, le défaut, nuance.  La Grèce a déjà fait défaut en 1826, 1843, 1860 et 1893 – et le pays est  toujours là…}. Alors imaginez la responsabilité de ces députés au  moment de la décision. {comme ils ne peuvent plus sortir dans la rue  sans gardes du corps, ils imaginent bien…} Moi je pense qu’on a mis les  Grecs dans une situation impossible. Quand je dis nous, c’est l’Europe.  Parce que ça fait deux ans – deux ans, rendez-vous compte – que cette  question de la défaillance grecque est posée {et qu’on la recule  toujours…}. On a imposé quatre ou cinq plans d’austérité, on en est  encore là. &lt;b&gt;Il aurait fallu un plan massif, dès le départ&lt;/b&gt;  {OB : c’est vrai qu’ils étaient petits bras avec le -15 % des retraites  dans le premier plan…} , plutôt que cette longue agonie {Hollande est  pour l’euthanasie ? Planquez vos grands-mères…}, qui fait qu’aujourd’hui  il y a encore des choix qui sont très difficiles, le SMIC, les  retraites, sans qu’on soit sûr d’ailleurs que les Grecs pourront  atteindre les objectifs qui ont été fixés. [...]&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Anne-Sophie Lapix – Vous êtes en train de dire qu’ils auraient dû  imposer un plan de rigueur beaucoup plus dur dès le départ ? {bravo à la  journaliste}&lt;/i&gt;&lt;br /&gt;&lt;i&gt;François Hollande – Il fallait, d’une part, faire que les créances  privées puissent être effectivement amputées, ce qui va être le cas  {homéopathiquement, rassurez-vous} ; et d’autre part, un plan  d’austérité, sans doute, mais un seul, sans qu’il y ait cette suite ; et  enfin, qu’il y ait la capacité d’une solidarité. J’avais parlé des  Eurobonds déjà à cette époque, c’est-à-dire d’une possibilité pour  l’Europe d’emprunter, de se substituer à la Grèce, et puis de faire en  sorte que les Grecs remplissent leurs objectifs  {http://www.parlactiondusaintesprit.god}. Mais l’austérité sans  croissance {aaaaah, la croissance, la croissance, la croissance…}, elle  conduit à plus d’austérité. D’où ma proposition pour l’Europe entière :  qu’il y ait des disciplines, c’est absolument indispensable, mais qu’il y  ait une perspective, donc un développement de l’activité, de l’emploi,  de la croissance. {re : la croissance…} »&lt;/i&gt;&lt;br /&gt;&lt;i&gt;===&amp;gt; N’est pas de Gaulle ou Roosevelt qui veut…&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;Une économie et un pays agonisants&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;"Bien entendu, tout ceci marche du feu de Dieu :&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Je vous rappelle ce graphique issu de &lt;a href="http://www.les-crises.fr/budget-de-la-grece/" target="_blank"&gt;notre étude du budget grec&lt;/a&gt; :"&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Zl7FWeCAMTI/T0Y0qyDXcsI/AAAAAAAABGU/BMEkreni0lM/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://2.bp.blogspot.com/-Zl7FWeCAMTI/T0Y0qyDXcsI/AAAAAAAABGU/BMEkreni0lM/s640/2.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"On voit l’inefficacité totale des plans de baisse des dépenses ou  hausse de recettes : ils sont si violents qu’ils envoient l’économie en  récession, ce qui ampute le budget et augmente les déficits…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;La Grèce est en Dépression :"&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_6yiuzS9r9E/T0Y0xy-f1-I/AAAAAAAABGc/WN-f0yRlTjc/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="428" src="http://2.bp.blogspot.com/-_6yiuzS9r9E/T0Y0xy-f1-I/AAAAAAAABGc/WN-f0yRlTjc/s640/3.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Le chômage explose :&lt;/i&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0vK4bb6rEkY/T0Y04zafSDI/AAAAAAAABGk/KSZ83AELEbw/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://2.bp.blogspot.com/-0vK4bb6rEkY/T0Y04zafSDI/AAAAAAAABGk/KSZ83AELEbw/s640/4.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"On a également appris que depuis 2009, 1 entreprise grecque sur 4 a fermé…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Alors au final :&lt;/i&gt;&lt;br /&gt;&lt;blockquote&gt;&lt;i&gt;“Grèce : un déficit plus grave que prévu&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Le gouvernement grec mise désormais sur un déficit public de 6,7 % du  PIB en 2012 contre 5,4 % prévu initialement. La cause ? ” Des écarts  sont intervenus avec les prévisions initiales et les résultats de 2011,  c’est pourquoi il faut réviser les chiffres de 2012 “, indique le projet  de loi concernant les mesures de rigueur imposées à la Grèce par le  nouveau plan d’aide européen.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;L’agence de notation Fitch Ratings vient d’abaisser ce jour la note à  long terme de la Grèce de CCC à C. Aux yeux de Fitch, le pays n’est  désormais plus qu’à un cran seulement au-dessus du défaut.” [&lt;a href="http://www.lemonde.fr/economie/article/2012/02/22/grece-un-deficit-plus-grave-que-prevu_1646841_3234.html" target="_blank"&gt;Le Monde&lt;/a&gt;, 22/02/2012]&lt;/i&gt;&lt;/blockquote&gt;&lt;i&gt;NB. Je me permets de faire remarquer que, comme d’autres lucides,  j’avais bien prévu que le déficit serait de cet ordre (c’est du bon  sens), n’ont donc été “surpris” que les experts incompétents…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Cette situation a même des impacts sur la santé publique – avec la hausse du nombre de toxicomanes :"&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BSB9jRdX5IM/T0Y1Hhs1XoI/AAAAAAAABG0/gsxTIm6TQxI/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="428" src="http://3.bp.blogspot.com/-BSB9jRdX5IM/T0Y1Hhs1XoI/AAAAAAAABG0/gsxTIm6TQxI/s640/5.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Id7qzLuxp4g/T0Y1NNM9hMI/AAAAAAAABG8/Z5_cq0tNbU8/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="430" src="http://3.bp.blogspot.com/-Id7qzLuxp4g/T0Y1NNM9hMI/AAAAAAAABG8/Z5_cq0tNbU8/s640/6.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"N.B. On a même rapporté des cas de jeunes désespérés s’étant injecté  volontairement le virus du Sida pour toucher l’allocation mensuelle de  600 €…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Le nombre de suicides a également doublé en Grèce entre 2006 et 2010, et a encore augmenté de 40 % en 2011…"&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;Démocratie&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;"Alors évidemment, avec tout ceci, le Parlement est déconsidéré.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Et si face aux émeutes de la semaine dernière, le premier ministre a déclaré :&lt;/i&gt;&lt;br /&gt;&lt;i&gt;« Le vandalisme, la violence et la destruction n’ont rien à faire  dans un pays démocratique et ne seront pas tolérés. » [Lucas Papademos]&lt;/i&gt;&lt;br /&gt;&lt;i&gt;c’est juste, mais encore faudrait-il que la Grèce soit toujours une démocratie…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Les derniers sondages permettent d’en douter :"&lt;/i&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-u0iHMDQ3ahQ/T0Y1WXbWJRI/AAAAAAAABHE/c8HIKBcx-3Y/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-u0iHMDQ3ahQ/T0Y1WXbWJRI/AAAAAAAABHE/c8HIKBcx-3Y/s640/7.jpg" width="564" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"Quelle est donc la légitimité d’un tel Parlement pour imposer de telles mesures au pays ?&lt;/i&gt;&lt;br /&gt;&lt;i&gt;NB. Pour mémoire, comme quasiment partout en Europe, la Grèce élit son Parlement au scrutin proportionnel.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Enfin, on note que les 3/4 des sondés souhaitent garder l’euro – ce  qui dans leur situation me semble une mauvaise solution… Mais ils sont  autant à rejette le plan d’austérité – le beurre et l’argent du beurre ?&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Enfin, les récentes déclarations de ministres des finances européens montre la crédibilité du plan :&lt;/i&gt;&lt;br /&gt;&lt;blockquote&gt;&lt;i&gt;« Bien sûr, tel le nouvel acte d’un long drame, les Grecs  restent collés à leur tragédie. Mais si je ne crois pas que nous ayons  réglé le problème, je suis persuadé que nous avons réussi à faire du  problème grec le problème des Grecs ». [Anders Borg, le ministre suédois  des finances]&lt;/i&gt;&lt;br /&gt;&lt;i&gt;« On pourrait dire que les choses sont en bonne voie, mais elles ne  le sont pas. Elles annoncent une catastrophe qui a déjà débuté et qui  progresse lentement. Tricher vis à vis de l’opinion publique et tromper  le marché par de faux calculs n’est ni une stratégie ni une politique,  c’est de la pure stupidité ». [Gregorz Kolodko, le ministre polonais des  finances]"&lt;/i&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4683022782318050182?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4683022782318050182/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/silence-la-grece-se-meurt.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4683022782318050182'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4683022782318050182'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/silence-la-grece-se-meurt.html' title='Silence, la Grèce se meurt…'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-hzpWyd2hvNM/T0Y0fhFSnsI/AAAAAAAABGM/hLbMUtYWAZk/s72-c/1.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-5755508745679021331</id><published>2012-02-23T13:29:00.000+01:00</published><updated>2012-02-23T13:29:49.204+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='MES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><title type='text'>Nicolas Doze - Le MES explication et décryptage du coup d'état supranational</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/FqUKKEEoIyY?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/FqUKKEEoIyY?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-5755508745679021331?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5755508745679021331/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-le-mes-explication-et.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5755508745679021331'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5755508745679021331'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-le-mes-explication-et.html' title='Nicolas Doze - Le MES explication et décryptage du coup d&apos;état supranational'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-2841282306890270493</id><published>2012-02-23T11:15:00.002+01:00</published><updated>2012-02-23T11:15:39.228+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><category scheme='http://www.blogger.com/atom/ns#' term='DOLLAR'/><title type='text'>Le Jour Où Le Dollar Est Mort</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/TJ4AYOtJJU0?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/TJ4AYOtJJU0?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-2841282306890270493?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/2841282306890270493/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-jour-ou-le-dollar-est-mort.html#comment-form' title='3 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2841282306890270493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2841282306890270493'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/le-jour-ou-le-dollar-est-mort.html' title='Le Jour Où Le Dollar Est Mort'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-7490150935788125361</id><published>2012-02-23T10:19:00.000+01:00</published><updated>2012-02-23T10:19:28.870+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CHARTISME'/><category scheme='http://www.blogger.com/atom/ns#' term='CAC40'/><category scheme='http://www.blogger.com/atom/ns#' term='air france'/><title type='text'>AC Chartisme - Air France: Le retour vers les 4.25€-4.3€ semble probable</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-b-BWb07GLSU/T0YEZ8SEq1I/AAAAAAAABGE/azKisz9gsJ0/s1600/Air+France.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://3.bp.blogspot.com/-b-BWb07GLSU/T0YEZ8SEq1I/AAAAAAAABGE/azKisz9gsJ0/s640/Air+France.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-7490150935788125361?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/7490150935788125361/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-air-france-le-retour-vers.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7490150935788125361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/7490150935788125361'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-air-france-le-retour-vers.html' title='AC Chartisme - Air France: Le retour vers les 4.25€-4.3€ semble probable'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-b-BWb07GLSU/T0YEZ8SEq1I/AAAAAAAABGE/azKisz9gsJ0/s72-c/Air+France.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-3177217773138115357</id><published>2012-02-23T01:31:00.002+01:00</published><updated>2012-02-23T01:31:42.579+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='BFM'/><category scheme='http://www.blogger.com/atom/ns#' term='PEUGEOT'/><title type='text'>Retour sur l'histoire de Peugeot</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/HC8GilVMY70?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/HC8GilVMY70?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-3177217773138115357?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/3177217773138115357/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/retour-sur-lhistoire-de-peugeot.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3177217773138115357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3177217773138115357'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/retour-sur-lhistoire-de-peugeot.html' title='Retour sur l&apos;histoire de Peugeot'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-5234315045747932234</id><published>2012-02-23T01:22:00.001+01:00</published><updated>2012-02-23T01:24:00.381+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ITALIE'/><title type='text'>Sous-performance quasi constante des marchés actions Italiens depuis 7 ans par rapport aux marchés européens</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-d1pg756Q-kI/T0WFhsbKCOI/AAAAAAAABF8/775Sjmyw-MU/s1600/italy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-d1pg756Q-kI/T0WFhsbKCOI/AAAAAAAABF8/775Sjmyw-MU/s640/italy.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-5234315045747932234?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5234315045747932234/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/sous-performance-quasi-constante-des.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5234315045747932234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5234315045747932234'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/sous-performance-quasi-constante-des.html' title='Sous-performance quasi constante des marchés actions Italiens depuis 7 ans par rapport aux marchés européens'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-d1pg756Q-kI/T0WFhsbKCOI/AAAAAAAABF8/775Sjmyw-MU/s72-c/italy.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-4538272344223524582</id><published>2012-02-23T01:13:00.001+01:00</published><updated>2012-02-23T01:14:16.603+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GDP'/><category scheme='http://www.blogger.com/atom/ns#' term='ECONOMIE'/><title type='text'>Corrélation entre le PMI et le GDP Growth de la zone Euro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-iDiBIOLXjp4/T0WEf__chyI/AAAAAAAABF0/Qz_gYeyAQw4/s1600/AtsP1f.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-iDiBIOLXjp4/T0WEf__chyI/AAAAAAAABF0/Qz_gYeyAQw4/s640/AtsP1f.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-4538272344223524582?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/4538272344223524582/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/correlation-entre-le-pmi-de-la-zone.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4538272344223524582'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/4538272344223524582'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/correlation-entre-le-pmi-de-la-zone.html' title='Corrélation entre le PMI et le GDP Growth de la zone Euro'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-iDiBIOLXjp4/T0WEf__chyI/AAAAAAAABF0/Qz_gYeyAQw4/s72-c/AtsP1f.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-5126750480389002754</id><published>2012-02-23T00:01:00.002+01:00</published><updated>2012-02-23T01:04:46.141+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CAC40'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ALCATEL'/><category scheme='http://www.blogger.com/atom/ns#' term='BOURSE'/><title type='text'>AC Chartisme - Alcatel : Prise de profits sur le titre Alcatel</title><content type='html'>Malgré des indicateurs momentum à la hausse, le potentiel de 2€ parait compromis sur le court terme et une période de consolidation est à attendre.&lt;br /&gt;Nous passons Neutre sur la valeur après une hausse de 31% depuis notre date d'achat du 02/02/2012&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-YNASBCLrHYQ/T0VyJUnEogI/AAAAAAAABFs/a52enH5PTyw/s1600/Alcatel.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://1.bp.blogspot.com/-YNASBCLrHYQ/T0VyJUnEogI/AAAAAAAABFs/a52enH5PTyw/s640/Alcatel.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Tous    les propos qui sont tenus sur ce blog ne représentent pas de       recommandations de placement en tant que telles. Il s’agit de fournir       des idées et d’offrir un espace convivial de discussion.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Ces avis ne représentent pas automatiquement des positions que nous avons dans nos portefeuilles.&lt;/i&gt; &lt;br /&gt;&lt;i&gt;Chaque personne est consciente des risques inhérents aux investissements boursiers.&lt;/i&gt; &lt;br /&gt;&lt;i&gt;Les  propos n’engagent que l’auteur,  et ne sauraient en aucun cas     constituer  une recommandation ou un  conseil, mais uniquement une     information  générale.&amp;nbsp;&lt;/i&gt; &lt;br /&gt;&lt;br /&gt;&lt;i&gt;Pour toute autre service sur des  Actions Européennes, US ou OPCVM, veuillez  consulter nos &lt;a href="http://labforecast.blogspot.com/search/label/Service%20PREMIUM"&gt;SERVICES PREMIUM&lt;/a&gt;&lt;/i&gt;&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/4775370334679441328-5126750480389002754?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5126750480389002754/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-alcatel-prise-de-profits.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5126750480389002754'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5126750480389002754'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-alcatel-prise-de-profits.html' title='AC Chartisme - Alcatel : Prise de profits sur le titre Alcatel'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-YNASBCLrHYQ/T0VyJUnEogI/AAAAAAAABFs/a52enH5PTyw/s72-c/Alcatel.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-5238141455986587146</id><published>2012-02-21T23:17:00.001+01:00</published><updated>2012-02-22T00:41:16.990+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CHARTISME'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='GOLD'/><category scheme='http://www.blogger.com/atom/ns#' term='DJ30'/><title type='text'>Alerte ! Divergence entre le DJ Industrial Average et le DJ Transport + Résistance cassée sur l'Or</title><content type='html'>Les puristes de la Théorie de Dow compare le DJIA et le DJTransport. Lorsque l'un des indices effectue un plus haut, l'autre doit faire de même.&lt;br /&gt;Quand il y a une divergence entre les deux, comme actuellement, cela peut indiquer une inversion de tendance pour le marché.&lt;br /&gt;En effet ces dernières semaines, le DJIA a touché des plus hauts alors que le DJ Transport a souffert récemment et arrive tout juste pour l'instant a se tenir au -dessus de sa MM50 alors que le DJIA reste sur-acheté.&lt;br /&gt;Difficile de dire si nous sommes sur-achetés aujourd'hui. En revanche on risque de beaucoup parler de cette divergence ses prochains jours.&amp;nbsp; &amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-nWX4iep2Wls/T0QQTtxPSuI/AAAAAAAABFU/CJ4Vt8e6KEc/s1600/1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="394" src="http://1.bp.blogspot.com/-nWX4iep2Wls/T0QQTtxPSuI/AAAAAAAABFU/CJ4Vt8e6KEc/s640/1.png" width="640" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-ONCmefOB_o0/T0QQP_zKmxI/AAAAAAAABFE/xt_oMmeiT28/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="340" src="http://4.bp.blogspot.com/-ONCmefOB_o0/T0QQP_zKmxI/AAAAAAAABFE/xt_oMmeiT28/s640/2.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-PvX30xdRZlA/T0QQQfGm2ZI/AAAAAAAABFM/nHqsX63ETmc/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="344" src="http://4.bp.blogspot.com/-PvX30xdRZlA/T0QQQfGm2ZI/AAAAAAAABFM/nHqsX63ETmc/s640/3.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Source: &lt;a href="http://www.bespokeinvest.com/thinkbig/2012/2/21/dow-transports-diverge-from-industrials.html" target="_blank"&gt;Bespokeinvest&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Après une longue période de consolidation, l'Or vient de casser sa résistance. Un retournement de marché est désormais fort probable sur le court terme.&lt;br /&gt;Les planches à billets fonctionnent à plein régime en Europe et aux US, les marchés actions sont en forte hausse depuis le début de l'année, il est tant pour l'Or de faire son run.&lt;br /&gt;Nous étions négatif sur l'Or depuis le 09/02 à 1745$ en pensant que le support des 1700$ allait être cassé. &lt;br /&gt;Nous sommes repassé positif aujourd'hui à 1752$ vers 20h30.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-pM6c0qTVIoE/T0QUYHipVOI/AAAAAAAABFc/H27Pqe2cXsw/s1600/gold-stock.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="373" src="http://4.bp.blogspot.com/-pM6c0qTVIoE/T0QUYHipVOI/AAAAAAAABFc/H27Pqe2cXsw/s400/gold-stock.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-10m3hxoTzeI/T0QWg7J6SBI/AAAAAAAABFk/bbq4IYbYhLM/s1600/oR.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://2.bp.blogspot.com/-10m3hxoTzeI/T0QWg7J6SBI/AAAAAAAABFk/bbq4IYbYhLM/s640/oR.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Tous    les propos qui sont tenus sur ce blog ne représentent pas de       recommandations de placement en tant que telles. Il s’agit de fournir       des idées et d’offrir un espace convivial de discussion.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Ces avis ne représentent pas automatiquement des positions que nous avons dans nos portefeuilles.&lt;/i&gt; &lt;br /&gt;&lt;i&gt;Chaque personne est consciente des risques inhérents aux investissements boursiers.&lt;/i&gt; &lt;br /&gt;&lt;i&gt;Les  propos n’engagent que l’auteur,  et ne sauraient en aucun cas     constituer  une recommandation ou un  conseil, mais uniquement une     information  générale.&amp;nbsp;&lt;/i&gt; &lt;br /&gt;&lt;br /&gt;&lt;i&gt;Pour toute autre service sur des  Actions Européennes, US, Commodities ou OPCVM, veuillez  consulter nos &lt;a href="http://labforecast.blogspot.com/search/label/Service%20PREMIUM"&gt;SERVICES PREMIUM&lt;/a&gt;&lt;/i&gt;&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/4775370334679441328-5238141455986587146?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/5238141455986587146/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/alerte-divergence-entre-le-dj.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5238141455986587146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/5238141455986587146'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/alerte-divergence-entre-le-dj.html' title='Alerte ! Divergence entre le DJ Industrial Average et le DJ Transport + Résistance cassée sur l&apos;Or'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-nWX4iep2Wls/T0QQTtxPSuI/AAAAAAAABFU/CJ4Vt8e6KEc/s72-c/1.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-2849107310357110942</id><published>2012-02-21T18:12:00.002+01:00</published><updated>2012-02-21T18:18:51.868+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='GRECE'/><category scheme='http://www.blogger.com/atom/ns#' term='DRAGHI'/><category scheme='http://www.blogger.com/atom/ns#' term='DETTE'/><category scheme='http://www.blogger.com/atom/ns#' term='GREECE'/><category scheme='http://www.blogger.com/atom/ns#' term='CRISE'/><category scheme='http://www.blogger.com/atom/ns#' term='BCE'/><title type='text'>“Plan d’aide” à la Grèce : tout faux…</title><content type='html'>&lt;div class="entrytitle_wrap"&gt;Source et remerciements: &lt;a href="http://www.les-crises.fr/grece-tout-faux/" target="_blank"&gt;les-crises.fr (Blog de O. Berruyer)&lt;/a&gt;&lt;/div&gt;&lt;div class="entrytitle_wrap"&gt;&lt;br /&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;"Ce matin : alléluia…&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;La zone euro accouche péniblement d’un accord pour sauver la Grèce de la faillite (&lt;a href="http://www.lesechos.fr/economie-politique/monde/actu/0201910126192-la-zone-euro-accouche-peniblement-d-un-accord-pour-sauver-la-grece-de-la-faillite-292301.php" target="_blank"&gt;Les Echos&lt;/a&gt;)  “Les ministres des Finances de la zone euro ont donné leur feu vert au  plan d’aides de 130 milliards d’euros accordé à la Grèce. “&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Accord historique pour un nouveau plan de sauvetage (&lt;a href="http://tempsreel.nouvelobs.com/monde/20120221.OBS1883/grece-accord-historique-pour-un-nouveau-plan-de-sauvetage.html" target="_blank"&gt;Nouvel Obs&lt;/a&gt;) “L’Europe a donné son feu vert au déblocage d’une aide publique de 130 milliards d’euros “&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Accord de la zone euro sur un plan de sauvetage de la Grèce (&lt;a href="http://www.lemonde.fr/crise-financiere/article/2012/02/21/accord-de-la-zone-euro-sur-un-plan-de-sauvetage-de-la-grece_1646092_1581613.html" target="_blank"&gt;Le Monde&lt;/a&gt;)  “Les pays de la zone euro se sont mis d’accord, mardi 21 février au  matin, sur un nouveau plan de sauvetage sans précédent de la Grèce de  237 milliards d’euros”&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Grèce : un nouveau plan de rigueur contre une aide de 237 milliards (&lt;a href="http://www.leparisien.fr/crise-europe/en-direct-l-ue-trouve-un-accord-inespere-pour-sauver-la-grece-21-02-2012-1870804.php" target="_blank"&gt;Le Parisien&lt;/a&gt;) [Première version du titre : L'UE trouve un accord inespéré pour sauver la Grèce...]&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Un plan record de 237 milliards d’euros au secours de la Grèce (&lt;a href="http://www.liberation.fr/economie/01012391251-un-plan-record-de-237-milliards-d-euros-au-secours-de-la-grece" target="_blank"&gt;Libération&lt;/a&gt;)&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Grèce : l’Europe finalise un plan à plus de 350 milliards&amp;nbsp;&lt;a href="http://www.lefigaro.fr/conjoncture/2012/02/21/20002-20120221ARTFIG00224-grece-l-europe-finalise-un-plan-a-plus-de-350-milliards.php" target="_blank"&gt;(Le Figaro)&lt;/a&gt;&lt;/i&gt;&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;Alors : 130 Md€ ? 237 Md€ ? 350 Md€ ?&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Démontons ce bourrage de crâne…&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;Rappel de la détention de la dette grecque&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;Nous avons longuement analysé la détention de la dette grecque &lt;a href="http://www.les-crises.fr/enfumage-decote/" target="_blank"&gt;dans ce billet&lt;/a&gt;.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Je vous propose un graphique remis à jour :&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ug5OeDWIYmI/T0PRTXrOrrI/AAAAAAAABEs/3V8zt7dbY6Y/s1600/detention-dette-grece.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="492" src="http://3.bp.blogspot.com/-ug5OeDWIYmI/T0PRTXrOrrI/AAAAAAAABEs/3V8zt7dbY6Y/s640/detention-dette-grece.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;i&gt;Ainsi, sur les 355 Md€ de dette grecque :&lt;/i&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;155 Md€ sont détenus par le “secteur public international”, et ne sont pas décotés ;&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;200 Md€ sont détenus par des investisseurs privés.&lt;/i&gt;&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;Les gouvernements Européens ont demandé (avec insistance…) au secteur  privé de renoncer à 53,5 % de ses créances, en échange de nouvelles  actions à long terme pour les 46,5 % restants, avec une part de garantie  européenne. La dette est donc allégée de 107 Md€ (=53,5 % x 200). En  fait, ces nouvelles obligations ayant un taux faible, cela revient au  final à une perte d’environ 70 % pour les créanciers privés.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Pour le coup, c’est un vrai ballon d’oxygène pour la Grèce.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Enfin, cela le saurait s’il s’était agi d’un plan “d’aide”…&lt;/i&gt;&lt;br /&gt;&lt;h2&gt;&lt;i&gt;En vrai…&lt;/i&gt;&lt;/h2&gt;&lt;i&gt;En fait, on voit que 80 Md€ sont portés par le secteur public grec et  par les banques grecques. Une telle perte les mettant immédiatement à  terre, l’Europe va donc prêter environ 50 Md€ à la Grèce pour qu’elle  les recapitalise – donc on remplace 43 Md€ de dette annulée par… 43 Md€  de nouvelle dette – merci pour elle ! Il n’y a plus que 64 Md€  d’économie et non 107 Md€ (ce qui est déjà bien…)&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Mais ce n’est pas fini. Ceci n’est vrai que dans l’hypothèse où tous  les acteurs acceptent de procéder à l’échange – et donc acceptent la  perte.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Or, une bonne partie des fonds d’investissement ne le veut pas –  d’autant qu’ils ont acheté volontairement de la dette décotée pour  refuser l’échange et empocher un remboursement intégral. Sans clause  d’action collective (qui les forcerait à accepter) disons que deux tiers  refuseront, ce qui fait 24 Md€ d’économies en moins.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;span style="text-decoration: underline;"&gt;&lt;b&gt;L’opération n’est donc au final que de -40 Md€ pour la Grèce.&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Très bien, mais bien loin des besoins réels de ce pays en perdition…  Cela représente par exemple 5 à 6 trimestres de déficit – c en’est pas  le Pérou…&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Pour arriver à ceci, nous, contribuables européens, avons déjà  procédé à un plan d’aide de 110 Md€ en 2010, prêtons donc 43 Md€ à court  terme et nous nous sommes engagés à prêter encore 87 Md€ dans les 3 ans  qui viennent (87 + 43 = 130 Md€ dont on parle), pour que la Grèce  puisse rembourser ses prochaines échéances.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Au final :&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;le contribuable public aura soutenu la Grèce de 130 + 110 = 240 Md€  MAIS ce n’est AUCUNEMENT une “aide”, ce sont des prêts que la Grèce  devra rembourser à l’UE, et qu’elle utilisera pour rembourser les  créanciers privés (NB. quand on rajoute les 110 Md€ du secteur privé, on  arrive aux 350 Md€ du Figaro…);&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;les investisseurs privés auront perdu dans les 40 Md€, mais bénéficient d’une garantie publique hors bilan sur le solde.&lt;/i&gt;&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;Ainsi, tous ces sommets n’auront eu qu’un but : remplacer les  créanciers privés de la Grèce par des créanciers publics, pour que les  premiers supportent un minimum de pertes. Et que, in fine, ce soit le  contribuable qui supporte les pertes.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;D’ailleurs, si nous avions&amp;nbsp;vraiment&amp;nbsp;”aidé” et “sauvé” la Grèce dans  ces&amp;nbsp;proportions, ne pensez-vous&amp;nbsp;pas qu’Angela Merkel  serait&amp;nbsp;fêtée&amp;nbsp;partout&amp;nbsp;à&amp;nbsp;Athènes&amp;nbsp;?&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Cette opération se voit clairement dans ces estimations :&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-RRYKncCfrus/T0PRskgT_oI/AAAAAAAABE0/g_dgmVtOWNY/s1600/detention-dette-grece-2024.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="490" src="http://4.bp.blogspot.com/-RRYKncCfrus/T0PRskgT_oI/AAAAAAAABE0/g_dgmVtOWNY/s640/detention-dette-grece-2024.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-6IsfeGcx4B0/T0PR2KOUqTI/AAAAAAAABE8/4F6AyqJW3zM/s1600/detention-dette-grece-2009-2014.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="426" src="http://3.bp.blogspot.com/-6IsfeGcx4B0/T0PR2KOUqTI/AAAAAAAABE8/4F6AyqJW3zM/s640/detention-dette-grece-2009-2014.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Sauf qu’en l’espèce, cela risque fortement d’être le créancier  obligataire des pays de l’Union Européenne qui les supporte – le  contribuable européen ne pouvant financer toutes les dettes des pays de  l’UE…En effet, la Grèce ne pourra pas rembourser, s’enfonçant dans la dépression, comme nous allons le voir…"&lt;/i&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-2849107310357110942?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/2849107310357110942/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/plan-daide-la-grece-tout-faux.html#comment-form' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2849107310357110942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/2849107310357110942'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/plan-daide-la-grece-tout-faux.html' title='“Plan d’aide” à la Grèce : tout faux…'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-ug5OeDWIYmI/T0PRTXrOrrI/AAAAAAAABEs/3V8zt7dbY6Y/s72-c/detention-dette-grece.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-1899690961010423759</id><published>2012-02-21T15:35:00.002+01:00</published><updated>2012-02-21T18:20:58.714+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NESTLE'/><category scheme='http://www.blogger.com/atom/ns#' term='SUISSE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='Nestlé'/><title type='text'>AC Chartisme - Nestlé Upside limité - Objectif 53€</title><content type='html'>&lt;img alt="" 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" /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;u&gt;&lt;b&gt;&lt;span class="hps"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;u&gt;&lt;b&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;Haut du canal touché. Grosse résistance à 57€. Retour probable sur les 53€.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-xSD3Xz_hBQM/T0OqtE7NLzI/AAAAAAAABEk/5ebiCTOmqPk/s1600/Nestl%C3%A9+-+Upside+Limit%C3%A9.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://3.bp.blogspot.com/-xSD3Xz_hBQM/T0OqtE7NLzI/AAAAAAAABEk/5ebiCTOmqPk/s640/Nestl%C3%A9+-+Upside+Limit%C3%A9.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Tous   les propos qui sont tenus sur ce blog ne représentent pas de      recommandations de placement en tant que telles. Il s’agit de fournir      des idées et d’offrir un espace convivial de discussion.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Ces avis ne représentent pas automatiquement des positions que nous avons dans nos portefeuilles.&lt;/i&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;i&gt;Chaque personne est consciente des risques inhérents aux investissements boursiers.&lt;/i&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;i&gt;Les  propos n’engagent que l’auteur,  et ne sauraient en aucun cas    constituer  une recommandation ou un  conseil, mais uniquement une    information  générale.&amp;nbsp;&lt;/i&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Pour toute autre service sur des  Actions Européennes, US ou OPCVM, veuillez  consulter nos &lt;a href="http://labforecast.blogspot.com/search/label/Service%20PREMIUM"&gt;SERVICES PREMIUM&lt;/a&gt;&lt;/i&gt;&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/4775370334679441328-1899690961010423759?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/1899690961010423759/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-nestle-upside-limite.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1899690961010423759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/1899690961010423759'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/ac-chartisme-nestle-upside-limite.html' title='AC Chartisme - Nestlé Upside limité - Objectif 53€'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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/-xSD3Xz_hBQM/T0OqtE7NLzI/AAAAAAAABEk/5ebiCTOmqPk/s72-c/Nestl%C3%A9+-+Upside+Limit%C3%A9.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-3417043924566102434</id><published>2012-02-21T15:21:00.000+01:00</published><updated>2012-02-21T15:21:39.178+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='nicolas doze'/><category scheme='http://www.blogger.com/atom/ns#' term='DOZEe'/><title type='text'>Nicolas Doze BFM - 21/02/2011 - Le MES est un coup d'état</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Xe8AsTMYv8A?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/Xe8AsTMYv8A?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-3417043924566102434?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://labforecast.blogspot.com/feeds/3417043924566102434/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-bfm-21022011-le-mes-est-un.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3417043924566102434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4775370334679441328/posts/default/3417043924566102434'/><link rel='alternate' type='text/html' href='http://labforecast.blogspot.com/2012/02/nicolas-doze-bfm-21022011-le-mes-est-un.html' title='Nicolas Doze BFM - 21/02/2011 - Le MES est un coup d&apos;état'/><author><name>Anthony CROS</name><uri>http://www.blogger.com/profile/17646403214842497352</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-4775370334679441328.post-2907643140414189436</id><published>2012-02-21T14:55:00.001+01:00</published><updated>2012-02-21T14:57:40.842+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PETROLE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - EUROPE'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIONS - US'/><category scheme='http://www.blogger.com/atom/ns#' term='OIL'/><category scheme='http://www.blogger.com/atom/ns#' term='COMMODITIES'/><title type='text'>Volatilité extrêmement faible du pétrole malgré l'Iran et les problèmes en zone Euro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-c9xfRpVCsJI/T0OiHkhkvzI/AAAAAAAABEc/iZqwsgxwlqM/s1600/vol.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 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scheme='http://www.blogger.com/atom/ns#' term='BFM'/><category scheme='http://www.blogger.com/atom/ns#' term='DELAMARCHE'/><title type='text'>Olivier Delamarche - La Grèce est morte 21 février 2012</title><content type='html'>&lt;object style="height: 390px; width: 640px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/z5ZWoYy2jCI?version=3&amp;feature=player_detailpage"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/z5ZWoYy2jCI?version=3&amp;feature=player_detailpage" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4775370334679441328-2989867979065941325?l=labforecast.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' 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src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4775370334679441328.post-2858472667022706620</id><published>2012-02-21T09:18:00.003+01:00</published><updated>2012-02-21T18:21:21.945+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEVISES'/><category scheme='http://www.blogger.com/atom/ns#' term='EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='FOREX'/><title type='text'>AC Chartisme - l'€/$ rentre dans une période de consolidation</title><content type='html'>&lt;img alt="" 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" /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;u&gt;&lt;b&gt;&lt;span class="hps"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;u&gt;&lt;b&gt;&lt;span class="hps"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;u&gt;&lt;b&gt;&lt;span class="hps"&gt;EUR&lt;/span&gt; &lt;span class="hps"&gt;/&lt;/span&gt; &lt;span class="hps"&gt;USD&lt;/span&gt;&lt;span class=""&gt;:&lt;/span&gt;&lt;/b&gt;&lt;/u&gt; &lt;span class="hps"&gt;L'incapacité&lt;/span&gt; &lt;span class="hps"&gt;de fermer&lt;/span&gt; &lt;span class="hps"&gt;sous le support&lt;/span&gt; &lt;span class="hps"&gt;de&lt;/span&gt; &lt;span class="hps"&gt;1,3025&lt;/span&gt; ces derniers jours, nous amène à penser que nous sommes enfermé dans une période de consolidation&lt;span class="hps"&gt;&lt;/span&gt;, &lt;span class="hps"&gt;sans&lt;/span&gt; &lt;span class="hps"&gt;biais directionnel clair à court terme&lt;/span&gt;.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="" id="result_box" lang="fr"&gt;&lt;span class="hps"&gt;L&lt;/span&gt;&lt;span class="hps"&gt;es&lt;/span&gt; &lt;span class="hps"&gt;niveaux&lt;/span&gt; &lt;span class="hps"&gt;clés&lt;/span&gt; &lt;span class="hps"&gt;à surveiller&lt;/span&gt; sont 1.3325 et 1.2970 ainsi que le support et la résistance que l'on peut voir sur le graphique. Tant que nous restons dans ce range il est probable que nous assistions à une forte volatilité intraday. Nous sommes donc aujourd'hui en position d'attente et prendrons position dès une sortie du range en clôture.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtoAAAG1CAIAAABIxsR2AAAgAElEQVR4nOy9d1RbyZ6oe+7ctSbcddZ78+bdM/fMmTvvnrM6nT7dju2EEzYOONtgHNp2OwdsHME5EkwyGYMxYAwmChAiSggkckYkIaIkQBIo55yl90cNGqDbbZtmI9mub+3lZW1t1S5tdu36VPWrqt9ZEUAul6PRaCRSBlgsFr1ej1z6c4jBYDCbzfbOxfyh1+stFou9c2E1m80Gg8HeubBarVaDwWAymeydi/fCaDQ6SFY/ltL9PjjUVXWEsjk/fER1xJxgNpvn7fui0Wi5XI5Eyr9DIlGkdcRkMimVSuTSn0NUKpXRaLR3LuYPpVLpCPplNBpVKpW9c2G1Wq1qtdpBxOidaDQaR3iCWywWhULxyVScWq1Wp9PZOxdWq9WqUCgcoWzOD+Ausncu5o/5rBOhjkwD6ojDAnVkBlBHPhSoIwjhIGVzfrBYLB9LHTEnmEymeXviQR2ZBtQRh8VBHnlQR2YB1BEkgDpiF6COIMf86cjUWAeLxaLVasETymw2a7Vas9lssVh0Oh2oYg0GAyhptnfBB6GO2IA6YhegjswCqCNIAHXELkAdQY6pOjIjNEqv14O7HcgDeEuv14NnoMlk0mq1oGjbLGIq03SEx+Pl5eUxGAzwkk6nl5aWlpSU8Pn81tbWkpKSoaGhoaGhsrKympoagUBQWVlZVlbGZDK7urpKS0ubm5vBCaCO2IA6YhegjswCqCNIAHXELkAdQQ6bjiiVyuLi4q6uLrCfz+djsdjCwsKxsTEKhVJaWkoikcbHx7FYLB6PFwgE9fX1paWl/f39NBqtrKysqqpKo9FMTXmajkgkEiwWOzw8DF6KxeLR0VEMBkMikYqKiqhU6tjYGB6P5/P59fX1xcXFHR0dTCazqKgIi8VKJJKKigo+n2+1WhUKBaI6YjabHaSyeSdQR+wC1JFZAHUECaCO2AWoI8iBRqNBmLBara6trW1ubgb7FQoFk8ksLy9vamoqKioaGBgYHR2tq6uj0+lkMrm4uLi6ulooFJaUlBQXF3O53MbGRiqVOjXlmZ01TU1NNh2xWCx0Or2goKCmpiYnJ6ehoQGPx2OxWKVSSSKR0tLShoaGRCJRZmYmHo/XarU1NTUsFstkMo2MjKBQqKnJmkwmiUTCm0QoFM6ikjYYDCKRiMfjcTic0dHRXwyc1uv1Go1GpVJptVqwx2w2y+XyGeVQoVAIBAKxWPyLVYXFYpHJZHw+XyAQyOXyX3wyms1mEKmuVCp/pb75RR0BX0QikUxt5lKpVGq12nZ2kUj0MXqMUql0hIpkPgvnr6PRaKCOfCifUkXiUDriCGVzfoA6ghwoFGpkZARUXgMDAy0tLWC/xWLhcrnFxcU1NTVZWVlNTU3l5eVlZWVcLpdOp6empra0tKjVagwGk5+fL5fLOzs7yWTy1JSn6YjBYCASib29vQaDQaFQ9Pf3T0xM1NTU4PF4PB7PYrGKiopKS0sZDAaRSCQSiU1NTYODg3g8HofDTUxM4HA4iUSiVqsLCwvT0tJMJpN6krGxMX9//+fPnyckJLx48eLNmzcTExNarRa8q9VqNRqNdhK1Wq3RaHQ6ne0AsKe7u/vx48cvXrxISEiIj4+vra2dkYJGo6mpqSEQCLm5uUQiUaPRqNXq8fHxmJgYNpsNjlSpVCQSKTk5OSUl5eXLl7m5uUKhUD0dgUAQERERFRWVlJT08uXLsrIykUhky5VOp9NoNCwWKyEhgc1mp6am9vT0gPzb8mz7OlKpVKFQTE1cKBTm5eW9fPkyPj4ej8crlUqwMyoqCoPBqFSqlpaWly9fJiYmFhcXS6VS9UeFRCIBXmVflEoluBXtzs9vAIdFKpXK5XJ750KtUqnEYrEj3EVzgkwmc4SrqlarP6Wr+k7AXWTvXMwf8/bE02q1qamphYWFKpXKZDJ1dHTU1tYajUalUjk6Okqj0Xp6ekpLS0tLS9lsdmlpaVlZWV9fX2trK4FAIBAITCYTi8XicLiRkZGqqqqxsbG36giNRkOhUFgslsViDQwMjI+P43A4AoEglUp7enrweDydTmexWBUVFSQSSalUNjY2EggEoVA4PDyMx+MpFAqwb6VSiUajwVRUAAaDERQUJBAIpjrHwMCAQqHQ6/U0Go3P59NotP7+/qGhIZ1Ox2KxWltbe3p6FAqFLZHOzs6oqCilUqlQKIRCIRAmmUym1+v7+/tFIpFWq83IyOjv78/IyKioqDAajQaDgcPhBAcH83g8kIhCoYiOju7o6NBqtSKRqLy8nMPhGKYjkUhCQkKGh4dVKhWbzU5OTi4pKTEajXw+v729vaOjQywWs9nsyMhILpebkJDQ09Oj1WoHBgZaW1vpdLpOp+Pz+QMDA2QyGVjX1MTHxsby8/PFYjGVSg0PD+fz+Xq9Ho/HBwYGotFokUgUGxs7PDwsEolevnxJJpMNHxXgz2HvXBi0Wq1cLrd3LgwGg0GhUIAGEscHmLG9c2EwOMxdNCfAq2oX9Hq9TCazdy7mj3l74hmNRjQaDVqeuFwuBoNBo9FjY2O9vb0gnBSLxXK5XBqNVlFR0dPTIxQKq6qq6uvrlUplZ2cnHo9nMplsNruysrK1tdUwveV4mo4AmZjaoPeL///FFr+pO38eyspmswMCAjo6OgYGBvr7+5lMplwuj46O5nA4ZrM5NTWVRCLFx8cnJib29fWNjIwkJiZWV1fn5ORgMBhbj0ZPT8/z588tFgtomDIajRgMhkAgDA4OJicnS6VSiUSSkpIik8mysrKqqqrApwQCQWhoqFgstrUAZWVlJSUlkclkPp//ixMmKpXKsLAwFosFXg4MDMTFxU1MTKSkpODx+OLi4vT09LGxsejoaJFIlJSU1N/fPzY2lpOT09jYmJOT09/fTyKR/P39iUQih8OZcQqz2Wxr5oqPj1er1VQqNScnh0AgFBUVMRiMly9fggCfwsLCioqKn2fPkXGQ/mkYOzILHKqz5pPpVoCdNXYBdtYgx9SRNT93Bhu/vvMX352neUfYbPbDhw+zs7MLCgrQaHRjY6NUKo2JiQE6kpaWRiKR4uLi2tvbrVYrFostKCiwWq0CgSA8PFwgEIBEent77927l5mZmZmZmZaWNjg4KJVKX758GRERMTQ0ZLVayWRyXl6e2WzOzMwkEongUzN0BGSvuro6OTk5MjIyOztbKpXOyD/QESaTCV6Oj4/HxsYSicTk5GSj0ajX658/f15fXx8bGwt0pK+vD0TylpWVRUREoNHo1tbWuLg4EHL7iyEgo6OjiYmJZDJZLpdnZ2ezWKz29vaioqLh4eHk5GTw/CorKystLZ2LP8j8AXVkBlBHPhQYyooQDlI25weoI8jx0U+DNjExERoaOvX+UCqVttaR169fk0gk0MxgtVoxGAwej7darQqFIiIigsPhgI+QyeSQkBAqlTo8PNzb2yuRSPR6fUpKir+/PxjRU1JSAqJ88/LycDgc+BSHwwkLC5PJZOClbVSO0WgUCoXPnz+vqamZkf8ZrSPt7e2JiYk1NTWZmZkWi8VisSQkJBCJxKk6Ul5enpGRMT4+jkajUShUa2trenq61WpVqVQ/fwQMDw8nJSVRKBSr1drQ0BASElJeXp6QkBAaGtrY2PjixQuQQzQabWvj+VhwkEce1JFZAHUECaCO2AWoI8jxKejI06dPGQyGUCgUCoUikQi0jgwODvL5/MDAQBKJ9PLly76+PqvV2tLSkpycLJFIOjs74+PjbXdVd3d3TEyM1Wo1m81qtRocmZWVhcfj8/LyQE8Nm822HUmlUtlsNhqNzsjIMBgMExMTIpFIpVJlZWV1dnaKxWIWixUfH9/W1sbn87lcri23CoUiJCSkt7dXKBRSKJSYmBgSiTQyMgKac0ZGRmJjY8lkclRUlFAoTExMpFAo+fn5WCxWIBAkJia+evWqvr4+LS3NarUqlUoGgzG1AYbP50dHR7e0tIjFYqlUyuFwent7e3t7s7Oz4+LimExmUlJSe3v76OhofHy8bQ6YjwUHeeRBHZkFUEeQAOqIXYA6ghwfvY6IRKK4uDhQVb969erNmzejo6Otra0ZGRl4PD4rK2twcLC4uHh0dNRqtWo0msrKyuzs7NzcXDqdbkuERqPl5+fbYkeUSmVBQQGbzdbpdGByFCwWC8b3GgyG5ubmtLS01NTUoqIiiURitVqJRGJ3dzdIp6SkJCcnJyMjo6amRqfTtbS0NDY22k6k0WhSU1MTEhJev36dnp5OIpFMJpPRaGxqasrOzs7Ozu7p6ZFIJLm5uTKZrLi4eGxsjMlk5uTkFBYWtrS0pKWlgYlfrFarQqHIzc0lkUi2xAcGBkJCQlJSUlJSUlAolEgkAvv7+vrq6uqsVuvo6GhWVlZ6enpbW5uDrAX6/jjIIw/qyCyAOoIEUEfsAtQR5PjodcRisYCoCxugYIBIXdADAmagtx1v+NnK7OAY6+SsrMBLwFsgPnRGYQMja2xpms1m2wFg1I8tqmPqWwCTyQTyOSMPMz4F/gWnAMoC/mPLjFqtbm1tBZo19dQg8anZs327qUl9dDjIIw/qyCyAOoIEUEfsAtQR5PjodWRu+bgmiddoNJ/PU8BBHnlQR2YB1BEkgDpiF6COIAfUkWl8XDrykbZzzA4HeeRBHZkFUEeQAOqIXYA6ghxQR6YBdcRhcZBHHtSRWQB1BAmgjtgFqCPIAXVkGlBHHBYHeeRBHZkFUEeQAOqIXYA6ghxQR6YBdcRhcZBHHtSRWQB1BAmgjtgFqCPIAXVkGlBHHBYHeeRBHZkFUEeQAOqIXYA6ghxQR6YBdcRhcZBHHtSRWeAgOmK1WD6l1VUcSkc+mav6TqCOIAfUkWlAHXFYoI7MAOqI1Wodn5jwDw7yDQp8n+1JUOA93ydP3u9gx98e+vs9DPC3ezZ8wVUNfDr/530S+DQ6Lg4sCzpvQB1BDqgj04A64rBAHZkB1BGr1drS2vo0OmqQy6awmO/celmM1qGBXhbjfQ529G2c2UGndo7QKOP2zgm4qswxu5za59ED/uRKqPMD1BHkgDoyDagjDgvUkRlAHbFarc2trTEpr8QWE1+vfefG02lGxEKeTvM+Bzv+xpRLWQqZ3bPB12tHxEKuVm2XUz8IDACrnM4bUEeQA+rINKCOOCxQR2YAdcRqtTa3tkanJIvNRp5O886Nq1XTRQKuVv0+Bzv+xpBJWAqZ3bMBJM9eV/XBU6gjyAJ15K1AHbEBdcQuQB2ZBVBHkNigjvCgjiAP1JG3AnXEBtQRuwB1ZBZAHUFigzrCgzqCPFBH3grUERtQR+wC1JFZ4FA6YnvJ0ag4GtXsakG2WvmLFTBXq55QKbha9dsOmHp2tlo562qYrVaOScXv1JEJleK3nMX2dX7+Fl+vtf0f6sgnDNSRtwJ1xAbUEbsAdWQWOI6OjIiFw3wuqMUD458n5uZMrVbfc5tQKS7dv4trbhQa9VP3Cwy6tuHBm0/9u8dGrj5+WN7SJDDofjEFgUH3Cp3nGx05Cx/i67VUAe/S/bvlLU0TKsXbDhMYdCX1tQcvnEvOz51dTQ++jk+A3xCP8/OrNMznjivlUEc+eaCOvBWoIzagjtgFqCOzwEF0hKfTUAW8x5Hhdb09AoPu3C0f3+hIkckgMhls3iAw6IRGvdCo/7lJ8PVa8NaESrHRbW8WthR80HY8GGNS0905wJnYcmA/Co+TWEy2ilxo1E/9f8DzmONXL3M0KluyQG5AglPPCIaQ2I4RGHT97PEN+/bkVeKn6sjUY8CJvB7cO3vTu589PuMYgUEHvt3PP2LbY/s61V0dYPzO1P0shexBWGg7dQikMyYVg2yDRMD/bVdm6qnf81JDHXEcoI68FagjNqCO2AWoI7PAcXTkJSr7uzVO5275kGjDF+/duRUYkJSHehgRVlBFAGZQ39sT8vKFf2w0ppo4o7IfEQsTc3OexsUWVBE2uu3NKcfydJqi2mr/2Oio1JTani6uVk1mjsVlppOZYzuOHI58/So67TVVwOPrtRMqxYvszOquDlD1Co36wPjnJ69f5WrVPYzR6LTXvtGRaUUYhkxSWFOVVoQB42Z7GKPhr5KoAl732EhUaopvdOSb4kKGTDLAmdi03y2fUGHLIV+vbacOhb9K8ouJSi8pYsqlRbXVK7Zudj10AFNNtB1DGWdGp73Owpa+yM5kyCR9E6znGW98oyNfofPoIgFfr+0cob1EZQe9iMvCljJkkl4W43nGmxGxsINOTcjJCnoRl40rG5WIEnKy/ua08sqjB2TmGF0kiMtM942OTM7P7WGMCgw6bFPDaww6pxzrGx2ZUpDPkEkEBl07dSjk5YvHkeEl9bWgTYjY0R70Ii7geQy2qWHWvWZQR5DmE9QRvV7f398vk8nAS7lc3tHR0dfXp1QqOzs729ra2Gy2TCbr6uoaGxszGo3Dw8NkMlmj0QiFws7OTjabbfsg1BEA1BG7AHVkFjiIjvD12syykiUbnQPiYgc4Exfv3Vm/Z1do0ssHYaHrdu+sI3c39VM8zp4OTUwIf5W07fDB1MIC2w93vl4bnBC//cjhF9mZD8OffbX8h7xKfAOF7HH2dPirpKjUlJ1Hf6zp7iR2tK/fs6t5oG/HkcPPM95sO3wws6xEbDY29VNc3PfN0JFTN671TbBOXr/6ICw0PivD/fRJ/9joLGzpZg/3vgmWyGSISk3Zf+ZU2/Dg8auXH0WExWWm7zt5PDD++Qwd4eu1ZOaY++mTPgF+CTlZe0/8FJqY0EAhbz3o8dMVrwYK2dYk00Ahf7929dmb3lnY0r4J1rlbPreDnibkZB08f/ZuSBBVwDt4/qy3v29yfu752zdReFxVJ2n9nl1N/ZQD587cfOqfNLk/G1e2eMN6oErg40l5qNtBT3+64jUqET1LernIeV30m9evMehN+92ysKUDnIkD585cffzwSXTkhn17sE0Nle2t7qdPRqWmBCfEbz3oUVBFmF0bCdQRpLGLjphMJiqVyuVywX6tVksmk7u6uhQKRV9fX2trK41GU6vVFAplcHDQaDSyWKzOzk6pVKpUKru7u0dGRmasWjBNRxgMxps3b4aHh8HL4eHhzs5ODAbT1taWl5dHo9FEIlFtbW17ezsej+/o6KisrGxqampqaqqoqOjq6iovLwd3ANQRG1BH7ALUkVngODrS2Ne77fDBirYWgUF34c6t87dvcjSqcaV8y4H9mWUlQS/iNrrtTSnITyvC7Dvx06EL52y/2seVctdDBxJzc6QWcwed+sOmjSg8bkQsLKypQhMr04owG/bteZ7xprqrw8V9X/NA37bDB/Mq8Y8jwy/cucXVqOOzMo5dvmQLtgA6cvamNwqPW+qyIT4r401xodeDe07bXVuHBrYe9MBUE9lq5bHLl6JSU8AxL7Iz3xQXet69vXbXjnbq0FQdEZkMoOIflYgkFlNqYcHWgx40If/cLZ+gF3Eik8F20sa+3pWuW4rraqQWc1lj/SLndTFvUtNLinwC/Ja6bGgZ7Hdx3xecEE9mjg1wJoZ4HGJH+0a3vfW9PRvd9oYmJtj2tw4Puh460EAhCww6Em04o7Q4rxIflpy4atvWpn5KREryrmNH6CKB2Gw8d8vnUURYTjl20363EbGQr9cW1Va3Dg3c8Huy8+iPqYUFqYUFm/a7Xbx3ZxZBPFBH5gG76IhYLM7NzW1qagL72Wx2W1tbeXl5Q0NDfn5+X18fj8fr6uqqr68nEokkEgmHw3V0dFRVVdXU1IAjeTze1JSn6YjZbG5oaLDpiNVqpVAo2dnZZDIZhULV1NT09/fj8XilUtne3p6enj4wMCASibKzs8vLy3U6XXV19fj4uNVqVSqVUEcAUEfsAtSRWeA4OtJAIbseOoBvbQY64hcTJTDo2GrljiOHUwsLbvg9Wb3d9VFE2MPwZw/CQlMK8m3NDzQhH4RriEyGMal4w749uRXluObGPceP3fB78iQqYtW2rZGvX03VkXxCRR25e6Pb3qZ+yolrV16h82yBFDYdic/K+NZp5f1nIeCMESnJI2Lh3ZAgnwC/pn7KZg93Em04LjP9b6tXPQgLBcdEp73uoFM3e7gDHQExGeGvktxPn+RoVEKjvqS+1sV9X+cI7dwtn8D457ZWB9A6smHfntahAbHZmFFa/PWKZXdDgh6GP3sY/uxZ0sshHqewpuqw5/ldx4543r3dMthf1Una6LaXzBwrqCIcunBu17EjF+/daRnsbx0a2HroQB25m6/XhiYm7P7p6IOwUG9/3x82bawjd0ekJJ+4dmVCpRCZDJfu370XGvwiO3PviZ/AGB+RycDXa496Xdy03+1xZDj4UlnY0tn118BZWZFmnnUEXFuLxUKhUFpaWmxvMRiM7Ozszs5ONBpNIBB6e3uJRCKHw6HRaOnp6c3NzRqNprCwEAhNZ2dnb2/v1JRnxo40NzfTaDRwJrFYrFQqa2trm5ubORwOi8XKzc0tLi6Wy+UtLS0oFIpCofD5/NzcXBwOp1arwYnVanVhYWFaWprFYjEhg8FgUCgUCCU+tyiVSr1eb+9czB9yudxoNNo7Fya9Xu8gd4hKpdJqtfbOxXuBUFbNZnNjc3NUcpLAoAOjdn9942rV9b09Ww96lLc08XSa87dv+kZHcrVqlkK2/cdDqYUFD8JCj3hdBEEkVAGPKuDZPjsqEW1025tWhBGbjT2M0RVbN+eUY739fc/fvsnTaYZ4HNdDByJSkkFzAmiDySnHMuXS41cvX354f/+ZUx10Klerto0ufhoXe8bnxmsMet3unTQhn6/XjkpEg1w2T6cpqCK4nTrhFxN16sa1CZXiFTrPee9u0LQwKhEN8TiUcaaL+768SjxLIQO5TcjJ2nb4IEshExr1WdhSF/d9/ezxMz43Ap7H8KYMaa4jd2/Yt6dlsF9g0OUTKla6bulnj/P1WhCPwpRL6SLBmFTc2Nd76sa1Mz43cM2NG/bt6aBTR8TCMam4gUI+ce3KuVs+deTurQc96sjdI2Kh897dCTlZQqMe29Sw0nVLbU9XWHLi8auXQQDsxXt37oYEvSku3LTfbUwq5uk0DRRyO3Xo7E3vyw/vgxaRIR6HLhK8z19wxsbWqO4F+HO43Dm/tX4Fo9Eol8vn84z2Zd6eeGazOTU1tbCwENjP4OBgW1sbkAeZTCaTybq7uwkEwvj4uEgkwmAwBQUFbDZ7cHAwJyensbFRqVQWFhZiMBipVNrW1tbf3/9WHZmYmEhPT8fhcDwej0qldnd3V1ZWFhYWdnR0VFdX19TUADUhEonl5eVUKhWHw1VUVJDJ5Nra2urq6srKSp1OZzKZ6HQ6CoUymUxKZFAoFECVHB+xWCyXy+2di/lDLBYrFAp750Ipl8sd5A6RSCQymczeuXgvEMqqWq2uqql+9iKepZCNiIXv3EYlopbB/q0HPR6GP+sYoZ28fvVeaPCYVEwV8Dbtd0vIySqsqXLa7hqRkpxRWnzw/Nm4zPQxqdj2cc+7t91Pn0Thcb7RkX9evDC9pMg/NnrXsSP5hIqncbGLnNed8bmRU45du2sHsaPdxX1famHBuFL+IjvzPxZ8d9338dScMGSSRxFhR70u1pG7Xdz33Q0Jyq0oP3fL525IEF0kIDPHdv909G+rVyXkZLEUMuAQD8JCcyvKz/jceBj+jEQbXrd7Zxa2lC4SAFGo6iS5uO97lvSyoIoA4j+GeJyfrng9igizfQWGTFLR1rJm5/aa7k6GTNI2PLj1oMcNvyd5lXivB/du+D2p7+057Hk+8vWrotrq87dvnr99s6i2eu2uHZhq4mHP81GpKUW11Wdvel+4c6upn7LRbW/gi7i24cG9J3664fcEhcddefTgix+WxGdl+EZHHvY8P8znMuXSMz43rvs+buzrdXHf5xsdmZSH2uzhnl5SlFaEWb1jW3xWxmsM2u3UifSSoqmX+v23W08ejY6Oqub83no7H1EdMSfM2xNPo9GgUCg6nW4ymcRiMQaDyc7O5nK5Q0NDVCq1vLy8tLS0qampvr6+vr4ej8d3dXVVVFTgcDgqlYrH44lEYnNzM4lEIhKJOBxOKpW+VUckEgmdTmcwGOC76fV6JpPJ4XBMJhOPx2MwGKA5l8ViSSQSi8UiEAgmJiZMJpNarWYymQqFAqSjUChgZw0AdtbYBdhZMwscpLOGp9PQRYKXqOwT164QSG0RKcmvMWi+XsvRqG4HPS1tqOPrtdm4Ms+7t097Xw9OiJ863wZfr+0apYPmkBfZmTf8nlS2t/ZNsHyjIz3v3k7Oz31TXHjqxrVsXJm3v28PY/RWYEBle6vYbCTRhhdvWF9SXzt1khKBQfemuDDoRRxXq65oa7n6+OFp7+t3ggNJtGFwxrjM9COXPCnjTDDKt7yl6cqjB6e9r98LDe4apdNFAm9/38r2VtBZA9Isqa+9/PD+hTu3AuOfD/E4HI0qNDHhTXHh1IG1XaP0676Pe1kMkGx1V8d138enva/ffOrfMtjP0ajeFBee8blxxufGvdDgdupQO3Xouu/jfvZ4WhEG7L//LKRteJCrVUenvT7tfb2+t4dAart0/+5138dFtdW+MVF3ggOT83ODXsSx1UqhUR+RkvwiO1No1Jc11l96cO/k9asxb1IZMsmESpFSkH/+9s3T3tejUlPAuB7YWeOAmOa3swbU9SqVamRkZHR0VCaTCYVCg8HAZrOZTKbBYBCLxWNjY6CBis1m8/l8i8UilUqZTKZOpzMYDCwWSywWz0gZDvRFFqgjdgHqyCxwEB0B06CBzguuVg0221u2Oht0qYAKe0boCfjsz/eAg23JggQ5GhVVwPOLiTp2+dKoRPTz6hYcaTsjb/pUp1MnFvvFXM2YJB4cw1Yrbce8bd7YqR/h6TQgpMM2ZQhIxLZnaian7rddRr5eSxcJwHmnXlvb6WZ8TVv2bF1sP7/UH6AjMJQVYeZZR+C8I/8F1BGHBerIDKCOWB14zRoQ/ULEhfUAACAASURBVHrD78neEz8ROtp/y0xfb9vgmjU8qCPIA3XkrUAdsQF1xC5AHZkFn6GO8HQatlpJZo4N8TgIpQ91hAd1BHmgjrwVqCM2oI7YBagjs+Dz1BGeTvNbuiHeuUEd4UEdQR6oI28F6ogNqCN2AerILEBUR2JevwJLw7zPBmI4PoFNYNCxFLJxpRwsImPfbVQisrnXPG8PAp9CHUEUqCNvBeqIDagjdgHqyCxATkda2tp8w8N6xkY6aMPv3EjUoTpyN4k69D4HO/7W1Nfb3E+xezZItOF6cnf7h1zVTjq1Z2ykk0777ae+8eC+QCBA4tZ6G1BHkAPqyDSgjjgsUEdmAHXEarVyuNxnkZGBYc/ec3vy9Gngs/c92ME3v+Ag/+Bgu2dj8qqGvv/xV3y8v/7227MXLwaFh/2mUz8LffnqlVarReLWehtQR5AD6sg0oI44LFBHZgB1ZBaoHeNvNyfo9XoHuQHUavUHHS8Riw8ePHjixImP5WE7FagjyAF1ZBpQRxwWqCMzgDryoVgsFoVCMWOpz48XrVar0+nsnQurdVZls7e3d8WKFdHR0SaTCaFcIQTUEeSAOjINqCMOC9SRGUAd+VCgjiDE7MpmVlbWggUL6uvrkcgSckAdQQ6oI9OAOuKwQB2ZAdSRDwXqCELMrmxqtdrr169v3bqVy+UikSuEgDqCHFBHpgF1xGGBOjIDqCMfCtQRhJh12RwfH3dxcbl9+7Yj3B7vCdQR5IA6Mg2oIw4L1JEZQB35UKCOIMRvKZtVVVWLFi3Ky8v7WP4uUEeQA+rINKCOOCxQR2YAdeRDgTqCEL+lbJpMpmfPnq1YsWJgYGBuc4UQUEeQA+rINKCOOCxQR2YAdeRDgTqCEL+xbEokkkOHDh09ehShqmhugTqCHFBHpgF1xGGBOjIDqCMfCtQRhPjtZbO3t3fZsmXR0dGOUMZ/HagjyAF1ZBpQRxwWqCMzgDryoUAdQYg5KZvZ2dmLFy92/HG/UEeQA+rINKCOOCxQR2YAdeRDgTqCEHNSNnU63fXr17ds2cLhcOYkVwgBdQQ5oI5MA+qIwwJ1ZAZQRz4UqCMIMVdlE4z7vXnz5jwvQ/NBQB1BDqgj04A64rBAHZkB1JEPBeoIQsxh2ayqqlqwYEFubu6cpIYEUEeQA+rINKCOOCxQR2YAdeRDgTqCEHNYNk0mU0RExKpVq/r7++ckwTkH6ghyQB2ZBtQRhwXqyAygjnwoUEcQYm7LpkwmO3z48JEjRxQKxVylOYdAHUGO+dMRvV5vu2UtFotGo7GVJaPRaDKZwE5Qxer1etB9aDabNRqNbdVHqCM2oI7YBagjswDqCBJ8qjpitVr7+vqWLVsWFRXlgOv9Qh1Bjqk6YjAYpv71tVqtRqMBhddkMoG6T6vVggeL0WgE7wKL+PmDcZqOcLlcFArFYDDASxqNVlpaWlxcLBKJDAZDcXFxX1/f0NBQWVlZdXU1n8+vqKgoKytjMBgdHR2lpaVNTU3g9FBHbEAdsQtQR2YB1BEk+IR1xGq1ZmVlLVy4sK6ubm6T/e1AHUEOm44oFIqioqLOzk6wn8fjYbHYwsLC0dFRs9lcV1dXV1fHZrPLysrKy8t5PF5tbW1paWlfX9/w8HBZWRmRSNRoNFNTnqYjUqkUh8MNDw/bXo6OjhYUFLBYrL6+PhQK1dLSQiAQBAJBQ0MDyAeLxSoqKsJisVKptLKyks/ng1xCHQFAHbELUEdmAdQRJPi0dUSn0/n4+Li6uk5MTMxtyr8RqCPIgUajQQ+dWq2uq6trbm4G+5VKJZPJxOFwvb29TCYTjUYTCISGhgY6nU4mk4uKimpqakQiUUlJSVFREY/Ha2pqolKpU1Oe2VnT1NRk0xGLxTIyMlJQUNDa2orFYqurqysqKioqKpRKJYlESktLGxwcFIlEmZmZeDxeq9XW1NSwWCyTyUSj0VAoFHKXw2w2fyy32meoI45Qkcxn4fx1frFN0jFxEB2xOsxdNCc4lI4gcVXHx8c3b97s7e3tIDcPAOoIcqBQKBqNBuq1gYGBlpYWsN9isXC53JKSksbGxrKyssbGxpKSEgKBwOVy6XR6WlpaS0uLWq3GYDD5+flyubyzs5NMJk9NeZqO6PV6AoFAJpMNBoNcLu/r62OxWDU1NWVlZbW1tdnZ2fn5+RUVFaOjo0QisaqqqrGxsb+/v6KiAofDsVgsHA4nkUjUanVRUVFaWprJZFKr1SoEUCqVEokEiZTnHIlEolAo7J2L+UMsFiuVSnvnQqVQKBzkDpFKpXK53N65eC8cJ6tisdjeWZgzZDKZTCazdy5UKsSuqlqtxuFw3333XUZGBkIP/NnxKd1F72Te6kStVpuWllZUVKRWq41GI4lEqqmpMRgMCoViZGRkeHi4u7sbg8HU1dUVFRWlpqZWV1dTKJSWlpaqqqrKysqxsTEcDldeXk6n06uqqmyRIb+gI3Q6PS8vD7jFwMDAxMREeXk5kUgEmjk+Ps5kMtlsdmVlZUdHh0qlampqqqqqEovFNBqtoqKir68P2LdSqUSj0RaLxYgMOp1OLpcjlPjcolAotFqtvXMxTxgMBplMptfr7Z0Ro1ardZA7RKlUgtBvx8dBsgruIoPBYO+MzA0qlQo8uO0LomVTr9eHhYUtW7aMTCYjkf4s0Ov1n9Jd9E7mp04E1xONRgMl4HK5RUVFBQUFY2NjFApFKBQSiUQcDsfj8axWq0QiGRwclEql1dXVDQ0NSqWyu7u7srKSxWJxuVwCgdDe3m6c3nUAB/oii+rz66yBsSNTgbEjswB21iABoldVJpMdPXr02LFjMpkMoVN8ELCzBjk+ynlHenp6iouLSSQSnU6fmJgQiUQqlWpOhoRBHXFYoI7MAOrIhwJDWREC6bJJoVCWLVsWERHhCE8AqCPI8fHpSEFBAQqFcnZ2XrBgwTfffLNq1aodO3YcPXrUy8vrwYMHMTExKBSKSCSSyWQulyuXy9VqtV6vf89nENQRhwXqyAygjnwoUEcQAumyabFYcnJyvv/++5qaGuTO8v6Z+VjqiDkB6shbAa0jarWazWbT6fSurq7y8vK0tLSgoKArV64cPnx47969W7duXbt27fLlyxcsWODk5LRnz56zZ8/ev38/NjY2MzMTi8W2tLQMDg7y+XyDwWA2m2c8nmaMV3ZYoI7YBagjswDqCBJ8PjpitVq1Wq23t/eWLVvsPu4X6ghyfJQ68isHqNVqLpdLpVI7Ozvr6urQaHRsbOzDhw/PnTu3c+fONWvWrF27dt26dWvWrFmzZo2zs/OBAwe8vLyePn2akpKCw+EaGhra2toYDIZYLHaEB+ivAHXELkAdmQVQR5Dgs9IRq9U6MTHh6urq4+Nj33sJ6ghyfGo68jYsFgu4rOPj4729vbW1tQUFBa9evQoJCbl+/fqRI0e2bt26ZMmSBQsWLF++fOPGjTt27HBzcztx4sTdu3djYmJycnJqa2sHBgaYTCaPx5PL5XZ/vEIdsQtQR2YB1BEk+Nx0xGq11tbWLliwANGpp94J1BHk+Fx05FcwmUxarVapVEqlUjqdXldXh8ViX79+HRwcfPv27XPnznl4eLi4uPzwww/ffPPNsmXLXFxc9u/ff/bs2Vu3bgUHB6ekpJSVlbW3t4+NjUkkEqVSqdVq52GpBagjdgHqyCyAOoIEn6GOmM3myMjI5cuX9/X1zcPpfhGoI8gBdWQaFotFrVZP3aPX6+VyOY/HYzKZg4ODdXV1OTk5MTEx9+7dO3nypJub244dOzZu3Lhq1aoFCxYsWbJk8+bNR44cuXHjRnBwcFJSUkFBQW1tbW9vL4vFUqvVYKXAOckq1BG7AHVkFkAdQYLPUEesVqtUKv3xxx+PHDlir3G/UEeQA+rIND50ZI1OpxOLxQwGg0KhNDU1lZeXp6amBgYGenl5HThwwNnZee3atSBgZc2aNatXr965cyeIq33+/Dkaja6tre3o6KBSqVwud4YGvROoI3YB6sgsgDqCBJ+njlitVgqFsnLlyoiICLus9wt1BDmgjkxjrgb6WiwWs9lsMBgEAsHg4GBra2t5eXlmZmZsbOyDBw/OnTu3Z88eJyenhQsXLlu2bN26dVu3bt2zZ8/BgwevXr0aHBycmpqKxWK7urrodDqbzRaLxT8f76PRaBxw9W3kgDoyA6gjHwrUEYSY/7KJQqHsNe4X6ghyQB2ZxjzMO2KxWAwGg1qtVigUPB6vt7eXSCSiUKjY2NhHjx55eXkdO3Zsx44dq1at+uabbxYuXLh+/fpdu3YdO3bsypUrDx8+jI2NzcvLq6urI5FIHA5HJpN90MQqHy9QR2YAdeRDgTqCEPNfNnU63c2bNzdt2jT/436hjiAH1JFp2H0aNLA6oFgsZrPZIyMjJBKppKQkKSnJz8/Py8vr0KFDu3fv3rx589q1axcuXPjtt9+uX7/ew8PjwoULDx48eP78eXZ2dnl5eWtr68jIiEwmMxqNcxitYl+gjswA6siHAnUEIexSNtls9pYtW3x8fMBFYLPZTCZzHv64UEeQA+rINOyuI7+OxWKRy+UTExPDw8ONjY3V1dW5ubnR0dF37tw5deqUq6sriFYBrF69esOGDYcPH/bx8QkLC0tLSysvL29paenv72cymRKJxBFq9/cH6sgMoI58KFBHEMJeZbO2tnbRokU5OTlWqzUuLu769evzcJt9bjpisVjef2pQo9EonYTP549MMjAwQJqksbGxYpKCgoKkpKTExMTExMTS0tL8/HyoI/+Fg+vIVLRa7dSXIFpFLpePjY319PRUV1ej0ejExMSgoKCrV68eOnRow4YNIFRl7dq1Gzdu3L59u5ub27lz50CzCgaDaWhoGBwcZDAYAoFAoVA4WpzsJ6wjTU1Np0+f9vT0vHjxoo+PD4FAeJ+L/7npiNFoTEpKOnXq1KVLl7y9vaOjo6lU6ge5BdQRhLBX2TSbzREREcuWLRsYGHj9+rWrq+s8/FT42HVEN4lSqRRNwuVyGZPQaLS+Sdrb20tLS9FoNBaLzc3NjY+Pj4uLi4uLCw0NvTmJp6enh4fH/v379+/fv2/fvh2TbN26dcMka9euXTHJ0qVLv59k5cqV27dv3759+7Zt2+7evZuXlwd15L/4iHTk/UfWgEWiVSqVTCaj0WhNTU2FhYUpKSlBQUE3b948deqUu7u7s7Pz999//80336xcuXLbtm0eHh5nz569efNmeHh4WloaDofr6OgAQbUKhUKr1c7/0+cT1pGMjIzVq1ejUKiCgoJHjx798MMPnZ2d7/zU56YjOp3uzJkzJ06cKCkpycrKunnz5tatW5ubm98/BagjCGHHsimXy48ePXr06NH09PRVq1YhVJlNBWkdsUxiNBq1k6hUKvkkYrFYMMno6GjnJHV1dUVFRYWFhUVFRRkZGbGTBAYG2tTBy8vr5CSHDh3aNcmmTZtWrVq1cuXKVatWLVq06ItJvvvuOycnp1WrVq1evdrFxcXNzc3d3d3Nze3IkSMXJ/H29vb19fXz8/Pz83v27NmrSXJycvCTNDQ02BRnbGxMJpOB76JQKNSTaLVa2FkzjU9SR34drVZrm1ilt7e3qqoqMzMzLCzs9u3bJ0+e3L9//7Zt2zZs2LB8+fK//e1vy5Yt27Fjx4kTJ27fvh0SEpKSklJYWNjY2NjX18flcnU6ndFoROjB9AnrSGZm5qFDh0BzF5/P37RpU2lp6Ts/9RnqyIULFyIiIsBLvV7v7+9vu27vA9QRhJj/smkymYqLi3Nzc4VCYX9//7p169zc3BYtWsTj8ebh7LZJGWz3ktlsNk1iNBr1k0gkEuYk/f39rZMQicTCwkKbOiRMEhoa+mCSK1eunJjEzc1t06ZNmzZt2rx58/Lly7+ZBEwjDlizZs2mSUDjN+DQoUPHjx8H6Vy+fPnRo0ePHz9+9OhReHh4yiRoNLpqko6ODlsnC4PBGB8fp9PpHA5HIBDIJlGpVIZJ5rBAQR2ZxmeoI7+ORqPh8/ljY2MUCqW5ubm4uDg5OTkgIMDT03Pv3r0uLi4bNmxYt27d6knc3d0vXLjg6+ubkJCAwWBqa2u7urpoNBqfz/+Nj85PWEeysrJWr1796tWrjIwMHx+fM2fO8Pn8d37q89SR8PBw2x4SieTi4jIyMvKeKUAdQYj5L5sWiyUhIcHJyWnDhg0BAQF37979wx/+8NVXXw0NDX1QOlqtViKRSCQSqVQ6MTFBo9HodDqdTieTyW2T1NTU4CbJysp68eJFdHR0QkJCYGDgnTt37ty5c/fu3XPnzh06dOjw4cOHDx/esWMHmGVq1apVS5YsWb58OXg2guXSAOvXrwe9GM7Ozhs3bnSZxN3d/fQkPj4+/v7+AQEB/v7+z58/z5ikrKysYZL29nbKJFQqdXwSPp+vUCiUSqVCofiNRc9sNn/onFizBurINKCOvD8Wi0Wn03G53P7+/sbGRiwWm5WVFR4efuvWrVOnTu3cuXPp0qWLFy92cnJydnbevHnzzp07wXy1oaGh6enpBAKBTCbTaDQ2my2RSN75G/fT1pGFCxfev3/f19fX09Pz5MmTJBLpnZ+COtLX17dly5be3t73TAHqCEIolUqEripYwQMgk8mEk4yPj4+OjlZVVT18+PDbb7/9wx/+8I//+I///M//HB0dXVpaWlJSUlxc/Pr165iYmNjY2JiYmEePHt24cePGjRve3t5gNm3Arl27tk2yadMm50lWr14NAh1WrlwJ1jIDrF+/fufOna6urjt37jx27NilS5dAh8WDBw9CQkJCQ0NDQ0MDAwM9PT3//d///e///u8XLlwYGxtLIBAIBEJzczN5Ejqdzp1EoVCYJ3HAmxOOrHkrUEds2F1H3gaY/02j0SiVShaL1d3dXVlZmZGRERkZCSZWOXjw4LZt25YvX/7VV18tWbJk48aN+/btO378uJeXl6+v78uXLwsKChoaGmg0mlAoBBOrGAwGB/m7INRZc+DAAZlMZrFY9Hr948ePL1y48E7VgDqCw+E2btwoFArfMwWoI0gAIuhNJpNer9dMolAopFKpTCaTSqVCoZDP5/P5fPDTBQyvaG9vLy8vLygoKCgoQKPRr169ioqKioqKioyMfPz48Y1Jzp8/f/z48ePHj//000/u7u62MElnZ+eVK1c6OTk5OTl9+eWXf/jDH/71X//1j3/848KFC20TYe/YsQOEWHp4eJw5c+by5cteXl5eXl537959OklsbGxqampqaurr168xGAyBQKisrKysrGxvbx8cHBwYGBgYGOBwOIpJVCqVWq0WCATgljYajWAyBavVqtPpBgcHIyIi9uzZs2zZsjNnzuTk5HA4nI/9foM68lagjthwWB35dYxGo1KptE2s0tjYWFRUlJCQ8OTJk/Pnzx85cmTPnj2bNm1asWLFwoULFy1a5OLicvDgwcuXL4OZ9XNyciorK0kkEoPBUCgUBoNhnidWmQcdefDgwenTp9/5x/08dSQsLAyszj0yMuLh4fHkyZP3bzP7xHREr9d/6A1gC5MEIQ4AvV4PhlpotVoOhzM2NsZgMECMZHNzc3Nzc1NTEw6Hs6lDSkoKGF7x/Plzf3//u3fv+vj43Llz58KFCz/99NNPP/107NixnTt3gt6HjRs3Ll682BbrsHjxYhDosGLFCtBoCti1a9f+/fvd3d33799/9OjRU6dOnTp16vTp0zdv3vTz8wORks+fP0+bpLS0tLa2tqampra2lkKhjE3CZrN5k0gkEoVCAeIltVqt7fv+xsv+81BWNpuNQqFOnjy5cOHC7du3P3v2rLe39/0Hxzo4UEfeCtQRGx+pjvw6YNj6xMTE4OBgZ2cniKsFg8oOHTq0efNmW1Oqk5PT8uXLXV1djx49evv27YiICNsUcAMDA2w2G6HbGqHOmm+//dbLy8vb2/vs2bM7duwgEonv/NRnqCPnzp1bt26dt7e3p6fn7t27b9y48T5BNjY+AR0BAysAw8PDfX19VCp1eHi4s7OzpaWlpaWlubm5oqKirKysrKystLQUqEN8fPzz588fP35869atW7du3bx58/jx4wcOHDh48KCHh8f69ettgzCdnJxscWBTYx02bNiwcRIQULl58+YtW7b8+OOPZ8+ePXHixLlz5+7fvx8YGBgYGBgUFJSUlJSdnZ2VlZWTkwP6KQA9PT39/f39/f0DAwNjY2MTk4jFYpVKpVQqVSqVg699YVtmVSaT1dbW3rlzBww8uXHjRnV1tVgstncG5xioI28F6oiNT1JHfgWlUmkwGIRC4cjISEdHB5FIzM/Pf/nypa+v78WLF/ft27du3bpFixatXLly3bp1mzZtcnV13bdvn6enp5+f34sXL4qLi9va2gYHB8fGxgQCgUqlml21hISOsFisp0+fvnqVkp+fj8Vi3zM283PTEbPZ3NnZmZ+fn5eXV1xcTCKRPrSrAvyuRVRH9Ho9CHTQaDS2AZkgGBwMVaDT6b29vT09PT09Pd3d3TgcDgyvKCwsfPHiRVRUVHR0dGRk5K1bt65du3bt2rUrV654eHjs3bt37969e/bs2bZtm+skzs7O69atc3Z2Xr9+vZOT08pJlixZsmjRokWLFi1evHjLli27d+/evXv3nj17bB0WV65c8ff3f/bs2bNnz8AEiSgUCoVC5ebm4vF4MLyiurq6s7MTxEj29fUxmUw+n8/j8fh8vkajsbWygG+N9FV1KLRabVtbW0RExPbt25csWXL06NGcnBwWi2XvfCEF1JG3AnXExmeoI29rlgcTq6jVaqFQODg42NDQgMFgEhMTAwMDfXx8Tp48uWvXrjVr1nz77bcLFy50cnLasWPH4cOHz58/f/PmzcjIyKysLCKR2NPTw+Vy3zmxCkKzsjY2Nkml0g/6yOemI3OCQqEwmUxgWCaQBo1Go1arZTIZGGEhFot5PB6IMZyYmOjq6gLDK5qbm4uKivLy8vLz83NycmJiYsLDwyMiIkJDQ318fK5evXr16tXLly+fOHHi6NGjx44dO3r06O7du21TPNlCI1esWPHXv/71yy+//PLLL7/66itgz6AdYt++fQcOHACNFhcvXgRpXrt2zd/fPygoKCgoCAytT09Pf/PmTXp6emFhIbCH6urqnp6eoaGhoaGh4eFhkUiknESj0QA9AoPwbYNR5/aqOkiYOaKYzWYOh5OdnX38+HHQKRMREUGhUBzkxkaOT1BHdDodhUKxPXBlMll7ezvoYAML3oKgRTDi2Wg0Dg4Odnd3azQagUBAIpFs6yRBHbEBdeR9MJvNGo0GzFjMYrF6enrKy8vT0tJCQ0Nv3Lhx/PhxMLHK2rVrFy1a9Ne//nXNmjW7du06derU3bt3w8PDX716VVRU1NzcPDw8LBAIQP+6QqGYk2+k1+vHx//zxq6rqxMIBB/08Y9IR0DP/Yd+Cvz+NpvNJrPZMAXwV9BqtSBWenR0dHR0lEqltra2NjY2NjU11dbWYjAYoA7Z2dlxcXExMTExMTGRkZG3b9++ffv2nTt3wASAQB1+/PFHMIPkxo0b169f/91333399ddff/31N998s3TpUhDrsHLlShcXly1btmzZssXV1dXd3f3AgQMeHh4HDx48ffr02bNnz5496+np+fjx44CAgICAgKdPnyYnJ2dkZKSnp2dkZBAIhPr6+rq6uvr6eiqVapuLArQ38Pl8gUAAohzA+EyDwTA1TPIXAcf8tr/M3PBp64hSqayurr5z5w5wx2vXrmGx2A/98fDxYhcdMZlMQ0NDbDYb7Ndqtd3d3R0dHUqlksFgtLS0sFgsjUYD+v4MBgODwSCRSCBaqLOzk0ajzWium6YjTCYzPT19eHgYvKRSqV1dXRgMpqenp62trbGxEY/HV1dXd3R04PH49vZ20N0I9oMqBNQBUEdsQB357YDWex6PNzIy0tvb29zcjMFg4uPjHz58ePbs2d27d4NYvHXr1oFQlTVr1nh4eHh6evr7+yclJZWWltbV1XV1dY2MjEgkkg/90SmXywmE/4wR+SR1xGQySSQSkUg0MTExPj5Oo9GGh4eHh4f7+/tbWlqampqamprq6upKS0uLi4uLi4sLCgoSEhJiY2OfP38eGRl5//79W7dv+/h437l06aibGxgisXfvXicnp2XLli1btmz58uWrVq0CwytWr149dVIH21wOmzZt2jrJ9u3bjx49ev78+fPnz1+6dMnPzy84ODg4OPjZs2fp6ekoFConJyc/P7++vh7MVdXe3t7X1wdGWAwNDY2Pj7PZbDabDQZnqlQqlUplx4hFBxlZY/1EdcRgMJDJ5Ojo6C1btqxYseLHH38EnTLzOQ+HI2AXHRGLxXl5eU1NTWA/m80mkUh4PL65uZlEInV2dhYWFgJDqKqqAqO0urq6iERidXU1OJLL5U5NeZqOmM3mhoYGm45Yrdbe3t7MzEyBQCAWi9FoNJFIxOPxSqWyvb09PT19YGBAJBKB4ESdTlddXT0+Pm61WpVKJdQRANQRpAGywmazKRRKQ0NDaWlpZmZmSEjI1atXjx075urqunTpUhD9t2HDhq1bt4KpCG7duhUdHY1Coaqrq8lk8sjICIfDkUqlP1cHpVJZU1PL4XCYLFZDY6NA8L4DVgEajea33wC2kZlKpZI/CYfDodPpNBoNCER3d3dXV1dXV1dra2txcTEGg8FgMCgUKiYmJiIiIjIyMjg4+Pr161euXLly5cqFCxf27dsHZp7euXMn8IBNmza5uLiAKAcQ8WCbkXrFihVLlixZvHgxGHOxY8cOECdx4MCB/fv3f/Ef//HH3/2373/337yOHImMjAwPD4+JiQHSkJ+fj8FgqqqqwAiLhoaG3t7e/v7+vr6+oaEhLpcLgjbEYrFNEz/21UZm4FA68inFjrBYLBQKdeTIkeXLl2/dujU6OppMJtvK2id2F72TedYRcG0tFguFQmlpabG9MbhGQgAAIABJREFUxWAwMjMzqVSqVqvF4/FlZWUVFRXgSZWent7c3KzRaAoLC4HQdHZ2zpiOaGbsSHNzM41GA2cCvZu1tbXNzc1isZjJZObl5ZWUlMhksubmZhQKRaFQeDxeXl4eDodTq9UEAoHD4ajVagwGk5qaCgaqIYFerwe9y44PmG7P3rmYP+RyORjWO5/8fGIig8Egk8nAKhJSqZRGo7W0tGCx2NTU1LCwMDDc0d3d3dbmv2LFik2bNu3du/f48eNXr14NCAhISkoqLi5ub28nk8mFhUXt7e11NbWF+WiBUGg2W2Yol9FotPVQ2AIC5HK5SCQaHx/ncrlCoZA9ydjYWGtrKxhhUVdXl5ubC+IT09PTw8LCQOhiQECAbQKGCxcu/DjJgQMHXF1dt27d6urq6uLismySJUuWfPHFF3/5y1/+8pe/fP3112AQwerVq52dnd3c3MC8DocPHwYBkleuXPH29n769CmIdQgPD3/9+vWbN2/AhLMVFRVEIpFAINTV1dlaHeh0ulQqnbqAhVarlSsU2NIStw0b//Y//mXx7//D+f/5n7f375dLJFPDJ38F0MVjw/bXNBqNcrl8agjFR41ardZoNPbOhclkMn3sVxXcVxKJpLq62sfHZ/Xq1cuWLfPx8amoqJBKpaBI2g4Gd5EdczvPzFudaDabU1NTMRgMsJ/BwcG2tjZQosEcNj09PRUVFeA3BvhRBMZgolCohoYGpVJZWFiIwWAkEklra2t/f/9bdWR8fPzNmzdlZWVcLhf83sLj8RgMpqOjA4fDlZeXV1dXt7S0EAiE8vJyOp2Ow+HweDyFQqmrqwOPMJ1OZzKZRkdHUSiUyWQCo8LmHIVCIRaLkUh5zhGLxXK53N65mD9AkCmipwBzHNnQTME2NSSY4gksSKHT6cBbYNoG8Bbom6DRaGDGp5KSkqSkpMDAQG9v74MHD65Zs+aHH35YsGDBF1988cc//vHPf/7zkqVLtyxfvn3BwpvePnfv3btz915QUFBgYGBwcPCTJ09s8Yyenp4//vjj4cOHDx06tHfvXmdn57Vr165du3bVqlVff/31V1999dVXX/31r3+1LWDh5OS0ZcsWWyfFwUmOHDly/vz5CxcuXLhwAYywALNQh4aGvn79GswHlZWVVVlZCaaEqqmpAeowODg4NDQ0OjoKJnhgMplcLhdEffL5fPC8kMlkCoVCp9PZrg+4aKBrY+r1nHqdVVNQq9UUCuXutWtL//VPq//396c9rrl8sSz5aeCJlStfBwf/9hvgYynd7wO45vbOhVL50V5VUMalUmlra2tAQMCWLVsWL1587NixtLQ0KpUql8s1Gs0vVjQf6fedHfNWJ2o0GhQKNTo6ajKZRCJRQUFBVlYWh8MZHBykUqlYLLakpKSpqQk8msrKyoBFYLFYGo2Gx+MJBEJra2tHR0dlZSUOh5PJZG/VEalUOjY2xmKxwGx9er1+fHycx+OZzWaRSMRkMrVarV6vn5iYkEqlFotFKBRyOByTyaTRaMbHx5WTjWMKhQJ21gA+w84apBuEdTqdbcXtiYmJoaEhUAf39PQ0NjaCRSIqKipQKBRY/iozMzMmJiY6OjomJgYIB5iF+tKlSyDO0cPDY9euXStXrrRNOP3DDz989913X3755Z///Ocvvvji3//93//Pf/zHX/77P/31v//zX/7lX/6/f/6//u33/+PLL774t3/7t3/6p3/63e9+93d/93f/8A//8Pvf//5Pf/rT8uXLN2/evH///qtXr8bExCQnJ2dnZ4Mhr2BJTzDpPpVKpVKpYNUrLpcL1r6ymZZdmvffc2SNWq3Oz8nZ9sPyBb//X0dcj6ekER/eijqzaadUKMRnZx9euJDS2vobczIPd9G8ATtrfiMsFisnJ+fo0aM//PCDq6trZGQkhUJ552oVsLMGOdBoNAgSVavVDAaDwWCAiXaMRiOXyx0fHwdNU2C/2WwGfbIWi0Umk42Pj+t0OoPBMDExIZFIZqQMB/oiy+emI1qtFugp+E0jk8nAT3OwFjGYDIpKpVIolI5Jqqqq0Gh0fn4+Go1+8+ZNeHh4WFhYWFiYr6/v5cuXL1265OXldeLEiZ07d4KZp7dt22abJtLFxWX9JKARArB8+fLFixcvXbp06dKl69ev3zfJTz/9dG2Su3fvRkREgBmvExIS0Gg0mNEShL4CrWlrayORSOnpGTnJyYv/8MW3XzvtW7LqwcpFYds2NDU0tLe319TUFBQUvHjxws/Pz9PTc8+ePSDeYu3atRs2bNi8eTMY33H16tWQkJA3b96AYK7h4WFQGh2kogK8U0fUanUuKvfyyZML/u8/bP527dPHiaXEoZLKgYMbPNLCwq1Wq06jCTx/3mfvXskHBvxO5ROYBm0qDqUjH1Eoq1gsrq2tvXHjxpo1a1atWnXr1q3q6ur3H18KdQQ5kB3oK1bJcJT6PBI+v2PmlvdL/8+bvn/6zormkW6RRAx1BOCYOmLrCNTpdLYWeLD2FWh14PF4tmUn+/r6wMjMpqamioqKnJyc7OzsnJycpKSkkJCQ4ODgkJCQBw8eXLx40dPT8+zZs6dOnTo8iZubm20+qA0bNtgmdVi4cOFXkyxevNimFK6urrYlN0+fPg2aMby9vR8+fBgWFhYeHh4eHv7ixYusrKzs7Ozs7OyioqLa2tq6urra2loSiUSlUkFoJ5PJBCtWgG4a20riRqNxxjpYYM+vXCulUkUkEMNv3Ny6Zu+qE54L/7L43J/+Nf3QbiKBKJ8+ltg0uSAIj8ejUChVVVV5eXlgiu5r166BOblXrFjx9ddfL1261NnZeceOHYcOHTp37ty9e/eioqJycnJqamoGBwfZbLZIJAKdTfNZK/+6jojEovioqEX/609L/9//c/Hozay8FkITk9gyHhtb4L50/djgIDiMPTp6bv36lKdPzbOdNgPqCEJ8FDqi0Wj6+vqePXu2ffv2RYsWnTx5cnZrykAdQQ40Gi2SiJtHuvM7Kn7FGX5RGH6+M4+Ex1HqxSqZ1Wr9nclsziWVX8r098zw9czw9coKuJjpB/5/MdPvak6QV1aAZ4bv5aynV7IDPTP8rmQHXkMFT/7/6eXsp54Zvpezn15DBV/Oenohw/dmflhdXxumAIPc5fi4dMT0G6YzmhruB9atAGi1WlunvkAgsFXD3d3dtbW1oIYuKyuzVduJiYlhkzx58sRWzZ87d86mDrt27QJO4OzsvHTpUpsuLFiwADjE8uXL161bZ9OLPXv22D574sSJixcvXrp06ezZs7du3QKOEhwcHB8fD9wlOzu7rKysaRIKhWKbeZrH49k6X6RSqU2PQEML4EOv2/sXTgqlb2xsjMUaBxHHPz9AoVS+iot3W7zW61rwuis+a91O7fzf33j/sCD6+pV2fDn4yK8s8mkwGMBqhUqlUiaTCQQCBoPR1taGxWJTUlICAwOvX79+8uRJd3f3LVu2ODk5ff/993/729+cnZ33799/4cIFMLHKmzdvsFhsS0sLnU4HIbog2Q+9LL/O23TEbDbX19Ue27X7+9//T9dFW6Kj8rDVNEITs7KRUdEwdu7AlYALXgb9f9W4VWj0jwsXdtbWzi4bUEcQwpF1xGw2T0xMZGVlHT9+fMGCBbt27QoPD+/r63tnp8zbgDqCHJgCTF1f2838sAsZvhcz/LyyAjwz/tMZLmX6X8sJupjp75nheyU78HL2U2AR11DBl7Ofemb4Xc0JBMdfzQm8hgq6lBUAPpVLKjeZzb/TGw0h5a8uZvpdyvT3L31R3F11HxN1KdPfKyvgGT4F00XIbC29j4nObivL76gIxCbGVWdhugglPTW+xXF5HXhUO863JC6XVI7urAzDv76UFXAx0+9VdR66ALaOWK1WK2h1EEzCYDDAShAggrJuEhzu/2fvPaPa2LL87Xk/zer/munume7p3HO7b/BNDthgwASTczCYDCYabMBkE43BBkzOweQMIgchIZRFUCDnHJUQCBAZkYXeD3Wtxhi4YIPt7tFv1brrUj5VdepIVefR3vvsXVfxRpmZmcDKzOjoaD8/PyBG0tnZ2czMjOd0kJKSuvlGQkJCgIdCRERETEyMZ2mQkZFRUFAAnBpArW1AxsbGwKoNe3v7Z8+e8ZwjGRkZQPGt8vJyDAbT+Ub9/f1jb0QmkwHPC5PJXFxcBDwybDabZwF679fHxersWVk7O7vGx8exWCyTOccLEQe0vr6+urrKZrOf6BnI/iD9PKJA4omr+YsYOxN3pT/9b9D3/1vk5dba3sHlcjs6Ok5KuAQMDpPJ7O8fOKkP+/v7q6urMzMzQGKVpqam0tLShIQEHx8fCwsLVVVVRUVFGRkZcXFxYWFhQUFBOTk5Q0NDV1fX0NDQrKwsCATS1NTU29tLoVCACn/nGap/6FgcoU/TQ/z8bv/xr2J/uepg5RcUUYwmUhMykbD6cQyJll+M17wlS4DBDh+yu70d5eTkrKq6wmK9Rzf4OHJJ+jxxZGVlBYvFenh4AC7Op0+fNjY2vhtVcF7xceTyVFFZkYkrsysMsAcFxmMKytoRriVh9qBAx6LglIaS6i5MWmPZi5qkig5kUSvsZU1SFr4S2lsPaoGG1KVXdqLzSDUvapIgvfVFrbAXNUn2hYF2hQFh8Mydvd1DOAIK9AMnVHQi/cAJAI48q4qNRuZUd2H8wYl+4IRELCitscy2ICAcnpnaUOpdGeNbHZ9NqEquLy5rR0Qis93Kwp+Agp6AgtxKwpJhBTt7l5X9icPhXODQ7+3t8dYOsFismTeampoaeaPu7u7WN6qrqyt9o+Tk5LCwsPDw8LCwMA8PD1tbW1tb28ePH+vq6iorKysrKwNAIPdG0tLSPFwAfKJ37twB8joICgoKCgoKCQkBgZBA2cyHDx/yQi+DgoLi3yg/Px/8RkgkkkAgAFGcHR0dQIeHh4epVCqLxVpYWFhYWPhoGYE+k1fe2XGkq6trfHwCh6ufmZnhpTsDND423t83sMhk6twS19NztA9IFrSytQyMKyprVvpBwvWvv0+1NgOlpW0sL9c3NC4sHJ+PhM1m7+/vU6m05ub3DPDkcDjLy8sUCqW3txdIR5adnR0SEuLk5GRoaCglJQXwqISEhJSUlJycnKqqqpWVlbe3d0JCQnl5OYFA6OnpmZiYANKCnWJq2tzc5KVdAdYyQKoqNe+IX//lH0yUzTNz0FWIgegUKIpACUuoqsWNoYlUH9fIx8r3Nt5xJDOmph7dvZsZFLT/Xmle+ThyGfpMnk1A29vbvb29kZGRSkpKgoKCpqamZWVlF1hTho8jl6Sdvd1kWIFbSRgw10cgskrb4U/LIgAc8QcnvsYVlbbDn1XF+VbHFTRDQurS7QsDUxpKIpHZvtXxz6riytoRcZj88g5kUG2Kc3EI4JD5B46EwzPtCgOegIIci4LzSGAejjwBBcVjCqq7MU/LIp5VxYFaan2r4hyLgnOI1f41iXaFAYHQ5IJmyPPq+Cx8RUEzJJcEBo6yLwx8Wh5BXpi+qCHgGe2BTFBAgCSv9tX8/DyDwaDRaDQajUqldnZ2AnGITU1NVVVVBQUFhYWFBQUFsbGxr169Cg4OfvXq1dOnT4G0jzY2NqampsDqSj09PQ0NDWDhpYKCgoSEBFBi+/bt21evXgU8F1euXLl9+7b0G2lpaRkbGxsbG5uYmDx58sTjjYKDg2NjY2NjY8PDw9PT03n4UldXh3+jnp6eyTean5/nLVIFAo8BAeu8AV3UYF6qPpNX3llwZHh4ZGdnt6urG8ARJpNZj6vncrk7u3tcLnefw4kuTAnKjAElJNz5/fc31A3EbJyMngZHZNVim+lBfmlyf/rKR1Em8MY3XUg4nkBcWDjeEgDgCI1Ga2lpPbbBewvw321vby8tLY2NjTU3N9fW1ubk5ERFRfn4+FhbW+vo6Ny9e/eHH364evWqmJgYEFRramrq5OQUGhqanZ1dW1vb2dkJ1F1bXl5eXFzkGbdqobWm2vdv/fZPCj9IBvmn1WJGsc30Ikjni+hiMGbYL6qoAtkPRgxqi2qUJacc2z0SHG5040YzAnHe++LjyCXpc3g29/f3p6enCwsLTUxMbt68qaqqGhcXNzAwcOEBdnwcuSRNLUw/LY8ACMG+MNCzIqqgGQLgyBNQkHNxSDahqqi11gEUFFKXnk+qcS0N8yiPym+uAdrEovMymir8wAl5JHBJW10CthCwjoS/iyNupeElbXVBtSmORcEe5ZExqNyXkNfVXZhXtaml7fAIRJZjUbBnRVR5B9KxKPhZVVxFJzIQmuxWGh5Sl/4S8rqiE+VYFAz0MrDm9czi3PYb8fIWrK+vUyiU0TciEom4NyotLS14o4SEhLA38vb25q2GMDc3B7jh/v37ioqKvITT165d+/qNBAQEeCGTsrKygJVCRUVFT0+Phw42NjYODg4ODg6Ojo7+/v5A+qnIyMjMzEweOgArpJubm1taWsbGxnhWEyBH7eLiIpB7nxfDAbjzj6DDv3zppiP6HF553ONw5F2kw2Kw21vbPb19k1Pk+voGFLH+WXzwYF93uq/PcGvz3v7+w2gPVU/jhwqq0n+4LqhlpOrhHxxXUVnXjyHRapBD5hrWun//Ku32911w2FlwpLW1jclkXlQlndN1cHAAJGRbXFycnZ0dGBior68vLi6OjY319vYG8qqpqalJSEgICAh89913oqKiqqqqJiYmbm5uERERwS9fyH7/47f//ltZIY3E1Npa3BisYQKJJzuEpQlb2kXkwh4FJmVVkWKjSw1EZKmHkjgf1t7uboKXl728/Nz0+X6W8HHkkvRpn821tTUMBuPu7i4sLCwpKenu7t7Q0HBJCzS4fBy5NC2sLwXWvOYZLPzACWXtCK+KaJeSUK+K6HhMQQDkdU0PLgiaUt6BfFGT9AQUFAxLyyWC7QoCwuoyStvg3pUxXhXRQbUpMajcXCLY7giOAM4aB1BQNCoHMUDII4F9q+MiEFkhsLTyDmQmviKoNgXaW1/aDg+GpXmWRyXhQPagwHB4Zm1vQ3Er7CXkdUp9SWk7PBKRZQ8KtCsMjIJlFVQW+/r6AiWzNTU1RUREBN4IqHQFiFd6W0pKSl5enle3Qk1NjVdx28rKysnJydHREUiXCWShDgsLKygoAPK7VVdXEwiE7jcaHh6eeCMGg8FLqr22tsbL7/TRXnaf58qay9NniyMjIyNUKm1nZ4fFYnG53KXV5Yj0hL6RfkhOdn11VUN9Q2hegpSnQU56fPSNr+EJMfvcA7tEX0kD6Tu//bvB91LX1XTlHL0Ss1Fg1BCaSEWTaOmZCMW/C3h/9WcAR1gnxEnwcKS9vb2trY1KpX6M+/85AXWVqVTqyMhIe3s7FArNzMz0f/FCTFT0l//2b1/+f7+49WeBH75X+OJ7hW9valwT0ZFUeqhp4H5T6cHfZbVtveIeOUfFptYaq1j6PXy8fXK00MLMjK2MTLKv7955qvbwceSS9Emezd3d3e7u7ujoaDk5OWFhYRMTk9LSUqCWyKWKjyOXpIODA1B1WRQsy64w0Kk4JKOpHDlISMQWBkCSg2pT4jEFFZ2oeExBDCoX2ttQ1FrrUxX7EvI6CpltXxiY2lgK6cHlkcDPq+NzieDjY0ciEVm2BQEA7BzeAPOL/Zs/HYpevdn/jza8nQ5v2tsVBhQToFUVlVVVVUCdrcTExPLycggEAoFAgKQOpDcaGBjgWUoA/wuLxVpcXDzdqHBwcPDPUh6JjyOfRO/iSHd39/j4OIvFIhGbabRpMLZOwk0nLDs2UUUmzUQXjcJEFL5WeWmRm5GYIXoVnZxwwOXaxnhJCF8zU7VKS67xjcj3iy1CEsgoAgXYkHiKi42/xC9+1QytIZKaWazF1bVjXn9AgnAAR9rb2y/QO36xmp+bi371SuyLryS/uOHjHPYipCDyNcTZJ/lVTJlfaMETj3gTm8Ab0oa/+e7uVzdUvxfSunZT48avvxD+4Qd5eXkDAwNXV9ewsLCcnBwUCtXR0TE8PEyj0ZaWlhpqaoxv3CDC4WfvCR9HLkkf+dmkUChFRUWGhoaCgoLy8vLx8fF9fX0f7WXIx5HLU3VlVTEBCnhU3mUGHgn8LDPwGMO2ICASkbWzt/tvnAMOtKfetSTMsSj4QjY/cELLSHdlZeXlDcc/18oaPo58fL2LI329fVOTUyVosG2gW5TDI3dLfQVfk/Dc+DwtxUJLIxwGFwVKUXlpkZMen3DrSpGfTwuBYOxgLPH1tddJNQ3ts3llzRmFjRgSjYcj2JbpsJcZt//ji+ePH9kEuvq/dI+0MCH39/KuuLS0RCaTV1fXdnZ2GNOMrs6uzq5u+jTjow/Gz2h7exsJg+lKy9z45R+BkFUUgRKeUvM6FxUYWlCDGMA209FEKoZIsw1JFrZ5kliIKYF0mes6WcgoFRcWJCcnBwUFOTk5GRkZKSgo3Lx588cffxQWFpaRkdHU1DTQ17/+29/qXb+empBQWVkJVOhkMBgLCwtAYpVju/RPmj/0WP1fw5GlpSUsFuvs7CwmJiYsLOzh4YHBYD7+65qPI5enysrKlpFuP3DCRTGDa0kYtKeec8D5Ny6Xy97Z7KQO1o+0fvjWMNo+PkddWl7mp0EDxMeRT6IjOLKzuxNbkJpbU+yXGXHTTNbn5td2t76S9jIIz43LUpcLUhJ3DfM1DXCQdtOrQ4ATHGxDdTV9BX8Q/dsfpW7Jg5GDGBItu4SYVlB/GEfQJFpODkpH9oH4F9/L6yi4PNSPv/FVBwzKuyiNRmttbe3u7pmeZpRjoC/ig5Ofe2GKQZ9iPE7U5OSkv6ur0P/8Wf578Rc+SdXwAQyJXokakLX3ENU0Nr2lFBWQgWmmowgUDIlmF5oi8tgho4JQDevVuaNenZnFOw+wPA3IpDc1NUUikcBgcHp6emBgoIeLy70ffhD4zW9kpKSEhISALHBycnJ6enq2trbPnz8HEqvA4fDOzk4gsfT8/PzOzs7n8EX6cP0fwZGdnZ3e3t6IiAhlZeXr168/ePAABAJNT09/SNalDxEfRy5PFRUVS8vL43PUhtH2C8GGTuoge2eTy08Sf9ni48gn0REcWVlf1Ql4ZB3t0T3Ul56bkakh53D7irSXQWxRSkWAX6TLIy03s4TijILy4s2dbVxjU0Xwy/jrX97+z99IapjV4EaOxREUgYLAk1/noB8buhqKyVREhKTe/q4TXsu7KI1Gb2trb2/voFAobimBwlbyXj/8Nd/W8lOMxzFaX18vyc9XuSko9NsvbY2fgspItbixuoYJNJFajuiTc/EWVNNzuikf+Tz5KI5UEiJDCwxFZJhndjw1o1A6331XnJIyMTnZ39+Pw+FAIFBUVJS7u/uDBw/U1dWBxCpiYmK3bt26efOmnJycubm5u7t7REQEUNQTj8cDqfM+ZuDXhehfHkeoVCoIBDI2Nr5x44aSklJUVNRZaspctvg4cnm63CTxFy4+jvDEx5FPondxxDjM0S7hGWNmBg6tLdBRcbh9RdrTIKUmH2iARmOYs0wcFsflcjs6u8qCXjz9399f/+uPUlZOYOzwSTgCTNKFpUQtYWVHCbE04e/fxZHOjk4aleaZGSJppx5w86sSB5ulN8XQP5UOuNyeri57Y2OBX/9BU0Q9NqYM3jiJIdGg2NG3cUTf6ZZClH9KXkVLWW0PrmXaLjRF5LHjaxDWTNUy0ef52dPA7+/tpQcE2EhKMo+L5N3d3WWxWGQyGcgpDIFAkpKSAgIC7OzsdHV1JSUl79y5c+fOHUlJSWlpaVlZWQ0NDRsbm5cvX+ZmZtaAwUQisbe3d2JigslkfrQ38tn1r4ojLBYLh8M5OzsDmZOePn2Kw+FOSgb48cXHkcsTH0feEh9HPlt95jgyzZiGQSAZGvLWN/4m6nwvqSoHaDA9zVhcXMRgMFwul8Ph9DbUq31xRVfb1iu6AN40dQqOoAgUNJHq8iRE/D9/F3X9q8M4QqfT0TisZ0JgSkXu88wIqYdqwULfFtk/RKLQn3B+YrFYKTExd7+6IvbnHz0dQqpgvbybOhZHol+kJudhCypbc8tINq+S7tg5ewek3b8l09fcfK7rLs3NuaqrRzg4bG9u/mxjNpsNlEcACiPMzc0NDQ0RiUQIBJKdnR0REeHt7a1y9+6P//7vV37/++++/15QUFBCQgJIrGJmZubq6hoeHp6Xl4dEInt6eqhUKpPJXFlZ+SSWlX8xHNnc3Ozr6wsLC1NSUrp27ZqZmVlxcfH09PTnZrLi48jliY8jb4mPI5+tPnMcoU9PY9GY4tBXif5ezhG+DZ1EXpu1tTVeVtZGCOSeoFx+ER5NoAImkFNwBEOihcZWaEnoav3Xf7XX/QNHpunT1bUQrQBrl+SXw2OjxaCCdEWxQjsrOAL1SUzZe/v7jVjsA2WVm7/+s7GiaXomAoknA6VnTsGRKP+UuCxkZlFTaEy5hV+0yGPHe2oW3sYWO+e/hT4SyfDaNURR0enNzrKyZmp42FJMTOb//T/D69c7SKS+vj4EApGXlxcdHe3l5WVjY6Onp6eioiImJvb999//+OOPkpKS9+7dMzc3d3NzCw4OTk9Pr6qqwuPxIyMji4uLGxsb29vbl/Sc/mvgCIfDodPpBQUFDx48uHr1qpqaWmRk5IfUlLls8XHk8sTHkbfEx5HPVp8/juDxhJ3d3b39/a3NLe6hKY+HI9ubm8/MHppr2yHxZB5wnG4diU2HeziF3/rF7yFZ/4juBHBEL8TeI/0VjUarrarKVpYE2T9EojHbHz05Ho1GC332TOQP/yt75U6gXwoENfzuvRzFEVU9hxuy/m7hSk7PpHQsLcS076oZ3bawFfriGhz0M0hxrA4ODgqioixERekTE6c3Ox1HGFNTbhoavsbG6Kyse7/7XYyLy5G8Jvv7+2tra/Pz81QqdXh4uLW1taamJjU11c/P7/Hjxzo6OqqqqjKXbo/rAAAgAElEQVQyMkDa5evXr0tKSurp6T158iQwMDAlJaWiogKLxXZ1dU1OTi4vL+/v73/IT/9/dhxZWVlBo9FPnz4VEhISFxd3dXVtaGj48Joyly0+jlye+Djylvg48tnq88eRxsamYw/h4chAa6viFaGn7vG8CRtDomWXEFLzj8cRFIECRg+Hv0jT+kLI4q4ik/ZTeMQbHLFzT3vFZM41otFx0sIJehp5iQlz9I+XfYTNZteUl2mJiAn99u+PDV0LS0loIvWwUQRNpFbU9WcWNcHqx3k4IuvsJaZnYa9iERqUoe72Quqeqaugkpi05m01A8M7svPnTLTK0+rSktu9e8GPHm2dnDfodByZn55+eu+ex/37CzMznL29XC8vpf/+b1zV+eqHr66u0mi0oaGhlpYWFAqVn58fHR3t4eFhamoqKyt7584dcXFxSUlJCQkJIFrFxMTE3d09JiamoKAAg8EAlaHodPrKysrPrhz5J8WR7e3t7u7u8PBwOTk5QUFBIH3ZZ5LE7yzi48jliY8jb4mPIxel7e3twcHBCzzhZ44jM7OzbW3txx6ytraGxmA4HE70U089WeNX0WW8ORtNpFYjByvh/Ydn8cMbtmU69lWW400FiT9de+33cm9nh8vlzjBmIHUw/VD7p6mBBwcHWxsb1anJr52fBFz9sj4/+yMMwgGXO9DX52ZlJfibP2vcVo2LKYM3TqLfISo0kVpc0xmXXsfDkQpkv4yjh473K1j9OIpAScxGv/RLcRdRFRFTufnDnYygkA/p1UBrq8nNm3AQ6CTgOAVHFpnMlxYWjsrKvMz0ywyGq7i4maDgDJn8Ib0Crru/v7+7u7u2tkYmkzs6OhAIRHFx8evXr1++fGlra6uvry8jI/Pjjz9ev35dTEwMCKo1NDS0s7Pz9/dPSUkBg8EtLS3j4+PT09MsFmtjYwOoPPU5PBHcsz2bQMq+/Px8Q0NDAQEBJSWl2NjYvr6+3fPk1f0cxMeRyxMfR94SH0cuShsbG0gk6gLD0D5nHLGN99ne2T7pxbq2tobF1VPHRg1EZAP80yOTIUfm7JNYBEWgYJrpMUFZrkJKT4zdtW9KteNwXC63FAl2DPOWddV/+joAGGHOwUEXCpEq9G1DXtaxfbhALS8v56akKHx/TewvVz2eBFdAu98FkUM40hWfAQdwBIIZSSmsl3H01PUJRuCn0ERqCbQnJqLwqYiqyNW7N//0VXcL6UM6dnBwUJKQYCYkNN7Xd1KDY3FkfWXllbW1nZwceXj48P5uOPze//xPhIPDzmUaIXZ2dths9urqKovFGhoawuPxlZWVycnJAQEBTk5OZmZmmpqa0tLSAgIC33zzjbCwsLKysrGxsZ2dnZeXV3R0dFFRERBXy2AwgEJXHz+xyunP5srKCgqFcnFxERISEhMTc3d3x+FwH6fE0mWIjyOXJz6OvCU+jlyUNjY2UCj0wcHBRRHJZ40jcT67eyf+yFtbW8NgsMUJiffFNIur2yOSak6Cj5NwxEVQMTGq2P6Bh9M9vdXFRbeUAOVnpkXQiuGJfxSZ60bBkwUvF0c4BwfNeLylhqbgf/3FSOFBRhbySMjqKTgCb5wshXYHxZbJOXsBOALYftKTwa7CKuJ/vH7r2y/7Rwc+sIfry8s+BgYBFhabx71Aj8UR9vp6gqenhYjIUPtR4xZnb6/Q11fp179GlZR8YMfeW1tbW0tLSwwGY2Jiore3F4lE5ufnh4eHu7i46Ovrq6urKykpSUpKCgsLCwgIiIiIqKqqWllZ+fj4REVF5efnw2AwEok0NDQ0MzNzeZhy7LO5s7PT1dUVGRkpKysrJCRkYmJSUlJCp9M/h6f4Q8THkcsTH0feEh9HLkobGxsYDJbBYIyNjV3ICf95cYTN3kTD4Q9lVf29E2swIxFJ4PPjiEJKQkVxRavGLYWi+ESP9Ff3gx5P0SiH83MAONKYn72+vn4ZIQUzDEZMYKDEX7+S/VYsyC/12JDV03EksQBj558oau2g5REABPNimulpyWAHQSXx338jrSvdOzn04f0c6eoyuXkTnJn57j+9iyM7W1tJPj4Pbt3qIx1vmFllMr1kZY2vXaONj3943y5WOzs7Kysrc3Nz4+PjXV1djY2NVVVVycnJQFytpqammJiYuLi4hISEuLg4UExUR0fHzs4uICAgMzMTBoMBiVXIZDKLxfqQlSyHU+8fHBxQKBQQCKSvry8oKKioqBgXF/fP6JQ5SXwcuTzxceQt8XHkorSxsYHF4iYmJtrbOy7khEdwhMPhbJ4hz8SF6z1whMvlwkFF9wQVSqra3htHkuPLsS3TQf7puoJ3dZ2MdIPtxqlTh78AAI7gC3PbO7sutq7p9vY2EgrVlZC6/dsvHxu5gcqa0UTaKUaRIziSkInIr2gpq+0x9g0XtHhs7B4amFwBHA7giM5Xd0S+/Erd26R34gJw5ODgoDw52ez27Yl3XDZHcGR3Zyc/IsL4xg0CDHbKCfux2Pt/+EOwjc3Wp/i+naKtra2TSvMA0SpbW1sMBmNgYKCxsbGmpiY7Ozs8PPzp06cWFhYqKiqCgoJADSBpaWlVVVVtbW1TU1MvL6/Y2NjCwkIMBjM0NMRLrHI64AJPxNLSUn19vYuLi4SEhIiIiJeXV319/T/L6/Ts4uPI5enj4cj29jYvVpzD4WxsbAA8vrOzs7GxweFwgGq6AERvb28Dkw0wFrzXLh9HePrMcWRpeRkCqx2bmOju6f351m+0u3viHR3BkdXV1aam41eyXKreA0e22Gx3A1Mny2coArUGPRydAn1vHIGih01VLUUEvtMLeDRxAo60dXTSaEdxhM3epFAo73G/o8PDz+yfiPzuC/XbqkCW1bOAyGEcScxCJudi8itaHryIknJ0D4wrK6ruACwrmGZ6ymuw8K++vCHwpaLvg57xi4l9Zq+vvzQ39zEwWF9ZObz/MI5wOBxQTIzh9etNEMjp/kTO3l5JYOCnddkcq/dbWbO/v7+9vb2+vr68vEylUru6uurq6nJzc8PDw3mJVeTl5UVERK5cuXLz5k1paWltbW1ra2sPD4/g4OCMjAwIBEIkEsfHx5eWltbX19fW1lpaWiIiItTU1G7cuGFhYVFcXMxgMD4HW+ZliI8jl6fDOLKzs3P4/ba5uQnkMATewMA/bW5uAhSxu7t7mCLexfS3cGR2dra4uJj8JkZ9fHwcCoWCwWAKhYJGoyEQSE9Pz8DAQG1tLRaLZTKZCASitraWTCa3t7fX1tYSCATg8nwc4ekzx5EidLWCq2FUiF91Wuru2ZJh7O3t4fGEk9Y3HsGRlZUVDAZ7MX09j94DR7oaG+8JSGXloDEkGhJPhmJH3w9HMM10DImWmY2S/fa2kq7cJJ1yBEdShL7FF+Z1dPdMv1Pdd2FhAYerP9edrq2tlebmql6/Jf7Xax5PXp0SsnoKjhSBO+Iy4K+zUXllJGO/CMknri9jSgqr2ng4EhUOkv3TN+4edg9fudGYF1aUeGpw0FRIqCwp6eDQd4aHIxwOB15YqPfDD7V5eWeJbeK5bI7Eun5aXcZC393d3dXV1bm5OSqVOjIygsfjy8rKkpKSnj17ZmVlpa2traamJicnJy4ufuPGje+///7u3buioqLXr19XVVWNjo4eHBz8bNOXXZT4OHJ54uHI2tpaVVVVR8dPlnUmkwmDwaqrq0dHRwkEAhQKxePxZDIZBoPB4fDZ2dn6+nooFNrf3z8yMlJbW4tGo9lvL/h/C0eWl5fhcPjom0V0KysrU1NTlZWVY2Njc3NzZDIZDAbDYLCFhQU8Hl9dXd3Z2Umn06urq2EwGBCYzWQyuVzu+vo6H0cAfeY4kg4FSXkZWAj8PVHp7gqLdZZDdnd3EQgkm81eWTnGXvcujmCxuAvr7pl1XhzZ290NdXSxvPcY3jDJm6TfG0dQBAqSQLmvZSP5zXeDvT2H0a0LWRfy4xfojBRoEaizqfFINxYWWA0NDWe8x4ODg46WFjs9A6HffmGkaJqRhULiz9dt3p3ah6TIWrt4WPvGBmbavkpWcfAJSawsrPwJRxBNU9a6DtYqmnNMZv05aelnbwGSnW1848ZgW9vhnUCUA6qkxODqVXBm5tmrwo6RSPp//au/qenmZ/N++Ph5Rzgczurqak9PT0JCwp07d37xi19cv37dysqqurr686kpc9ni48jlqaKiAhjbzc1NPB5PehPRtbGxQaVSYTBYZ2fn7Owsi8Wqrq6Gw+FTU1N9fX3V1dX19fWLi4sQCAQMBjOZTCKRyIMNQEedNUQikRfVyOFwyGRyZWUllUpdXV1FoVADAwNIJHJtba29vT03N3d4eJjFYhUWFsLh8K2trfr6ehqNtre3NzIyUlxcfHnDweFw/lm+ap85jmTUFkl7GdgLX8nVlF9ZPCOO7KFQaDqdTiQeE1d4OFyO+8E4sru7298/8B6rfo48nCvra8BC390TPoupwcH7NyXj4yp+NvDz2A3bMh17yFkDGFd0XQMEvxWOcHXf2vpHNANrejr1pX8XDhMhJZxjb32kGywWq6HhKKMcq/m5uaSwMJkvv5f9Vuzl8xQoZgRDoqHOzyIoAgVNoBr7RYjbOSdkI8CIwaKazvgMeGZRU3FNJ4ZEQ5NohaVEDQHpVx5ec/Pz5zXe/Ky2NjcDrax89PXXDs2U6+vrxLo6EwGBwqio/XM+PuCoKKVf/7o6I+MzqaLykXFkc3Ozv78/MjJSVVVVSEjIxsamsrJyZmYGMI9/tG58cvFx5PJUXFw8MjICzGtDQ0PNb8pXcTgcJpMJgUB6e3u3t7cbGxu7u7uxWOzMzMzExERubm5zczObza6qqiovL19dXe3s7OztfStI4C0c2d7eRqFQPT09QDR4f38/hULB4XBEIrG2tra3t3dtbQ2NRk9MTKDRaBwOh8fjBwYGUChUXV0dlUqtq6tbXl7e3NyEQCC5ubnAAF2G1tfXgUoTn7+WlpbW1tY+dS+Ois1mz8zMUCiUlOo8aS9DO+Er2eqys9N0Npt9ylFra+srKysrKyu1tbCxsTEsFvdu+8XFxfX1deD/h4dHaDQaHI7Y2NjY3Nx8j36yWCwIBMo74dm1tra2tLTE+3NmbtYoxMEmxnN5ZeXY9qkBr/SkdEtruqDYUQhm5Lxbbf1ExItUF0HF+Mii2vrxauRgeEK1/rPQWxpGMl8JEOBw9pvbX9/YgMER40OD6XKihXZWh2+MzWbTaDQUCn3Kp7C5ubmysoKqrTWRVRD+3VeWOg7ZBfVQ7Oh7dJt3FBQzYugbLmHvmlGKh2JG8sqbo5KhNejhGvQw0MzTKdxKVrWipHRqigwYxs77cZwiNps91N1tLiKSExq6vrYG7MFUVRkLCKS+fLnEYp33hPN0+jNlZf3vvutva2O/17fuYrW8vLxywrfuQsRms7e2ttbW1sbHx3Nzcx88eHD9+nUlJaWgoKD29valpaWtrS3gIzv8bP7L659ojrgQHXnjXZ62trZyc3MhEAibzd7b22tra8NisTs7O6urqxMTE8PDw52dnWg0GovFEgiEtbW15ubm3t5eEomEw+FQKNTU1FRdXR0CgRgbG8NgMEfy/L6FIxMTExUVFQgEgkajDQ8PMxgMJBJZX18PuGmQSGRfXx+NRsNgMF1dXWw2u7m5GYfDLS0tTUxMoFCooaEh4BfJxsZGRUUFEM9yGQJu/pJOfrFaW1sDqnN9bhobG+to78ysLQJwJFdTfqi/f21t7ZRDphkMIpG0tblZB6ujUCh4AnF/f/9Im9XVVSC4aXd3Fw5H0Gh0NBqzt7dHpdK2trZ2d3f39/ffPeokra+vw+EI4ITn0vb29uF7YS0vGoU6Po7z3tzafLcxg0x+IKEQ4JuMxJPhjZPvsSEJlOiADBdBxdexZRgSPbOcYOYZIWvnLmJpb6D+0FFTd3FuDrjW7u5uX18/bWIiTe5O0RPr3bd7wmQysVjcsXe0v7+/z+GMj476OzmJ/uFv6kIqMdGltbgxRNPU+/UZjBoqrukCDjf2i5Cwd80qJ9Q1TICq22PT6oChQDRNVcJ6te9oFMUnrm9szM/PA5/mhQsOAhlcvdqNx+9zOP2trWa3b8e7u2+srp79q3J4oIbxeP2//OWZoeHa8vJl9PZc2tjYAF7cFy5gYQ6LxYLD4S4uLjdv3pSQkHB3d29sbFxcXOSVROZpZWVld3f3pLP9i2l3d3dlZeVT9+LjaXt7++PMifv7+xUVFRsbG1wul8lk1tTUVFdXUyiU/v5+FouFw+GQSCSZTK6rq4PD4S0tLbOzsw0NDUQicWNjo6enB41G0+l0JpOJwWDa29v33rZ98hf6Xq42PldnzdTUVE93Tza8VNrLwE74Sr6WYm1Nzews85RD4kozHgQ6wstArnfvFIYFV+Vkv1vWlRc7cnBwgEZjZmZmAGcNCoWen5/v6uoGfqidsZNbW1vvlzR274SsrMfGjkDz8jUFFcshXe8ReMFz1gBp0Fxdw0LSajxi87/RM3EKz8isJGYW4FRvyBQnJB6+4gJjOl3+TrGDzZGenOKsYW+ywcXFWkKi4n+99tQusALSjSGdaR3v8cEuJFoJpCsuvQ5DoqEJVBP/SEl71+xKEqJpCshB8lMQK4keE1WiLywDJGVfXl7G4S4lEmhnayvU1tbt3j0SAvFQQiLUzm7jA1YSHuzvg6OilH71q4qUlAvs5Pvpkpw1Ozs7PT09UVFRCgoKwsLCpqam5eXlNNpptZCOOFL/tcV31lye+HlH3hIfRz5ck5MAjpTwcARWAzkdR3yzwtVeWBKasCkv/CO11cLEbs6Sp460OQVHZmZm6usbRkZGBwYGNzc3h4aGGQzG6bk3ABx5j7WIx+PIcaGsm+vrDho67vbB7zevvx3KqnhLQVvssXN0LvyhT0wpvBfXPF1bP+7/7LWekNTYIS8pgCNFT6x7+/p5Xw82m72wsPAujhwcHPR2dbo+MBP6778ayJtk5qDPG2l7ZANCW4prfsIRFIHyNo50/oQjRGpdw4SVlm2YoytQMndpafnyApNpY2NWYmIqf/mL34MHjFOn1bOIvbQUrKur9be/DXd2Xkj33lsXiyMcDodKpRYWFhoZGQkKCiorKyckJAwMDJzlJfOZpCj8OOLjyOWJjyNviY8jH67DOGIvfKVAWwleC5ubnz/lEL+cSI0XVmO0KWx9Q4mbQ7q00MzUaTiCQqGZs8yG+kYul4vF1ZNpVGgdrKO1taOlZWVlpb6+YWhoqL+/f3d396QfbR8BR5oRyHs3ZfJATeddH/sujjjfUritoivt7FlQ0x6ZVAOkNK3FjVXDB8zUrF4+fLz1pkvz09OJdwUzLYyqysrXV1e5XO7WzjakrnZkeAgOrT2cxXVpcTErLk7x22vy34nbWDzPLGzENtM/hJxQBEpdw2RUMgRU3XE6jqBJtOw8nPo1ifY3FpGVlZWmJvx5P4uzC1dVFfz48TyDsbGx8eG/48ldXcZffumlq/shhpYP10XhyMrKCgaDcXV1FRUVFRcX9/LyamhoONdrcOvzKCz80fR/7X63z5ap4cPFx5G3xMeRnxVQ/OKUBjwckfE2tBD6JvyucIKXewui7pRDABwZpUyg0dgiF/s0KSHG5OSRaeMwjmDQWFwr/lVq9PjIYMZLf8/Ap3JOek6yIsnmRsyZmYaGxuHh4cHBwba29pPWH14UjqxtrJmEO73rrNnd2Q6wsbPRdUQ0TX24deQnHHHyzAe3hidWA+eEYkcRTVMZmUi1a5LIktKfRml5uSzQP87SxE9UgFRZxuVym3pa5FwNrO5Jh8hJMCbGuVwuh8Npbmy0UlUX/cM3eormBSWEjKKm3PLmi8CRifDEalB1Ow9HjJ5HiNk6Z1eQEE1TJZCuhEwEgCPu9kEu9w150/ll59jl7O9vsdlcLvekir7n08FBXWKi4i9/Wf769cGnswp8II7s7u52d3cDTpnbt2+bmZmVlpb+bPqyne1tOAwGKigo+seWn52RAcrPL3pr57/sBsrPz87IKCr4v3K/hXm5OZkZZ2xcWlRE/wADJB9H3hIfR35WGAz29BwDPBxReP4gLiEiPzIiUvjHQlf7Uw45giMZssL1CPjMzOzhNodxBIfFBeXESnka5KbGxQhcUZEXkPE2crn1Vb6eOoNOf4MjQ42NTYuLi8de8UJwpGdkIK00V/WZmVXk0yMLfUe7u7UEJF8nQ95vfe8ZcaSuYQJFoHg6hJrfVZyhkHlX70LCk29905CfzeVyka0Ncs8fGEj8kCl5izYyzKDTw719pL74VuO26qvgXPvnSVkVxLCwguiY0irEALxx8gJxBE2k2oekKj/xBkE64I2TdQ0TYNQwmkSrgHbfF1WrTEvncj9qwMFJFX3fQ1urq690dLT/9rehjoupgfA+fXgvHDk4OCCTyUVFRQYGBkJCQioqKvHx8QMDA2esKTPDYHg8eYKrrsJWVfI2WBEIU1lxeM+/8IaprIAVgT55Nz7ahq4oP+P9NtSAk0KCS0Cg83+XfxIfR94SH0dO0fb29vb2DhaLOx1HKGRKf29/NrxE0c8UVFuJANdkyYlWeDoz5+ampsjHHnIERzJlRaAVFVPktxof9k834BrCChJVA6zy0uKzxa5rKAnKehu7Cn2Tr6/BmJ5ubGwCrCMn4QiwruzDccQ/O/Kui45vQnAVuvbwJMfZ33/9/IWx4oNa7OiHhGLwcMTlloKQss6xOIImUitre3UktOO9fXmJNLoQdcmCVxoLcrhcLqqtQd7P1Oju1XTJW6nBr7SFxcT+ctXNLqga1pdWjr9hZv3wRayj4gNnDevQ+EowaugDnTXhiWAgEyuAI0U1nbHpdbD6caCraCIVQ6KFB+cZ3ZFjfnAYx3l1gTjC5XIpXV2mX3/tqq6+dKoj8vJ0XhxhsVhYLNbR0VFcXFxUVNTHx6exsfG8YQF0Gi3c3++AtbC/MM/bVshTe3PMw3v+hbe9OeYKeeqTd+OjbTvM2VUK+SwtD5aXGiE1oLy8c36R/yE+jrwlPo6copHhkcmJqSY8YXV17aQ2BwcH6VUFIVlxqeB8KWcddEtjX2trhoxwpZfLJJnS1d1z7FH/wBEMtsDxUZK4QHl29lB//+E2PBwhz9Ccw58Zv7RX9DQpynqddeeautItWW8jhxt/y7qvMjU2BodCB/r7T7GONDXhZ2ZmUSj0B+JIQH7svUBrCLKORn1rZmVMTRmJyIa9yvlA0wiAI3GheWY3lUTVDCUfuxRCOt61jqCJ1NjYcs3rEq0YDNCBt3GkUcHPVEHoa/3f/0bgP3+vK2OYnolE4sm45umU0gaRx47WL+O8Vc29tR6FxFV8CI6giVQIduRFVHFmYUNEfCWwpxTanZSNBnAEaAZvmDBRNkt45sfhnDUj6kXpYnGEy+XicnKUf/Wr3LCwTxLIeUYc2dzc7OnpCQsLU1VVvXHjhpWVVVlZ2ezs7Pv1mU6nhz1/vsuc3Z6d4W2LE+NbM4zDez7mtjc/t/N2f/bm53bnmJd0ua0ZxuLE+Ke62Q8cqPcYFvY0fWly4iwt9xfmcdVVfBy5MPFx5Fjt7++ztzbTyvPiMxNS/H37CSdGHe7v79vG+Wi/tB4YHympKt/e3ZmjUsLEb4LcndAlRaWJ8bvvvEA5HA4PRzAYbG1acrCh7gsp0SzHx4ffmDwcaexulnTXfZEeUV1X24FGpIv8qK50S8nPzMNUBxT4AhwVFiQlgqisGB4ZPQlHGhsa5+bmMFjcwaE+nHEoeDjC4XAC8mLVXlgOTo4cMXSXJafeF1WvgHZ/oGkE2Krh/S+CcjKLG5PyMVDcWFjCURxBESjwxkk7E3ene3qri4tcLrcLUZci+C0qI3V+gQUnYm6rCP/4q/8S+vWXpnou6fn1QIwIhkRLKW0QfuRg/TLOQ8nUQ+NhUHRpNWLgvVmkAtb3Mrlc0OyxupzeI1mjippONJGKaJqC1Y/X4saArgI1d7RuSvUSiWcc8AvUhePI9vp6lKmpxl/+0ks6Jo/wZet0HDk4OKDT6YWFhSYmJgICAurq6rGxscPDwx8Y/foujrCn6XMjwzwc2WRMr1EpqxTyKoW8QafxQGGHObs7x2RP09eolE3G9O4cc4c5uzXDWKdReY23Z2fONV/uMGdXyFOI4qLp/r7DRNIIru5vajzCKBe1fSoc2WHO7jBnN+i0NSqFPU0HBvBc3W6orhok4M87LHwcOVF8HOHpY+JINqzYOOiJpoe5lrnGq6t/qw4JOKnl/v6+Y5Kffoj9/BIL+GLtbm9PdHXSx0YzHujFK4ivvs0He3t7ra1tzzLDeDgyzWDAINBsddkCS6O9QytBeDiC72mR9zWJK04nEpv7G3Dpwj+oK91SD7IugVaNjk/Awl+l37kGLQKdhCPrmxuvCzLhcEhuTPTqwgKXy93e3m5tbTvjLAXgyP7+fltrm19WpJq/xTidfLjBCotlq6Ll4xJxISyCIlDqGibCEqtReAqaSIXVj4clVL2LI2gSDVRG0hRULIpPODg46ELWpd7+riouKiUx0UJF9dv/+L34nwVshdWDwwpyykiAzQb7Bkdsg5LczTwtFUzN7+pFBqS/n0UHQ6LFp8NdQjOEHj1RElZ0v3u/tLIVWFKEJlJ5XUXiKa6PXj7VNd7+FGnFLxxHuFzuzPCwxXffOauqnrEw0wXqJBxZWlpCo9EuLi6ioqISEhJeXl4EAmHl7eLG760jOMKepge7P7XUujc7NAgAB6yw4L6MtMU9TYt7mtY690tTU9ZpVMDgX5GR7mJu9lhf7/kT+6qszHUald7Xa2ugb6Si/PC+tr2RYYzf8/G21p+dL3eYs0uTE9D8vHUalTHQf19GmgCFcFgLPMQpTn7dCK4G/tydY747cwP7d5izRwwGu3NM3p69+bn+pkYCFHKEkICrHznt4VMBkATNy12emtxfmCdAIf1Njbx/Onwg709eV9/tEjgIocQAACAASURBVO/8lO6u+Jcv7I0MH97XdjAxrs7OWqNSjpzn8J/Af7dmGHWgwun+vq0ZxmN9vezoKMCYdLj9kRs5cnU+jpwoPo7w9DFxJKQwQcnPrAwGhhUXp4tdrw1/dVJLzgHHMclPP9ietbL09v6DAkujTHXZd3EEiUT5ZIRqvLQapUygkOj1jY2J0ZFMNZkCK+NTcCS2KI1AIPU3YNOFf1BXvKUeZF1UUz48MloXEZwufv0UHOmfHJb2MFCSFwi59lUPFsXlcjc3NxEI5HlxBIlEPc8MV/O3GKe/tSa5vhqsfkO6qLzlonDkMIIgmqZKod3AQt/DOAIAwasX6To3JSYHB3sxyAiBr63ERMX//PXtL4VuqhvJiSp7SWq/CsnPKT2KI06RmZnF+MDALJfbysFuEZj3Wl+DJlLjM+AuYZlCjx2URZQ87uoUlZPSCxuOhLmUgTs1binw1gF9ZF0GjnDfuGxyQkM5Zy7IdyE6giNsNhtwyigqKt66dcvKyqq8vJzBuLAiyYAO48juHHMA36QtLSV943pVViYwj2ZHR92XlmqqAbfA61JDQySv/tiKgO8wZxMDAzQlJQoTEwhQSEVGuqGSYklK8lhbq5rYnZyY6DYkAllS7GH90FBJcbSl+XQiYU/TYYUFBkqKrQg4tadbT14OV1kx2tI8RCSsUsjbszOU7i7m8NAOc3ZuZHiQgB9va+XN3MCMuzgxTu7qnB0a7G2on+xo32RMAxxD7ursbagnd3Vuz84sTowHubl6PbKh9nQfvvR4W+tkR/sgAQ9cDjgtY6C/r7FhsqN9g07bZEyjy0r1FRWItdCpzg57I8NYf7+5kWGAYwYJ+EECfnFifHeOuTQ5MdnRTuvtmWhvY42PTXV2MIeHehvqx9ta2dP0wywy3d8HUAi8CESAQrKjozQlJRBFIAAdFsZG+5saR1uagf6skKcm2tum+/vGWls6MWhDJcXq7KzFiXE7Q4OcmOj9hfkV8tQQkTCAb2KNj23Pzky0t82PjgDWl4Wx0Yn2tsOuNz6OnCg+jvD0MXEkrChJ7aVlRV1NXUlxuth1aFjQsc12dnaGh0fe4MgR7NgvsDTKVJM5giMb7I3y6iqnBD9FH5Nx+hSZTDk4OFhdWsxQlT4LjgwR8QG3r+lq3VV7btHUTlpcXKoNCzodR/omhtQCH6orC2YI/9CD+QlHzp6hlYcjKBT6XRzZ3d72MjZ/YuaFbCJfCIsAOBIaX8lbMMyjnCM4giZSIehhc/WHL6xtM8NC7v7Hfwr9z9fyikauwWmCFrbKkhqektrBYYW5FS3v4khWMSEoKNtNRDXkaeQZcQTIAX8YhpIykW7h2bff4AiolHjEr4Qh0V75p5tLKc+dmqHu8nRJOLLDZsdZWan98Y/tl5NY9iRtbW0BqbXpdHpeXp6xsfGNGzc0NTXj4+OHh4fPuFLmvDqMIzvM2eTgV06mDyKf+TiYGK9SyHvzczkx0TY699co5INF1lhri6akRCO4eqy1RfWOaB2okMNa2Juf25uf622oJ8FqR5pJOjLSpFooh7WwvzC/NDlhrXM/zMvzFJcNABOeNta3vvx75DOfkWbSfRlpTxtr94dWunKycS/816gUTxvrvLjYdhTS2fSBp421i7lZWljoOo0KnGFvfg5TXqYldTfqmc9LZycTVRVMedn27ExZWqqVtpbHQysrba3KzIxuHFZFVERJRASanwdMzzvM2fnRESNlpSfGRkFuro/0dCN8vNeolE4M2lrnvou52VMry1h/v9mhwedP7G/+/W+hnh7l6Wl3vvvWUFGhBV7HGOh//sTe2cz0sb6e+0Mrak83sRZ6766k+0OrjIhwXGWFltTdyGc+AS7OJqoqdaBCHj/tzjHz4mJ15WSn+/uAAdxhznbjsCPNJMBq4mphbm9k6Glj7e/owBjo722oB04b4/c87oW/wBf/62JuNtrSbG9kmBsbMz86EuDi7GT6wNZA38XcbJhEfOHkGP3cF7jB16+CfO3tNhnTfBz5efFxhKfPEEc2Nth1dXCHxHPgCKK1XsZZ91GER1hhEs+gssJinQVHGhubdra2KkGgqamJ6fkZYKktNDTwCI4cHBwcnoH6JoZUA6zUlAXT3+DI9tY2Bo0941CcjiP9LS3at2TS0uEfHsTK2+CNk5lFTYBF5PD2Lo5gmunBIfkiv7si+tsvFIXUw6NKguLLwZhh34hCV3NPy1tKT8y8QgIyUXjyERzJLiG+epVzdhzBkGgFla2ZRU2YN+6YGuzIY/8ELZcX10wfqogqe0jpFJWTIl5DEDxDTuMkFDNiovggydf/U+XquCQc4XK5jOFhm2vX7GRlF+fmLvzkJ2lubg4Khbq5uQkJCd29e/dinTIniYcjgO3BQFGhMjOjBV6nJHy7G4fdX5jPjY2Run4t3NsryveZlbaW1yObFfIUqrRE9Y4oYCHgTbH7C/Pjba2Aq4XnH0kNDXmsr7c8NclrucmY3mRMH/69vjvHrC3IN1VTZQz0Mwb61cXFIny8FyfG4UUgNbE71J5uF3Oz7OioWH8/G12duZHhqc4OwDwAnBPAEekb1/GQGvY0PdTTw9PGeqqzQ1NSorYgf5VChubnaUpKkLs6n9vbRT7z4RkqgFu+d1fy+RP7VQq5G4dVFhHuxmFbEfDy9DRab09TDVhL6m4nBo0tLzNWUab2dC+MjVppa5WmpuzNz71+FWRvZDhMIvY1NhirKCcGBjTXwSSv/ggrLNig05pqwFLXr2EryjcZ07H+fg4mxrxb3p1jPrWyfOHkCIzSBp22Qp4CIkh2mLMjzaSChPiJ9rYBfJORslJVVmZfY8Pda1dLUpLXqJQBfJOenGwHGsWeptsZGuTHx+XHxz28rz2Abxok4C217oV7e6FKS/Tk5ZjDQ0uTE2Ya6tD8vL35OT6O/Lz4OMLTJ8QRWMSrDfYm+528VWw2Gw5HnAtHwE0IWR8jKBF9eOdZcaShkcvlotCYrUMFbng4MjIy2tTYtLy8TCZTJg/leD2MI71YNJfLnaSTYzKTWKtveZdOEg9H0Ci0b0aYip/5OO2nk+/v7UU/9TRVtYQfooQL2Y71+xzGEQyJBsGM+PmnS/8oI/2nr2W/EXV+GlcG641KhqIIlIgkcGYuxtMz3l5Kz0XVElY/fhhHHCLS4Y1TaWm1LreVz44juWWklDzsTwVoiLRccIuQlZ2mq79rUMYTHTtbUY20tFoPt+hKaBcQOwJvmkpNg2leF/+EudUvD0e4XC6+uFj117/OCAjYv2SXzfb2dldXV0REhIyMjLCwsLm5eWVl5eklES5QPBzZm5+DF4GURYT7mxonO9ot7mlG+HgDOKIgeCslJDgzMiLY/am1zn08pAZeBFIRFTkcAbrDnD0WR7Kjox7e1wbQAbBGvHrq5mRmmhjwEnDEAM0QRSBzTY350RHGQL+unGx9VeXBImuISFASvj3e1upibpYZGUGAQgyVFF3MzQoS4gH/C+9wVGmJgaICc3joYJGVHR1la6DfXAdTEr493d+3vzA/2dGuLi7WioC/cHKM9fc77OWZGxnWkZUpSUneX5ifHx3RV5CHFRaMNJNeODk+tbJ0fGAi/sP3jeDqRnD1AzXVmcEBwN4DeLIcTIzlBG85m5k6m5nqysvF+vs11YDvy0hTe7o5rIWmGjBg/zhYZBUnvzbX1OCZKHbnmI4PTILcXAF3GCgp0VRdTUdOzs3SYp1Gne7vi/J95mph7mZpcffa1ayoyL7Ghnt3JYdJxP2F+ZFmkoGCfG9D/dYMw87QIC8u1sf28d0b14Fu6CsqBrs/nRkceKCmCissaIHXmWtqHIkL5uPIieLjCE+fBEdgxcXRt76tCQnAo9EkLPbIm/09cKQGj5T1MYIQkId3/jyOPDNOqylYWFg4ODhAIJBs9j/ACMARWEkxqhFnGeScV1uS6+2e5ena3dkFfLKHcaQdDtva2sqFl4k4anpY6RU/89j4uR+Xe3t7W5tb7cM9Rr62ur7WOr7WNOZP7nna+LjebemoCNAFmkZO2XgBGUgCJTUbratsKf7nH4JsHTobGuxUtXWULMtqe17noJF4cnhidQm0OySuwkvNwkvT+iiOhKfXt87k5KDOjyO4nxbpEGm54FYxO2cz/+io15DExKrnPkmRL9OtrskkxZRgW6ah2FFY/YSdyVM/y0fbl5l99XRdKo7sbm6+trNT/d3vLsllw+FwKBRKfn6+vr4+kL4sNja2t7f3I6/2/wlH5pgbdJqrhbnwlW/sjQztjQwVhITUxO7MDg3mxcVa69wHMlXszc+9eurmZmnRioAriwi3IRG8OMq5keH+pkbAWUOAQoD9WzMM94dWvvZ2vBluhTwFLwKVpafVV1UCS2+2Z2d25+fgh3BET14OCGUdIhKURYQBHEkPD+OwFiba20pTUxxMjB+oqZK7OnnWEVRpibGK8sLYKIe1AOAICVarLCJ8FEccHY7FkbK0VABH9OTloPl5bpYWvvZ2U50dXViMpqREQ3VVQ3XVuzhib2To7+hA7+uldHdRe7qXJieaasD6CvIzgwP7C/ON4Gp9BfnZoUEOa+FdHIl/+cJS697S5MTe/By5q7MdhXz9KkhXTnaNSkkMDDDX1Bgk4Cfa28w1NTIjI/oaG+7LSE92tO/Nz72LI16PbNwfWtF6e4BuAFEjCQEvfWwfRz7zifDxPhK4w8eRE8XHEZ4+Po6U1Va34QkpPp4kKCT+vlqSofbu29niz4sjdBq9CFEl72tyPhzpbZV7ZpxdV8Llcg8ODigUyuFxAHCkrrSkHAZWfG7qnxmRo6eeratWVwdfXlnhHsKRTNGr0Jys/v7BQnSlrI+RleBX6Qrii8zTSv1xudy9vb2d7W0oES3lpR8HSqtvaOAcHAA9yY+O0ZW8X13Xf1FBrD+LI4imqQpYr6tTuNjfbz+QlMeBwcAnQoTD1a+KJSWBkQQKomkqPLG6uKYrOKbcU9Xc83gcYbwHjqTm1xdWtdWghzEkWi64VczW2dQ/KiIJXFTTmZSLSQjPdxVUBHAEVj+eX0zQFlLEVlae75t3oTo4OGBf5ooe5vj4oxs37GVlF2Znf771mbW0tIRCoRwdHYGaMr6+vk1NTWw2e2dn5+PnZQZwZH9hfgDfJC94qzj5dQca1VQDxlaUKwnfhhUW5MfHWdzTZAz0L09Nzg4NOpk+8H78aJVCdrO0sNS619/UyBofm2hvc39o5efwZJCAvy8jjSkvWyFPzY0MgxITVESEjyxm2V+YByJLDjtr0GWlhkqK5K7O6f4+XTlZHo7wrCOpoSHwIlB9VSV7mj5IwGtKSjTXwXg2GABH5kdHABx5rK832dGuKSmBLitlT9PrQIWakhLUnu5AV5dAV5d1KuWIs8bf0WGVPNWJQSveFmpHIR/e186MjGBP06uyMoW/+RpRXISH1OgryI+3tS5NTjzS082Njdlhzsa/fAGMzMLYaE5MdDsKSYBC9OTlzoIjQ0SChoR4QsDL6f6+pcmJmcGBMC9PMw31DTotyM3V08Z6g05rroNJXb+WGBjQU4/j4ch4WyswPht0GuCsyY6OMlJWovZ0L06MFyTE4yE1+wvzfY0NamJ3tKTutiLghz01fBw5TXwc4enj40gppGp8bLwJT5hhzOToqOQaaR1ZZ3h2HOFwOKsb6+GZ8fbhXmKO96BE1OHGp+DIzOwsuL5O2tsgs7bo2K7WBL9IFv4BUpBfUlOh9sIyMCc62UArWFo03t21E4thzjL7J4bVAh4COFKbk93fP1iIrpLxMXok8m2OqvTi3Fs4cnBwQKPROBwOh8MBflXv7e3tbG3DSBh5X5PU8lwSsRlouTQ3ZyWr+sI74UMK5p19w5BoNeiR8OhSlTvasn+/luT3gnnIXL+7sx3l6m4gY1Bd1w9YR4prOoOjyy4WR9IKGhIyEBV1ffVtM3k1bTwcAVW3J2ShEsILzK7KvI4tBXDk2dMYK1nVpflzhFaw2ezS0lI8/q0kN+vr6zgcLi8vr7q6enR09KSEMVtbWzU1NcnJySkpKRkZGfX19YBHr6WlJTk5OTk5OSsrCwaDzV90QtXmsjL13/wm0ctr94Orju3s7HR2doaHhysoKAgJCVlaWpaXl8/OzvKsOxdb0feM+glH5udSQ0NsdHWWpyZ355jLU5NbM4wIH2/3h1Z5cbEiV76x0tZ6pKdrpqH+8L52Nw67Nz831dnh/fiRnrycuaaGkbKSp431RHvbVGeHiqiIjqzMIz3dB2qqpupqNbk5h+Moj912mLNTnR0Gigq+dra9DfUmqirEWiiHtTBMImpIiAOskx0dBc3PM1JWcjEzdTAxfmZny4tcAWJHzDTUAetIbmyMvZHhJmMalJRoqXXP+/EjK22tsrTU7dmZmtwcVVGRwsQEwDDDs47YGxkGODuZa2qEeLivUsglKcnmmhrejx/F+vsBK5b7GhtMVFU8rB9Se7qTggK1pO6iy0qp3V3OZqa2Bvq2BvqP9fVGmkkkWK2Jqsrs0OD+wjweUgP8P4e1UJqa8vC+9pFxaKoB2+jqPFBTfXhf+4GaqrOZaXMdbG9+rqkGbHFP08P6Yainh/fjR7pystXZWYZKilOdHcBH42phbql1rwuLcTJ9UJAQPzs06P7Q6pGerp2hAfDp7M4x12nUx/p6D9RUlyYn+NaRs4qPIzx9EhwZGx2rr29g0OnZ740jS0v7HE5rS+sodULey+hRpEdafvbC8luNj8WRjfX1pbUVqxBXbW8rHe+HMCLm2K5i83MC1BWDVOUdlSTkPA0iSpJJGExOWEjUrW8jbUzjclNxHQQZT0NlBYEMkR+jgnyLoJUZUJCwg8Yj4Svv4sj+/j4Cgdzb2+vt7ZufX+C+sY4AOJJyCEfgRcWat+SLK1sv2zSCJlLRJFphRYu1qbfon6863tPtbGp6d4kpbXzcREzumVs0YB0pr+tLzEBcKI40x2ch3EKyguNK0pNrknLgYnYuPByJy4CD4X2hYQU18H40kVoJ69MW08qPiuGex1FCIpG+/fZbVVVV3vIoBoNha2urra3t6enp6el57949EAh0LJGwWCwlJSV9ff2goCBnZ2cxMbH4+HgOhxMRESEgIODv7+/r62tubn7//v0juPOB+v/Ze++otpJ9z3f+mzXzz6w1M/etee/eOeeee1Int7ONcQCDsTGYnMEkAyYng000wSQTbQwmJ5NzRlkiSgSRMwJFJAEKBEkICaX3x+7WlUnGNsHdzXfV8oJSqXbV1kb1cdUviLe3c319H/7Lv3S1tHxZD1KplEAglJaWmpiYXL58WVtbOz09fXp6erenzCniyPbK8gJ2QG6QARiFLE1PTaN7qBPjfWAQpq0V09Y6jEQADrfAWr5BIs72YgagkMnurg0ScXtlmUMmAS42QGPax1YLB5QtOm1+oH+so529MD+N7gFsTTZIxImuTg6ZtIAdoE1OAG36wKDRdpTcjhUYCRM3N4NBA6agtMkJXH+fYInOp1Hn+noHoJD5gf4tOg3ocLQdBfwqxxGTe+q1uTlTPd1jHe2AyS1vkTLbixlGItgL89SJ8REUcoNExA9iR9pRGyQiax43hIBTxkaFy0usedwICjkIhwG3BRg8ECxO8eel6anZXsyOQLeAJc14Z0c/BDzZ3QWAIHAriMNDg3DY0vQUEzc3jEQsjo9No3s4ZJLgVyfhIQScMTc7P9BPn5oEHIxH21GDcBh9ahI4O2MvzDsZG5W8S92xNXKGIwfpDEfkOmEceRhm2zc2yOVysVjsMp2+G0e4XC6Hw9kfR0Qldub5j9ToVKpAKIRB4bOkhUcRT0LzE/r7BiTij1aUfXCEt8JmGEU5u78LAYHB++26r66utbW2FZvrP7v4HyrPjJKqsyiLVERTU6HKFZM7P930NWrshrwvK0jyd8+88s87etf1wh0HpkbAfe2p5rp5mnd24wgUChOLxT09aCqVyuFwVldXp6emQb1IRRzZ5HCeGVv4OIadwKZIKxIXHp6r9pOa1veXKtLfc9f3zR/UUvTh0XnV3AJYfHpjW/t8C3zm+UObAF3HOtB4QSW6smUkJrPhurPnl+FIcW1f+JtKJWevy2q6Tj+rBwWk3PJ49vhlUnxaYzNitg48AWATkKTm7Zsaw0t3Fj6O+n+wJBJJQECAj4+PtrY2FAoFHqHIyEhjY2M6nS6TyaRSKRKJjIyMXFpa6uzshCkIj8ezWCwDA4OGhgagt8TERBMTEx6Pl5iY+OTJEyAlNY/HS0hI0NLSWjlSdxgWieR5/foTJSUgKY9IIOCvrR3GmYjJZMJgMHd3d2VlZWVl5dDQ0O7u7gNyypwmjvwaR0uOI8D6DVQCViNAUcQLoMGOennL3bHeD94gkb9FMfwXsJoqBvjas2fFYF+KPyuGQRN8HNxMjiOGd1WbPxTJHW4V3wi0B/K8ADXyThRHqPjrnsPYHYtsx6z3i94mv9buV3fcKOAzAn4dhEO9bazdzM2AWHZnOHJYneGIXCeMI5ovbWZIOJlMJhaLeRxOgeFOHGlv71haWoJAoHviiFgsznV5EnH7WoK9NexDYTuqA0fGP4p4El6UtNsTYX8cYZrEuHqmvwSDIfvhyNraGqgNVGJp6H/5byrPjOIrMiQS6cLoSN6ti6Yq5zTCbDpGMH19A40piRmX/6FuctvstQdjlSWTycpd7HMe3NqBIxKJBAFHSCXSXkwvjUbv6Oqm0enobjSoD6WII1gUSve8SmEx6vhOaoBNl9wPSHMdZ+V/+yHiqesEFnvwA8DncoOt7W0eOUYmVIA6FloQM88f2gTqOYW8LdP3CHWzC7Q0db/q5PYFOAJHk7NK2/1i82+4el/XNLG/qh0enqHs5GUX9gaI2Ka4RQTuxD819YpwdBF/zuNKJBIfPHjQ3d0dGxvr5uYmkUjYbLa6unpTU5Nis+3tbRaLFRYW5uPj4/urwGAwm83W1dVNSUkZHx/v6upydHRMTU0Vi8WJiYn29vby55ZOp6uqqnZ0dBx+YIcRtqnp0f/6X2/9/EQi0Xx3d5W3N2d/4tnc3BweHo6JidHU1Dx//ryjo2Ntbe3y8vInTW5PF0cAkgCsOoCtDmAlY+LmTiCGOnthnombO5KuABeeQzbmkEkNBfn7RaDfotOWpqeWpqeOMIMPcJMVCxDHTDEwv2CJzqWQ6VOTB59zyWe6QSIuz0zL3z4AhXx4m0IYGtxzUmc4sq/OcESuk8WR9w/DbKeJc8Cvm1xugaGmIo5IpBIwBEIiEVuaW9xTg3fjiEwmmxgZqczJTr95IcpEOyQ1Btbfcf+55cv8xN2XO1ockclkhPGx/Nu/4Ej7MLoHjalLjs+4/A9141umrz2W2QypVFbmbJe7C0cINHJQyquhmbGc+pLi8vz0AH9sZ0dvb58ijkjE4mgXDwdDV3AH/gs445CbIo3QqefPkm799brFjbvw2jrh1tbW1tYnQ11NY7EGF265O0dBu4lyHHkcmviTpZ3pBTWDS+qX7J2/AEcgXQSj51FK9m7absH+r/MjYj40waZfva0urMEUVPZAFELAwdHk0iq01rk7aBD44KHuUFFRkb6+vlAo7OvrU1NTw+Fwy8vLly5dGtrLT1j8saRSKYvF0tTUVFdXd3R0NDc3f/DgQV1d3W4cWV9fNzY2Li/f2w7piyUSCPL9/B7+7//d3daGx2Bir15dnpvb0UYikVAolKKiIgsLCyB82bt37+bm5g5PGKd7WMOlkFtLijNiYjJjY9JeRdbl5QIHAQlBge+jow6/wH9BETMZaa8i4148//o8ecLlJdrEOG1y4vBvAQ479qwfgEJMNe6lvYrk/Gr9+pVlk7oIr64CbnJGTHRmbExGTExrSXFVVmbAUyd5YLftleXZXkyIm+ue2xvyma7MzpBHhkWMFWRtjedjK/kBFrChtd8bz3BkX53hiFwngCNiiaS5HQLuQkQXp955ZjxNxAH1u3FkljSvG2TvYKsfrqqs5aBlEe+5G0cIRFJrbe0HjZuPb3x345lhNaq5qqludHqPDfzjwJGEKz/o3/xe2dcQNdQzMzPb8i7l/SFwBNSLvOGjXwarb2mHZb2OTDz3l7rUlP5+rBxH+vr6idPTxlfupr6pOQ7/XjiaDO0mpqY36dw2ufuXc6khL5cWf8kevLm5+UkckUokRQlJ+te0Kuuxrcg5AEdsw5Iv2jpZXblvevX+xc/HETiaDO7E6z2P0PAJinlbW9UyklXSDushvcluq2kb23ET4BhKsG+Sw71HnxUfjM/n6+rq6urqFhYWZmRk/P3vf8/Ozl5dXVVRUWlra1NsKRQKORxOZWVl4a8qKioaGRlhs9n6+vrFxcXr6+ssFgsKhaqpqU1PTycnJyviyNLSkqqqKuoYXHNXqVQfZWWby5eHodCoCxcWR/8zlzWbzYZAIF5eXteuXbtz505QUBAGg/mC8GWniCMixgoTN2eh+cBK62FCUGCQi7OxupqjkSF9avKlhzsQVlVu2aB4dALUyP+bLs8yo1izo82OJX+LThMzGYDZpuJV9mwP1AAx4PfrPzM2piorc/dpzu6hAjWCX21lgGbAhgTQLCMm2sHQgD41uefuiOKld9Tslw9vk7rYWFgQ4+/3wsnxn//Pvzyzt4vx96vMzChMSXY2NeFSyPIRcsgk0sgwkFpvzxuyvbJcnZ2VGRuzvbIMKiu10noIzELeDPhB8Y3A+Q5vkQKEtN9xS+U/AwX4XM5w5Ch1hiOANjY2pFLp5hbfPMrNOtara6g3tSiLu/nLMfZuHBmaHX8QZqutfj7j0j/umt62SPDajSObm5vTw0MF6krWN39QD33cgoH39/XveWz/NTiyvb29uLhYYmngf/lvKs+MARzZ3NgoTkmGtjbCsV2A2Wx7Qc77S/9QN75ldiCOgPtQ6sGW9V2g4eHR5uzMnKvfNaa/GxgcBvej5J41ha8TTFVNW+CzibGrbQAAIABJREFURw4icAylvG7A2S5Y+U/n3XQMd5isHgZHZDLZ6sqKq5a+p31wI2QSwBGbX3HE5ItwpBkx24LC6b2IvOcdWFzfB2pfAEabktVW3TqqeEwDR5PrQeMmtw1yomM/61nt7u6+fPlySEjI69ev4+PjbWxsdHR01tbWAgMDraysVld/CVg3Njb2/PnziYmJtLS0OAV1d3ez2WwDA4PGxkagJZ1Ov3HjRldXV3Jy8pMnT4DBiMXi7OxsDQ0NwBjlqCQWCimjo1wGYxwON/g//yfMzCzk738noNHAoUxcXJy6uvrly5cdHBzq6uq+5tKnjiN2errl6WliJmONgJ/BoG/9+AOipjrcyzM+MEC4vNTZ2BDh7RXo/DQvMYExNytYomPaWsO9PF96uBe9SQFMO4eRiDdhL8O9PN9HR5FHRwCP1oSgwEDnp4nBQQvYAcUFj0Mmlb9PD3jqlJeY4GtnG+zqImKsjKCQ0X7Pgl2ck0ND5JFFgNUXUVOdFBJclp4W6u6WFBJMm5zYXlkeQsCjnvkGu7q8CXu5OD7W1dSoev5nvTt32uvrFG1dp3q6o575+traZMXFrszOCJboyNqaME+PYFeXnPjX5NER6sT4K1+furzc2Of+wa4uA1DIEAKue/vW7Z9++vD2DbSy4m142CZ1UcRYqcvLLXqTwlukgMvL4p77R/p4V2VlbpCIW3QasrYm3Msz0Plp0ZsU1jxuTyIBzEEWsAN3L5yf6OoUMxliJqMsPc1G51FBcpLfE/vE4KCl6akF7ECMv9/S9FQ/BJwcGhLu5ZkT/5o2OSFnqbGOdp1bN+9dvdJS/KGttMTsvkbRm5QXjg5Rz3yJw0PbK8tzfb1JIcGBzk/jAwOAtEHLM9OZsTGBzk+DXV26mhqFy0tNRYUpL0OTQoKLU99GeHvh+vsAXkl7FQkuL5OwWWc4cpQ6wxEZYDCBQAgEgs2tTbvEZw4pz+lL9K7O/3RAkOOIUCAQCoVzc7ih2fGHEfa69y9lXvlOzezOnjgik8noBHy+2nVr5R/UQ6xa0LBeTN/yXnE+Pokj7e0d/P2jaQkFgjyTR57n/qzkoRNbmgZUtnd0ris86Ii8rKSf/nxb77p+1NODcUQtyKKuE4TFDrUW5kdcPx9nZpjl61XeVKER+jir9kNzTa317fvR4blHuzUCR5PbULjomKJ75zW0f7hckf5+Y21n0NhD4ohMJuuFQh+du5mcVOGp6+Rr7O4U+e68ub3t9YdfgCMIDOVtDriiaUg/4NU974BGxDTAHwgMJTmzdQeOIDCU5MRy06t3Z8dGD/+sbm9v+/n5ubq6yt+Cx+NVVVVhMBiRSDQxMbGwsEhJSYmPj3/06FFUVJRiTF65gMMaV1fXoqKi3NxcV1dXIyMjBoORmJiorKycm5ubnZ3t7+9/79691tbWQw7skOKxWDnm5inq6j25uVkuLmr//b/b/c//+cre3tzC4vz583p6eunp6XNzc1//x/st4EhlxnvpKnuNgJ/s7rpz7idgfU0IChxBIW10HjUU5CNqqu319VIjwlfxC698fXIT4gegEL8n9rHP/YGQ5Ekhwf0Q8Juwl3V5ucsz0y5mpllxsT0tzSFurh5WlutEgtw7F1pZoXfnNrCaPrh2NdTdjTY58Vhb603Yy15QW7Cri6+drfyURMRYKU17p/z9d/X5eUMIuPUj7cKUZMrYqDw6+wsnxxdOjvhB7GNtrfjAgOWZacVDDSB1DqSi3FZXp+Rd6hACbnhXtfx9eldT4xMD/eTQEPwgVvX8z5E+3uOdHUkhwY5GhpSx0Zce7o5GhoShwZJ3qUBQEDGTER8YEOj8dLyzQ+uGUkNBfmdjQ6SP91hH+wAUAkRkh1VVWj/SzoqL3e/saXtleX6g/+6F8+OdHYBdavn79Fs//lCYkgzEdy9IThpBIXVv3xrv7DDVuJcRE90HBiUEBbaVlsgzCTNxcx5Wli+cHGmTE5CKcuXvv8uIiUbV1tjoPEoMDgJeTY96hW5tifD2cjY1Yc3j4gMDXMxMOxsbcuJfG95VncGgM2Njbv/0Y/n79BkM2tnUJCMmWsJizvZiDFRVBuEw6W8IR0QikdwlTyqVCgQC4MtUKpUCf5lAJWDYKBKJAOt3oFL+xjMcketYcQQKhW1tbXF4XNvEZw4pz6k0Wnv7f5r7yXGEv8nn8TYRcOTQ7NihcAS/8PU44vU+bHNz8wBDP7FIVPk6JvmZu2u0f2PnLyYLONy84obKRHdngr11+OuQkIw47iZPIpUegCO1HW1kMnmJRquvqi5wdXivfD6zMP3+S+uc+pIgR2dDJe3qxqGj8u+Fo8kwNLmwrNNSz+Xmv/0Yau80v49DyuFxZFsoTPT1N7trFpdYkVUAK2saDI4t8rtvZXBB7ZyNg9vrLAUcSUL2UQ/GkTfZbeWNgwCONMCn5cP+UNPbBJ/ZYcRqr+ec4OPH5XAOn9GNz+dnZGSMjIzIa6RSaUlJCRKJlMlkS0tLJSUlkZGRMTExcDh8v/V4c3Pz/fv3z58/DwoKCg0NzcjIIJFIMpkMCoX6+fkFBgaGhIS8e/ducnJyv8glXyypRLJKJkPi4yMuXQr5/nvD//bfbv+X/6L9/ffBwcFoNPoIv21PHUcea2s5GRtlxcXG+PuZ3ddwNTdbnpl+6eGeFBKcmxB/9+KFt+Fhaa8ibXR1rLQerhMJw0hEadq73IR4FzMze3295ZnppybGgc5PMW2ttMkJDpnUC2q7/o+/xz73T3sVGfDU6c65n/CDWDmOvA548czeDnBX8XtiH+ru1tnYAKTCkbJZWBhU64aSYujVsvS0x9parHmclM165esT6eONqKnWuXUTqMG0tT66qbyAHfC0sixNeyd3cBUxVrAwqOb1a0DsdsLQIHF4KDM2xsHQQLBEByK42+g8AkKrdTc3SVfZfWCQtvKN5Znp9KhXAU+dRIyVioz39vp6AI4khQSHuLnOYNCPbipnxcWOdbQvz0zzadTUiHCNq1dSI8LTXkVaPNR0MDSQh539JI6UpacBUWWlq+xXvj7hXp6j7SgDVZWpnm7rR9qRPt79EDB9anKdSFDsJ9zTI+VlqJjJAJeXGaiqLI6PSddWM2KiPR9bDSHgSv/8R7Tfs7RXkcGuLjd/+H4IAddXuQMuLxMxVpZnpi0fatbm5uTEv7bX11sj4CUsZmVmhr2+Hnthvjo7y83CfJ1IONrDGsAOTP6SUCiUP+3b29vA979QKAS+WMRisUAgACoFAsHulfEjHFlZWamurga+EWQyGR6Pb2lpaW5uZjKZAwMDLS0tEolkdna2tbW1o6MDcHhrbW2lUCjDw8MtLS29vb3AyM5wRK5jxREYDL6ystLZ1WWX5LcnjuTp3y801+vq6lpeWUEh208YRz65hMzMzs7MzvV0o1dX9/aDFQgESFQ7mUzBDgzKZDKJRFrmbJeneXuN+VFcLABHatpbZDKZRCodHRuvDnyWr3o1q+j9/TCbzIo84yu3nrtFHxWLIDCUBshUgP/bO3+/YaakAqqs3No/iujhcUQmky3Oz9vcvu/w+EVF83A9ZDLhXcNz+2AbQxcDv8hX2XWoPiqAI1E+8XWQyS/AEdiuxDoIDKWwpF3vggoWiRQIhcKvDgv29ZJKpQf4zR6VBAIBEL7s6nffGf7tby+++87ov/7Xhtevj/xC3wKO2Onpvg0PSwoJbiwsAExZQ93dEoODkkKCdW/fqsrKrMzMqM7O7mpqXMAO2OnqRPp41+fnBbm62OrqrBHwuP6+2Of+9vp6j7W14NVV8Ooq5e+/K3qTUpWVWZWV1VZawsTNye0Ywjw9wjw9ADfXV74+oe5uoLJSw7uqQOj0ia5OnVs35T4vwO6Is6kJh0ySsJgx/n5hnh6NhQWmGveAzMPAdsJoO8rTyrLkXap8Z0LEWOlsbHh0UxmIyQE47iYGB/nY2gC/tpYUWz7UHITDDO+qjrajJCzmABSidUNpaXoq7VXkCyfH7ZXl8vfpchxJDA4KdH4qWKJ3Nja8cHJ8rK3l+dgK198X9czXSF2tOjurMjOjOicbyOe353nNbhzZPbXRdpS+yh3y6MhUT3ekj7ednq6dnm5nY4O8wy06LczTIzk0RMxkgMpKAVCTsJjZr+M8rCw7GxtufPfP/KTEqqzMqqzMttKSGQxaW/lGd3MTsF3kbGpSkJyUFRf7zN4OsFAhj44Yq6t1Njb4OzypyHgP3KijwhEul9vc3Dw8PAzUr6ystLW1NTQ0kEikubm56upqLpdLp9Pb2togEAiDwejq6mppaZmenp6fn29tbUUikTs2TT/CETab3draOvereTmbzSYQCPX19UQicXZ2trGxkcvlQiCQ5eXlrq6upqYmLBZLJpObmpra2tpWV1ehUChgZMDhcM5wBNDx4YhUKkXAkUvLy60QiH2y/24cEfD5GU52EZpqEdr3QbnZnR1dhz2sUcCRph7o2urant+nn8QR8adwZHp6enJyks1m77dgb21tweEIIpHY3z8gk8kkUmnBE6ukmxebigrnx8flzRRxBFBdsH++ypXMwvT74TY+z930Ltwtqej+ev9eOJoM6SamZ7bq3TFV/fOPKQFBdDL54Dl+Fo5IpdLW4pJH51UKi1F14MmUrNYmxGwzYhYOoEPvIoAjYe7RiRnNhzqseRGp7vURjuyekb9blIeOEZ/L5fP53wiOHF/OGolEQiAQioqKjIyMrl69qqWllZWdPTMzszQ3N1xXt3oMKe5OHUfktiNAKE+gAIYahSnJVg81uRSylM0ijQyTRoZ7WpofKl1fnpkWMxmxz/0fa2stz0zPD/QDjhtvw8McDA06Gxs0rlyeH+iXrrKZuLnJ7i6556qIsZIYHOT52Apw6nExM33p4Y5pa9W6oQSknetubtJWvrE4PrYbR8RMBrBmdzU1PrqpvDQ9JWWzUHW1OrduEoeHPCwtFMN/iRgrYx3t969eme3FSFjMfgi4p6U5LzHBTk+Xt0gBgso/MdCfwaAVcQTI1yPHkersLFtdHeDkKOCpU5CLM2NuFogaRx4dcTA0SI969T46yl5fb5O6KGWzgD0YwRKdt0jZ7ax7AI7Ipwbsjsz2YhawA3walYmbi3rm625pwaWQ5Wa5YZ4eSSHBEhZzN46MtqPUL12c7umWrrLZC/OT3V2seZyR2t3GwgIRY4U6MQ5k58l+HQfgCGD0Gh8Y4Ghk6GBoADgJHwmOcDgcmUzG4/E6OjowGAxQz+FwyGQyGAweHR1dXFysq6tjs9nd3d3z8/Ojo6NNTU0oFIrJZDY3Nzc1NdHp9J6eHhwOp9jzzsMaNBotxxGpVLqwsFBTU7O4uMjhcNra2tbW1iAQCIfDwWKxRUVFs7OzLBartLQUAoFsbW21t7dTKBSxWIzH4ysrK794tp+URCI5w5EZ0rxTtF98+PMYGwvdZ+aObwOoNFpH+0exGcbGxhoKCzKu/VDwwruutRk9jlULttRWP6+AI3skyFW0HWnqhuw3gHU2K09LteSJpeJmHY/3GbsjAI4c0GBrawuBQMpxRCaTjSJgDW+SIi7/UOTlKm/2K478p3lBbXREnPrN0poPKh4Gyue+c7Hw3RFm4wtABI4mVzYOujmE3fzThaeaOv0o1GGywvL5/MPjiEwm4/O4obYO9vrO5Q3YlKxWBIYiH/bHONIiH9XuodbBpox8XwW+KTF6EaXh/qIJObvn3OFocn3bmP41raaCImCo3wKOyGSy4/jrZrFYEAjE3d1dSUnp1q1bYWFhaDT6ANumo9Kp4Ah1cfH1y19wxPqRNrCQA2HQgIUz2NXldcCL+YF+iwf3Y/z9ilPfWj/SLn+fPj/Qb6R2NzM2Jj8p0d3S4u6F8y3FH1zNzaL9ntXl5b5wcgzz9GDMzfra2Xo+tqrIeO9l/TjC20u+mgLR0HVu3XwfHZWflPjg2tUQN1fWPM7DyvKlh3t9fp6rudnrgBeAE41giS5mMkrepToaGQJbCID5KhM352puFuHtVZ+f52xqkhwawlukvPL1AWKly21H1gj4F06O3jbWeYkJJvfUKzLe4/r7HmtrvQ0Pq8zMsHyoWZz6FshxM4JCStmsfgj4wbWrS9NT7yIj/B2eCJeXhhBwA1WV8vfpDQX52so3Qtxc+yFgK62H2a/jqrIybXQe1eXlzmDQpvfU4wMDit6kPNbWqsnJ3qQupkaEQysrdoRGFTFWcP19d879NN7ZAWxC7JhaqLsbsNnTDwE7GhokBAXW5eV6WT9+HfBC7v+yvbKcFRdrqnGvD9QGhM8HDq0yY2NczEzXCfgXTo5uFuYVGe997WxD3Fw5ZBIAYVVZma98fez19RbHxzJion1sbQAcETFW+iHgi//+50gfb8Gvjr7tDQ1lxcVf/HRVVlbi8Xjg2296erq395eY11KplE6nNzQ0jI+Pi0QiEAjEZDJRKBSdTl9YWCgsLOzt7d3c3Kyvr6+pqdnY2BgaGhobG1Ps+SMc2d7eRiAQQF9cLndqaopGo7W3tw8NDTEYjPr6+rW1NRgMRiKRkEgkHA7HYDAzMzNgMLitrY1KpYJAoNXVVeB6hYWFYrF483jE5XKBC337Wl1d5XK5R97tFp/f2gO7E2Cmd/3vMT/86YblHdvEZ/MLCxAIVN6Gz+cPDY/UFuRnK/1kovrzbS/DMkidR3ywt4VO6vm/3ja8YRTtQqFTd3bN5+OnJvPuXre++YN6iFU1snmLz99zDEuLizkPVYrszDc4HHnl2uoqmUYxjnZxfxfKOXDifD5/eHhkcHCIv0//m5ubbDYbBALPzMx0d/cAzQRC4SIBn6N2vczDicvjcbncLT6/sROsHmxZBq2TD3Vuaqqptpa9ys7NSLv9px9fBKS1tc+3IOe+rLS2zzdAp2Jii+9ffKDxt5/fv4qiLy5ubW194kMCbsjaGkfh/nxafP5wd7f+eeUXz1IS0htbUTj5MNra57OzW32uaoa4RMa9a2hBzn2o6W2ATu0cLQqXW9N9zcndMjQhr7L7fTHygHnFRhWYXVNdmJoChrqxsfEZQz02sdlsHo/3lZ0AHLC6uorBYGJiYtTV1X/++WcLC4uioiI8Hs/j8QQCwZGM9mCtr6+f/F3F4XBRAQEbJOLS9FRuQnxnQ/06kbA8M72KX1gj4NcI+OrsrKaiwnUiYQAKSQwOivD2KktPo09NshfmETXVcS+eFyQnjbajEoOD6vPzMG2tcS+eh3t5ZsbGzPX1bpCIuP6+zNiYCG+vjJjo+YF+oE+gMHFzjYUFkT7exalvq7Iyq7OzNkjEaXRP2qvIqGe+RW9SFsfH5I3XiYSOhvrClGQmbm6DRGwoyAfaT3Z3pUaERz3zLU59S50Y3yARsTBopI83qKxUPoV1IgHX35cREx3u5VmR8X55ZmqdSOgDgxKDg2L8/erycqkT48ThobRXkbO9mA0Scaqn+03YS9rkBLi8rCLj/Sp+gYmbq83NeeXrU5iSXJmZUZ2dxcTNNRTkR3h7vfL1qcrKXJqeWiPge0FtCUGBgK8NEOI9Ky4WWlmxQSIqTnydSCAMDSYEBeL6+9aJhN1Tq8nJnuvrfRcZQR4d6WxsiPH3i/D2yktMwA9i14kEeSfT6J4Yf7/a3JxeUFv267jlmWkOmQSrqix6k7JOJCxgB7Jfx0V4e6VHvZrtxawTCUvTUxUZ76Oe+SaHhgCR7yEV5WXpaeyF+TUCfoNEXMAOPFS6Dior5ZBJawQ8h0wCV1YU5uYe8htsh7a2tgoLC+vr63k8nlgsHhoa6ujoAICBQCAsLCyMjo4ikUgOh9PQ0LC0tITBYCYnJ/v6+uBwOBwOJ5PJbW1tIBCIQCCgUCgikbgvjszPz1dWVra1tVEolKmpKQqFAgKBYDAYg8Ho6OgoKSkZGRkhEolQKHRgYIDL5XZ3d8PhcCaTOTc3B4FAxsfHgf8Qc7nc2tpaiUSyfTwSCAQbGxvH1PnRamNjAwiEdbQSiUTQvnaNl9ZPrHViTfSfxT5PrMhcYTDGxsYVmxGJpP6O9gRzo1A/Z+/08ImFmc6OLlhp8Ss9redRfhFFKasba7s7J8/N5qv9giN1HW0ikWjPMTCXl3K1VIvtLba2tuRtNjY2aCtLJtGunmkvtwSCg2cxPj4xOjp2QAMOhwOFwubn5zGYXnkljUDIVrte6e1CJJFHRkZFIlErGq4ebFGJaJQPg06nt7d3iMXid0GhhneM3xfAIV0EUMfC5xZwFwHcSSgo7bDSc1X+1+9fWNlMDg4COVoPnpriFIANksNLKBQUxife/efN8JhiSDdRPhhINzEvD+xzVfOl26v49EZQx0Jcan0deALciVccM6SLUFjfq+zqYx2eDOkiQDr3nji4E98Mn7HStE32DxAKBdvb2wA3f9ZQj0NCoXB9fR0wf/sCicViiUQiFApnZ2fz8vL09PR+/vlnLS2td+/eTU1N8Xg8iURy+I/v68Xlcnk83oldDhCRQIgJDt6kLgLHCpvURS6FzJib5ZBJXAqZSyHLKzepi3wadYtO49OovEUKb5EC1AANtui0TeriJnWRT6fJ23ApZKBbxRp5UXwJKPKrAGVHe+AloBL4ec/28sHsdy3FHoDBM3FzQAPFMcsnKK9RLDsGr9in4i2S370dhbdI2aLT5BPcPTXFMey4yo5Ofrntu+7M7inL+1zFLyh+prxFCpB+KNLH28PKkjE3C7TfotPgNTXFBQVf9lcgEolqa2uB/culpSVgq4NIJI6Pj6+srMBgMGBvYnBwsKSkpKuri0ajIZHIzs5ODoczNDQEgUBIJBKNRoNCoX19fdsf7xx/hCPSjwXUyF/a8a9i/Y7KM1NWuY7vsAY52H0vxCqtKq+r6xPZxRBI1Pr6L4bQSCRqeWVFfvaxpz7vsMbBir+1Jf84jvawRiKRsFgsEomkOOCVRUq22vVqXzcCkTQwgJXtZTvCYDC6unuWyCQLJfXXMUVf4t+LJgNRVkMD01T/oWx85WZLaSn/800sNz/HdkSu1ZUVF009B1MfSCd+52HNFc0wj+jEzFY4mpyQ3rjDTQbWQ0KgKcVNA8quPrYRKQecTyEwlLwCmO75O+O/7rV+U4c1X2w7wmQyIRCIm5ubkpLSjRs3goODu7q6gKPuU9EpHtYAYbvkwbvkhzWfLIpRxRRzrOyZ3eYwHcqtK74mQutnvX2LTvvKKPifFZb+1Atg3LPj01knElJehnrbWE92dcpv3S+2I19xWKPoWbMDGGQKkKBYKdeewCDXWdyR49Xx4QhisFs92LKgpWKJvnRwSyQSJY8miUAg19fXDwYFGmDKevMH9RCrxgNwhMXK1VItc3y8uEjt6+ujUChMJnNzc/PwpqxTU9MTEwfhCCASibwDR3LUrtf4upEoi4NDw7K9cITFYvX199dkZhkoPWoAT3yu1QgQZTUjB2Sgaq7ypx8S/J7TSMRPjnNPfRmOyGSyHhBI87tr797Vyy1wERhKSQnK7oaew0N7Z2OPyhpMYkZzI2ynmSoCTT4MjkC7Sd4Oof6mj+VuQd8IjnyZKSuPxxsaGoqKitLQ0Dh//ryDg0NNTc1hcsoct07XlBWIkQVEMzs8jgB7ANsry8jamoaC/NleTGZszOL4WGZszAwGDSxsQMjznPjXO/xU9ysixgq6taUwJfnLMsXwadSSd6ndzU2HJJKvxxE+jco9oijyJ1D2DBK/RadxyCQg/7C88iwq6xHrDEdkv+JIObzhky134cgnniQafiHz9iWLa3+7E2Da0LVvEhM5jlCpNOwAdnRsnEAk8fn8w+PI7Ozs9PT0J8e/A0eYVGqcyrViX3dISdGH2KjtrS1wX/sOHNne3qYQCM6aeiF+SZ/rUIPAUKqbh72dX9368wUHDa1OEOjLeALQF+MIi8m0e6BldtesHjQupwpIJz4muSrIOcL9gnpudktSZuuX4QgcTa5pGjK49rC1uER+xd8ijojFYjKZnJ+fb2Zmdu7cOV1d3dTU1NnZ2ZMngP10ujlr2AvzzR+KlmemAdtPwP9292ImT/ALbIG0FH/AtLVKWMwhBBzd2tLZ2GCgqjLZ3aWvcqejoV6eApc8OtJaUgx4jgA97JlUBfDmkK6tfnj7xlZXB/BJAYw9FbPpytvL92AU22xSF51NTfISE4BXgWvJo4cBmXLljQW/5qxRnJS8vfwtijXyHoApAD7Gtbk5X59w5xRxZM9yhiNHrDMckf2KI2Xw+k+3RCDX1n7BEaTCwc1+WltZLvH3ifV3Mw9x6ZvcIxcaIDmOwDEdqQUZZempnU2N/M/ZHREIBHsG69yhHTgi3t5uq6kex2ILHR6n3r3OYbMh/TtxRCKVNhV90LukXlaNOTyOIDAUUMdCYlLlg0uaGn//OTs2bpXJ/OTwDtaX4wibXVZQaH1LI8g3SU4VcDQ5Oast3Cfe58qDvJzWpMyWL8MRBIYSFZZtq/KQQaXKr/jbwhE2mw0CgTw9PS9fvnz79u3AwMCenp61tb0D2JyiThdH1gj47uYm1jwOsKxsLSnGwqA7UsdxyKRhJAJUVtoLalsnEia7uyw0HwQ8dVrADsz2YsY7O7qbm4zV1aZ6uoEIFnKGoE9Noltb2Avz3c1NuP4+WFUlqKyUOjG+48iANDLcVlrSBwblxL92MDQArCv6IeCmokJ0awuQxqWzsWGTuihYonMp5Pb6usXxsU3qYh8Y1FRUiGlr5ZBJfBrVzcK8IDlJzGRQxkbB5WVtpSW4/j4gSnpnY8Nkd1fzh6KupsYNEpG3SOlqahyEw6CVFe31dUzc3CAc1lRUOINBA0NiL8y319c1fygaRiIAmwxgCvCqyrbSEurE+PLMdKDzU0uth72gtoMT8H4j5QxH9tUZjsj1LeAIFjsov11sNvuQ4xGJxRAI9IDGAI6UOlj5Z0Rddbjv8+Of8uwsqFTaEnPlkDhySO3AEZlMtr7B4W9tlTnb5mup9Hf3lIFq74VYKeK9rIx3AAAgAElEQVTIJpf7zMTK3foF9HP8eIsr0fYmXjf/7Qc/i8cTWOyRDP6LcUQo3Gaz2aCS0kc/qxR8QMrBIimzNdz79VfhCJrcipyz1LDKiohSPLb7TeAIj8cbHByMiYm5e/fu5cuX7ezs6urqqApQ9a3pFHFEzFhZwA4Anq4JQYGA06yX9ePGwgLFzC9ZcbFPTYxTQkOe2dsVp75FtzSrXbzgYmoy0dWZGhEe6Py0q6lxN46IGCsdDfUm99RnMGi9O7d9bG3yEhO8rB8HPHVaI+DlUdEoY6NOxka+drZvwl5aPtR0NDLkLVLyEhPcLS3iAwOAUO6YtlYgVqmYyRhGIgxUVUbbUbkJ8R5WlvGBAfb6eikvQ9eJBDcL88KU5AXsgIOhQbCryytfH+tH2oNwGBYGvfnD9yFurhkx0XZ6uhkx0SuzM8bqaq7mZrkJ8XZ6um4W5u+joyJ9vB9ra1EnxtcI+Egf7+eODjH+flZaD6uzs5Znpg1UVQCfYW8b6xdOjtPoHutH2rq3b0Mqys9wZIfOcOQjneGI7HNw5MsCbEskksXFxQPeu85i5WmpljpYBebGqXjqv7z0tzInaygUTqYtmh4zjshkMolUWvrUJl9LFdLckl9fugNHxtAYnXM3c/IghzFiRWAoTbDpsNCMu9/dMrioVFdQsHl0T9cX4wggPo8XYuNgq/u0FTELQ5OPBEcQGEpWDkj/wu2ZwcGPrvUN44hIJCISiXl5ecbGxj///POjR4/S09NnZmYOE/rldHXqOKJ35/YgHGb+4P6bsJer+AXi8NBYR7vi+uRiZhrt94w1j6NOjA8jEax53FMT49rcHCmblRoRHuTifACOmGrcA5Kh5CclipmMERTyodJ1/CAWOOMQMxkNBflGancBJ5eAp06ORoYL2AFt5Rvl79NHUMjStHe3fvxhtB3lZGxUmvZOzGJmv47zsn4824vRuqFUlZU5gkJ+ePvm9k8/zmDQ7pYWH96+eRcZ4WpuBiS3C3V3C/P0wMKgKj+fa6+vk7JZoLJSA1WVBeyAqca9d5EREhYzNyFe785t6sT44viY2X2NXlBbR0O91g0lZG3NMBIR4+9voKpCHB4yUrubE/9azGSMdbRrXr+GH8Qmh4ZE+nh/maXLGY58mc5w5Hj1LeDIMWmdxcq8f6vI1vx5VvQNV63Qi38td7KBwxAUOtU01s3rffix4ohYIgFwBNrSml9fpogjYrE4wcfPTtepDTUPO9CIFVitcwvhpvetb//f76M9vUnz80cyZrm+EkdkMtk0Fmt46XZMZD78iHAE2kNyt34e9Nhe+PFJ2beJI0CoaOBQ5s6dO8HBwT09PafoKfO5+hZwZKyjHYi87mRs9C4ygjQyrLg7gqytsX6kba+vlxAUONuLWSPgnxob1eRkS1jMQ+KIqca99vo6CYs519f74NrVub5eAEdEjJXs13FPTYyBvPZ5iQmORoZYGPTSX/7dzcL8uaPDM3s7bxtrXH9f0ZsUL+vHjLlZJ2Oj+vy8QTjs4r//2d3SAmjjY2sD4EhhSnKg89MYfz/ACCY3Id7NwryrqVH39i38IFbMZGBhUH2VO0MIuOVDzfr8PAmLWZaeBuDL0vSUra4Oqq62MjPj8n/8xe+J/XNHB28bmwhvr/mBfrP7GoiaajGTMT/Q/+Da1dleTHJIcIS3129ia+QMRw7SGY7I9TvGET6Xm+HhUhUblVVfbPrM9rXyuWSDB5Fp8R2DaL2XT1zfBB1V2jMSiTww8Bk4QpqdMbp8Jy72w8FbIwgMpbZ19Jl7zO1/v2h79357a+v2MSzGX48jErH4Q2Ky7uUHFbX9CAwlOas13BuwHWlLyWprRszBMRRF6joYR+BockVtv+5FdVT9TiPobwRHZDIZEG1pYGAgNjZWRUXl6tWrtra2tbW1NBrttIf22fpGcESwRJ/r64VXV7mam/nY2iiaj2zRaUvTUz0tzc8dHez19Ugjw5+7O2J2X6OjoX43joiZjPykRHt9PeDnd5ERjkaGIyik6vmfJ7o6uRTyOpHAmscJlujjnR3mD+43fyiy0HxAGBocQSHvXjg/je6Rt+FSyG4W5kVvUl56uEd4e0lYTAmLmR71yvOxFaatVVv5xmwvRspm9YFBOrdujnd2WD7UbCjIB3DE3dJCjiPt9XW1uTn6KneAKCxAULWl6Smz+xqoulpFHEkKCT7bHdlTZzjykc5wRPYN4IhMJhsaGiYQiWura309Pe/tH/uZaN11MaxCNlW21MHRHZ9+/+G0tbW1++k/AEdKkt8YKutVNQ3v61eCoYA78UlJlVpXte/97VxmdAxzrxyBR6KvxxGZTLa6suKmbeBhEwjpIjTCZ2ID3vpeeZCWVucfV/Amqyku9kMLbFpOJJ/AEQwlPDj9iZrW2i4r3W8BRyQSycLCQkZGhr6+/pUrV7S0tDIyMqanp4/pj+gEdOo4onv7Vmdjw+uAF60lxdSJ8YLkJDs9XXn+mjUCPjk0pPlDEW1yorGwwOSeOn4Q62FpAZhrvA0PA2xHjNTuTvV0G95V3W07MtuLMbmnLseR+1evKO6OIGtrtG4oYdpaJ7u7rLQeOhga0KcmLR9qvgl7SRoZBuK3suZxvEWKv8MTbeUb4V6egiU6fWrS/L5G2qtI0shwfX5e1DNfIHJ80ZuU2twcC80HYx3tc72YJwb62a/jhhDwG9/9szAlmTI2mvIy1FZXBziX+WV3JO2dfHfERucRsrZmoqtTW/lGQ0E+cXgo+3VcVlzs0vSUqcY9ZG2NhMWcH+gHpvA+OsrV3IwyNvqbIJIzHNlXZzgi1yFxRCQSfW4W9W8BRwYHh/B4vEwmk0ok/X39c3NzECiUz+cPD42QSJ/ILfeV2g9HWHS6napmWGBaCwq3pxUnHE0urcY4WTxT/tcffEwsxvr7j3WcR4IjMpmsDwbT+fnm27e17QP0uMBU94v3XoS+O2fjqHRL+8kFjfxcEKJ38dM4giY3w6ZNVIzzY/dIXXu6OMJgMEAgkIuLi5KSkpKS0suXL7u7u08gte9x63TjjgBbHZPdXUBWGldzM8/HVtDKCkXnl/r8vCcG+i5mpu6WFrW5OYIlek1OtqnGPVBZaWFKckJQYD8E7G5pgevvc7Mw74eA5ajRBwZ5WFkuYAc8rCz7wCAxk4EfxNrq6shtRwRLdAB3bHQehXt6RD3zDXFz3aLTekFtno+tnE1NnIyNmooK+TTq9spyfX6e2sULqLpaIPAaurXFw8rS2dTkqYlxa0kxb5Hy0sO9Jid7g0RMjQh3szAHDF2ZuLkBKOSh0vXk0BC/J/ZPTYx7WprZC/Ne1o/B5WViJqOpsCDM04NDJjHmZv0dngDJb4FsOM6mJh5WlgNQCBM3B+yyiJkM4vCQra4OYWhwGImw0HyQHvVqg0T89uOhneHIvjrDEbkOiSMCgRAMhhzSLo/P36KQKchvCUdkMtng4CAej5+dnRWJRFjsIIFAPNZL74cj4PJyvSv3y2v7W5BzuzcGmuGzEWE5aj/c0f35WnVeHu/4TRCOCkdEQmHK8wBTFZNGyGROdqubpV9mIcTseayVsfOzaw/zctoOgyMIDCXtXb3xlbv4vYLhngqO8Pl8LBYbFRWlrq5+4cIFIHwZHo8/qpO+U9fpOvoCaWOBkOTE4aHF8THgcGRHYeLmqBPjTNycgE4TLi/xFinLM9NACpVV/AJvkQJ0Alikyt+1u55PozLmZhXtLYDelqanWPM4DpkEhCYDdmVokxOKg+FSyMsz04C7L9BmFb+g2Ia9MA+QAZ9GXZ6ZXpqe2qQuipmMfgjYQFWFMDS4PDMN9L9FpzHmZpdnpgVLdOCiW3TaFp0GHPrIp0yfmgScgLboNCZuDnhJPgWgEyZu7mx3ZIfOcOQj/aZxZE8PRqFQCIXCDokjbDa7q6MLNdTzjeHIEIFAAFKknhKOtIoEAl9DCx/HMHAnvhkxu8OPN7cAbvbA9ta/fRfm4rYw8+nwa0eio8IRmUxGxeOtb2kE+Sa2IHGJGc1wNDklqy3ilxgkh8IRSBfB2dwn3MF5TyuZk8QRqVRKJBILCgqMjIwuXLigo6OTnp4+NzcHrNxfEyT+W9Np4siv3rby5VzxV8UCHNzsiBei+IPw4652NNvzjbv739Ht7ijsu39VbLPjKvJQaf0QsJHa3cXxMXk4fMHHUVkP6GG/l3Zc5dsvZziyr85wRK4dOCISibBYrFi8839+h8ERDocDfK+trq71dPWghnrUgixKYd8KjgC54oDP5VRwpK4LNNLZpXdRtbC4HdpNlOMIAkOpax177h1/698vWt1RRzY3n+TycIQ4IpPJ2kpKtX66nVcIb4BOfexl82kcgWMoJZU9OudVu1vb9uz8ZHCEwWBAoVAPDw8lJaWbN2+Ghobu8JT5siDx36xOHUfk5fBB4n9DRbi8xJrHDSHg8m0PoHx9kPjfVjnDkX11hiNy7cARoXDvQ5n9cARIlgv83N8/QCZTZDJZDbLFOfZ5Darlno9ZQ+e+QdxPQIo4AuiEcaRAWxXa2pbfUKYR+rgCVh/v6fvEwBXSSQB3EZoRs4DJ6pu3tTpKump/+SE1PGKZTj/WUe3W0eIIn8sNtXW003FqRczB0eTEjJZwr7jD4giaEugd76pluLHK3rvz48QRHo83PDwcExNz//79S5cuOTk51dXVrays7G55hiNfrz8Ojgh2xZgHyhmO7FfOcOSI9ZvGkT2xY7/6oaFhCmUR+Lmvr59MJstkstdl6WqBFoMzo21gMId7mgEYRkdHiUSiYs1J4siHJ1aZ9240VVZllufdf2kd9y7W5IpqWlo9AkOBdBFakLjy2n5nq+fK//qDm57RIBp9KiGzjhZHZDLZzNCQ0aXb0RG5cAyltAEb7Zd0GByBo8kNoAnjWwYV79Jl+6z0x4EjIpGIRCIVFBSYm5ufP3/ewMAAOJQ54EJnOPL1+kPhyJ7lDEf2K2c4csT64+BIf/8AiUQCfpbjSEJlpmaozQR+ZnNz83S/tbe2tnastSeGI1KptC45PtpYL+qusu19pfsvrR9q3LJ+YN0Mn0H2LjbBZsJCMu/9qKL146XyrKz100tlcuQ4IpFIihOT9a5qVtT2owbo8UGpPlceFOSBUf30A3AEgaG8fVNjfPkOBYfbr+ejxZHV1VUQCOTt7X316lVVVdXg4GAMBiNP5XiAznDk67VIocSHvZSymUBOOKBsEAlA3rg/QhExVjaIhFMfxokV4fISh0Q8TEvp2mpnc9MZjhyZfrs4sr29DYFAxWLx+vq64iq1G0eEQiGXy8ViB4EDGtleOHJSk/gMnRiOyGQyMoXSWl9f9OCWndJ3931Nrvzfv8S9KkD0LuYWwi007ZT/v38EPnGc28uF5CR15Dgik8nWWUz3R4Zu1i9gaHJswFuHc3djQ96XlLZDOvH74Qikk2Cv55zo+1y8v5/XkeAIn88fHByMjY1VU1O7du2avb19Y2PjZ4UvO8ORrxedRvN3c4PX1sBqquWluaQYWl2lWPM7LtDqquaS4lMfxokVSFVlc2kJ7ONPfM+CrK9LjY6qLCv74qfrDEc+0m8UR/h8Pp/Ph0JhUqm0s7OLqRCHajeOZNV/cAzzjLG1qE9J5PF4Uqn0DEd2iEgit9TWftC8bXfju1s6N/WuPSwq6wzwib/97xeNr91sqqg4TLrg49Zx4IgMCENy7mZaWkNJWccL7/inahZuauZNkEk4hrIbR+AYSlFJu97FuwMIxAF9fg2OADllCgoKTExMLl26pKurm5mZOTs7+wUHZGc48vUSCoVwKLSyvLxKoXwoKKgsK6v6uPL3WirLyj4UFJz6ME6sVJSWFhcedr61VVXUxcUvfrrOcOQj/UZxBI3G0Gh0GAwulUo7OzsZDIZ8oQJwZHt7W97YLyvqxlPN4J/+VOxkjUCitre3+/t/MzgyMIDF4wnHfa319fWxgYHEe7cfX//h5z/9X/3bZnrK+ip/+mdiYBCZQOB/AywiOzYcEW1vv3kRaKJiXA8aB3URgkzc/e9Z1LSMFNf27bU7Qn7hGef+yIh/oKXRl+EIcCjj5eV17do1VVXVly9fotHorwlfdoYjx6Stb2MYJ6Y/2nwFJ+Wlf4YjH+k3iiOdnV1UKlWOIzQarafnF/tKoVAIg8FpNNrw8IhUKpVKpQG5cXfcdELP/bnY0bqtDSQUCAawg5RFquybxxGpVEogEBmMnTHIj0MSsXi0v68oOenS//jXi//jT080tdFI5Pb2tkQi+UYCeh4Tjsh+DUMS6JMI7sQHGbv537OobBxMeN+MwFAUcQSOJte3jRlc16rLzj24w8/Cka2tLSwWGxcXd/fu3evXrz958qS+vn5paemrp3WGI8clLpf7uwku90lJpdLfyhpxJBKLxSf2jXeGIx/pN4ojXV3dNBodBkcAOEKl0uQHNACOkEjkvr7+uTnc8tJyQF6cuo9RtLleoqm+963rPbVVzWWl2HaU7JvHkZP8ypNKpX39/fr376v97bui1HfsX8+/RCLR7x5HZDJZW0mp9s8q2XkQP0NXd1XT3HxI4IvUVvhMSTNWjiMIDCU2qsBSWYNGwB/c22FwRCqVLiwsFBYWGhkZXb16VUdHJysrCwjFe1STOsORY9IZjvyOdYYj++oMR+SS48gym+Ec9zwg2DPWxGBheLC7B02l0mAwuCKOUMgUGBLx7E3Y24qciIJk41CnZTaDRV3MCAsdQsKT7irlO9vJznDkVy0tLcXGxp47d87JyWlqYkLxpT8Ijmxt8kLtHG0eOURH5r0Kz472T7b/Wb0wH1LaOgTgCAJNaUPhbHUcUp4HSj/1uRyMI0BOGTc3N2Vl5Vu3bkVERPT09BzHTT7DkWPSGY78jnWGI/vqDEfkkuPIHAX/MNxO/cHFtPN/xbY09qAxdBodiUABzX7BEQqlsbXZMOqp1/uweQK+s6dbIpXKZLKu7h4amZR7/2a5m4PsDEdksu3tbRAIdP/+/Tt37tTU1ACR6RX1B8ERmUw2OzxsekXF0y0mt6InITjN98qDgjywHEeQmMW8ApjOuVujPT2f7GpPHNnc3BwaGoqOjtbQ0Lh8+fLTp0/r6+uZTObx4cLvDEfEYvE3AgGCb8Oa6sT0LViyn6SEJ0W9J4QjQqFwenpaHhtgY2NjaGhoampKKBSSSKSRkREOh8PhcEZGRkgkklgsxuFw4+PjW1tbTCZzeHiY/mvIyzMckUuOIzgKXjfK6YHW1YyLfxtobujs6eno7wlNjQHVlvc21HHW1lDIdhqN3gwGmcW5+2ZEbG9vy/9TxefzmTRajsbNcrcnsj88juDxeD8/v3PnzgUGBsqDsuzQHwdHpBJJ6Zu3t/96PTWrNTE4DYhBUtIyePPX3REvh1B/s8d83qf/XhRxRCqVEgiEgoICU1PTixcv6uvrZ2Rk4HC4E4gi/xvCkaXl5crq6pLyspLy8v1KwYeiwuIPBzQ4qVKWW1BQXHbQUH9PpbisLLeg4OCP5vdUPpSW5BUWHK5xWXlVJYVC+eLHXo4jYrF4fn5ebjG2tbU1Pj4+MjKyubm5srIyNDS0srIiEAgmJiaA81wKhTI8PLy+vs7lckdHRwkEwo4/849whEQiffjwYW5uDvh1bm5ucHCwvr4ei8WCweCBgYH29nYUCjUwMACBQAYHB2EwWE9PDxqNhkKhQ0NDYDAYoIQzHJFLEUd0Xjka2WlHad3rAbcklGb4v4u872nmqnLxzc1L2H5MamEWpKk+KyneIPyJb2bkjkWdtUQ/wxEOh/PhwwdlZWUdHR0kEnnAMv/HwRGZTLbGZLppGbjbBsb4Jz+79jAxoSwhp/WWu6/dq7c1jUMG1zRbi0sO049AIBCJRAwGAwwGu7u7X79+XUVFJSwsDIPBcI4/9bFcvyEcaW5rjUiKb+lENSLhe5YmFLwa0lYDBTWh9m5wkqWyrbkBATv1YZxMaUDAKtuaT30YJ1RQ8Ho4tLKtpfEQj1lLB+p1empZZcUXP/ZyHGGz2VVVVWg0Gqin0Wh9fX1gMLinpwcCgQwNDUGhUAwG09XVhUAgBgcHQSAQFotFIpEdHR1Ay+XlZcWeP8IRiUTS3d0txxGZTDYxMVFeXt7V1dXf38/j8Wpra+vr67lc7sDAQHFx8fT0NIvFKi8vB4PBAoEAhUItLi7KZDIul3uGI4AUcUQrzC40Lx4ChojF4r7+/uWVFfrSUtnLwCS9hyX1JcpOOk/vXAw49xcVF+1nWa8OgSOzpzOlA3VMOCKVSoeHh62trc+fP//mzRs2e4+sK2tra/Lo438oHJHJZANIpN6FOzb3rN0u3Q/yTXoelnnT1dvu1du4VwWPb95jHSJTD5fLxWAwYWFh9+7du3LlirOzc2Nj4545ZY5bvyEcaWhqrGxr5kilbLFw7yLZpvE26HwuW7JPgxMs5HU2SyQ49WGcTGGJBOR19qkP48QKQ8inbKwepuWGVNLaiSouK/3ix762thZYf6VS6cTERG9vr/wlEolUUVHR1dWFRCIFAgEUCi0vL19aWpqfny8uLsZgMHw+v6GhAQCaoaGh8fFxxZ532o5gMJj5+XngSmw2m8vldnR01NbW9vb2bmxs1NXVNTQ0bGxs9Pb2VlRUTExMrKysVFVVgUAgPp+PQCDodPrm5mZjY2NRUZFUKhUfj7a3tzkczjF1frTicrlCoVAikcyS5rXC7MILkxYW8CKRSCgUikQiqVSKn59HwRFcHre+uanY9UnMxb/dcdH2zYwUiUT/2YtEwqBSczSUy1yfSCSS+IqMB6HWY/NTEonk9Ga2tzY2Nj4a+dcJIBsGg5GYmHj+/Hlra+uhoSGgfkczsVgcFxf3H//xHxAIRCKRCIXCb+QJ4fF4AoHguK8i3NpK8Q+48f+es9VzdVKzMLh0/5KNk0XQa0sNq8zwV6Lt7d1vAe6tUCgkEAi5ubkmJiY//fSTvr7++/fvZ2dngYPC4/sTPlgbGxunct3PkkQiqWtsKGmsZ25vLfG5+xXSGou8zj6gwckU+iZngblM422c+khOptB4GwvMZfom59RHcjKFyl3Hs1YO05Ih5DcgYEUlJV+2fEgkkqKiosbGxs3NTZlMNjMz09/fD8DD+vr6+vr66OhoTU0NHA7n8/lgMLi6uppGo83MzFRUVPT09HC53IaGhvr6+rW1tf7+/qmpqX1xhEqlFhcXg0CglZUVHA43MjICh8MbGhpGRkbAYDACgejv7+/r60MikWAwGIfDgUAgKBQ6NjYGHOLAYLCtrS2xWDw/P19ZWSkWi7nHIw6HA6DSty82m72xscHj8UZnJ7TC7MIKEjc3N+Wv8ni8+fn59vaO9fX15pbWEleH6It/veOi7ZUetrGxwVVoR16Yz76nXPzUlsPhxJSkPgi1HpgY5vF4pzClA8VmszkczpF0tbm5yeFwWlpaNDU1b9y4kZubu7y8rHj35OLxeDgcTkdHx9DQ0MXFZX19fWNj4xt5QlZXV4Gz0mMVj8fDTUxY3lCzMfUNMHR5fOneJdunN42fGFxSHe7p4X38yPH5fB6PRyaTq6qqnJycLl++rKamFhQUBIPBqFQqn8/f8yafpFgs1ukO4DDa3NysqKrKr66kbKwS2Iz9Cm6FPs9YOqDBiZXZJSqetXLqwziZgmetzC5RT30YJ1YWmMtzy7TDtKRsrFaCWnLy87/sz5zP51dWVs7Pz4tEIjabXV9fD+x/zM7O4nA4MBjc0tLS19eHQCBQKBQKhRofH4dCoSAQaG5uDgKBIJFIDAYzMDCAQCDa2trWPs4m9hGOrK6uzs/PE4lE4NtcIBCQSCQajSaRSNhsNplMFgqFAoGATCaz2WypVLqysrK4uCgSiTY3N0kkktzalsPhnB3WANpxWPOq+O2OBlQqDYPBiEQiMBRW7vk06uJf7+x/WFPqYj8wgI0uTv0jHNZQKJTAwMCffvrJz88Pj/9EzIzq6mojI6OOjo579+7NzMxIpdI/1GGNTCaTSaWgsjLNH2/aX330+PK9yzZOP11UCbS02/7Y+JTP5w8MDERHR6uqqiopKTk4ODQ3NwNG6AKB4ISGeqB+U4c1TWXNDauS7RXB5p6FIeST19mLnDWGkL9fmxMrBDZjeYt36sM4mbK8xSOwGac+jBMr9E0OcZV5mJZssbAJhfjKwxrAmIzH4+HxeDwev76+zmQyt7e3qVQqmUze3t7mcrkkEonL5YrFYiqVury8LJVK19bWyGTy1taWUCikUCgsFmtHz2eOvserw+AIGo2RSqVLy8uV3i6fxBEYDBFV9Ob3bcq6ublZXV2toqKioaEBAoE+uUYKBILHjx+npaVtb29bWlqmpaX9EaKy7tbG2pqN2oNb//KDmYrxTXOnq38+h6qrB14SiUQLCwt5eXmGhoZXrlzR09PLycmZm5tT/LCONqPvF+v3hCMrgk0AR3bXnwygKF7lkzjyuUM6dcY6YACfiyMMIf+A3r7szpzk/flMHIH//+y9V1RT26L4fR++Me7TefrGHd/4v9xxzz3/e87dZ9tQYdsRGyhdqooiikoRsAsoXTqIBelFkCYgLZSQhN4JoUMgnSSkEdJ7/R7WOTkRpEqAzV6/MYcDk7nmmmtlZc5fZv1JHQHXHfkXu01H5HL5SqXnmjpCp9ORSCTw99dH3ivqCI320dQ4+6ZzbUVlSEaMRcie1ZGpqal79+7t378/Ojp6nUMpkUjk4cOHS0tL0Wh0SEjIpUuXOBzOH1BHxBJJevJb619Ngp6lBD5N9rxozWEy2Gx2fX29r68vsKdMeHh4b28v0O+7BFBHNspyHWErZRy1AghspUzXOrKkSpjjLWJZ9PXXi7pkF1XyBYV0nVXUvIg/y5inS4TAf3+oI7rTUQRcLIu+/uYT4BJ+GH/1qv3nA5A4TSyYZczPi/g/jLNRHSFyFqbnyTSxYPlVUIU8LIuuu41rBuBOrp69TVyybhjyD5vJ8JoAACAASURBVB8AUEdW5I+mI11dKy5PuaaOqFSqfwwbXFVHxHx+VdybD57u4ccO2Vw9cyX8zt7TES6X++nTJ2NjYxcXl76+PtX6NoPVaDTR0dF///vf3d3d79y54+rq+re//Q0Khe6SRZC2U0eEQlFLS+uXtynmv5paHrZ4fONmTEzM2bNnTUxM7t27t+ZMGVBHNoq+jrDkEoqAW1xfm5iVnpSdkZKXXVxfi2XRyXzOEh1ZUEgr4NBXiXHL6yqWXDJDp07Pk/VfnBfxK2BNiVnpyTmZ6SVfGro7yHzOmvX9gkLaNz3h9zoIw6QBkZfrCEsuwbDokxQSWymrhEPvPPYncdnrMYkFhbSqBRYcH/PDS5hlzE9R57akGl4eqEIeCo9hSEVT1Dnf4JdD2JkfZnj9OsKSS9A0ipuvl+fTRxNkIlDZs+QSwiJrjIRfUEhhA703fB7MMubXc2fYShmks+3mQ+8h3Kzf66B+9OT69XGVHGKYtEo4NPXL57Tiwub+nnkRf0lmQB1ZkT+ajsBgcIHgx/lZU0d0rK4jAKMtsCzj/71iccQyYk/piEaj6enpcXR0PHr0aEZGxoaedTqdbmpqWlxczOFwOBzO4uKiv7+/j4+PbjW/nWU7dUSr1fJ4PERT05H/9//8/f/5k9H//q+tnV1WVhYGg1nPnjKgjmyUJToyQ6decLCzuXk9MPaNb/BLMzvrW34+E2TivIivq5MWFFKWXIJbYIzPERhSEfATHLAE4O+UvOy04kJdZQPUi3bubpecrr6MifIJemHldu3uk4AJMnHN2pHM54wQsDSxADgpns1kft+DsKCQZpYVJ+dkspWyL3XVNjevk7hspl7DwPI/dAHPZq50Ce8/56Z++QzEX3LhujhAfP13l/+hS0H3x4JC2j0x6vc6CM9m0sSCEQIWGJez/HDmP/Vrec518YE/FhTSxp7OU5YWrcNIXRPIgkJa1lQfnpLEkksgnW2XnK7O0Kkr3Rn9k7KVsgpYk7mzwwxjfpSIA8RR/9Nc5TKXXwLw396pcZf7d+1v3/QPCb737PFZW6uId8lUIU8/QX0dAV4Erl33CnDPWXIJR60AdWQr2W06AocjVsrP1urICLw50+QXS4uje0lHaDRaeHj4gQMHfHx89Ne8WSetra0PHjxYWPjXBsKDg4Nubm4rLdi6zWybjjAYjIaGBm9v7yNHjhz9698C3d37VuiUWQlQRzbKch2xuuGaV1UBtKh3jKJ+PfHbN0QzlkVP/fLZPyT4UXhIJRzKlInrOlrjMz6hcLMvoiMLar69jIl6FPa6c2y4ub/H5OK5M9ZXviGa9XXE+d6dlLzsRZWcKRMP4zFXPW49iQhd3UUWFNLB2eng+BgMkwYf7AtLSfJ7HZSSl637lb+gkLaPDJ2ytDhmfqGsqb6wturKNeePhfleL58FxUUD7QSDs9NhbxN9g1+GvU0cxmP0E6/vao9LTx3GY4BLCIx9ExD6qmMUBR/s++3S+dNWlytgTQypqKYN8TQy7OGrwLTiwjne4ggB+yI6MiUvO+bTh1nG/FdoQ1Bc9PM3EZ+rK6lCHkMq+oZofhIR+vBVYEZpEdBU04oafBwecu/Z44zSovE5wt0nAf9z1CjiXTIKNxsUFz1KxOHZzOScTL/XQU8iQuu72llySWkjJOpDytvcLL/XQdGp77Esun7FjGHSErPS/V4HPY0Mg/Z1T8+Tbwc8/K+D+55Ghk1R5wC9QGLQ5s4ORmdPZ5eX1ra3XHCwSy0q8A1++TQybAg7s6CQjpHwbz6+8w1+GRwf0zs1vkRHLrs6oXCzwfExSAz6bW7Wx8L8+IxPvsEvM8uKgbnWlXAocJmZZcVAd15JQ11g7JsX0ZGFtVWAagC5JfM5Ho/8PB756Vq5Gro7QpMTMEwakbMQGPumZ3KMrZRNUkiPwl5PUkhpxYUpednJOZm+wS8/FubPi/gN3R0hSfFZX0sehb1+nRg3Q6fWtf3sUFZQR/7FbtARmexf40VAHdGxIR2Ry+UQCOTChQtnz5799u3b5nYaUygUS/plgPpsOxcSXQVD64hIJEIikeHh4RcuXDhy5Ii3t3dJSckMeka08fIC1JGN8kMdKaj5xteo2UpZ59jw/lPHq1pg8RmfbG5er4RDs76WnLO3aRkaSC/54nzvTsco6sCpE4GxbzpGUU8jw275+YwQsHa3bz6JCNX11+h05G1eNvC7eVElL4LUnL9qq999sKCQspUytlKmXy/CBnrP2lp1T4xecroal55aCYc+fxPxFdqgaxvAMGnXvO55Bz6fos4V19f+euK32LSP5c2NltddIt+/xbLobr5e0anvIZ1tD18F3nzorevKYStlGaVFDnfcO8eGD545+SI6smMU9fxNhJuv1wgBe/WO+6Ow12gaBdrXbXvrRmFtVWkjxOqG67v8nN6p8X0njz0Ke90yNNjU23Xa6nJBzbdKODQg9FXf9ERjT6edu1sRpKa4vvbKNedPRQUTZKK127WoDyn51ZUWLo5f6qoTMtMuONi1DSMHZ6dPW13uGEVFvEt28vSoaUN8KMg7f9W2b3oiOSdz/6njmWXF0L5uCxfHzLJi3Z1hSEXB8TGuDzxr21tS8rIvOtp3jY+kl3w5ecW8rqMV6FZjySVEzsKDF09v+DwYIWAbujv2nTwWkpxQiWh2vnfnUdhrEpf94MXT4PiY+q72lzFR9rdv6j4LQEeuXHPunhg1tbGED/bdeex/wcGuvqu9pKHO1MayfWSoobvDzt2tuL62uL72sqtTRmlRc3/PaavLRZCaClhTQOgrXRcPYIS/XToP7esGhiItquQctQJo1JmhU89YX4F0tnHUCiQGfcz8wuDstH9I8ClLi+pWeCUcetbWqqm3q6Dm2y/HjNNLvrQMDVz1uJWQmQZp/9ll0EAd+Rc7qyOcRY5QKOztHxCL/7FzG6gjOtavI3g83s/P79dffw0JCQEW891C9vyqrGq1Go/HA8uXHTp06OrVqxkZGTgc7md8AtSRjbJER2YZ8+bODjcfeifnZIa9TbRwcbzl5zNKxJk7O3wszOdqlEyZ+JrXvYTMtMyy4mte9zrHhk9bXUYg+3kaVU0bwszOepYxf+dJQEpetq76XK4jCwoptK/7nL2NrtKiS4QIZH9pI6SmDUHkLOjqRfhg3/mrtr1T41euOb+MiWro7kDTKEB3jK5ufvgqMOpDCketABRnijrH16gj37+9+yQAgez/5ZhxUFx0XHqqb/DL/aeO6wZqsJWyzLJi53t3usZHTltdbu7v4WlUdR2tZ22tZujUe88eJ2VncDXKsLeJx8wvRKe+j037eNnVyfWBZ+fY8Mkr5kD8tmHkySvm7z/n9k1PAENug+KiT14xj/n0ITbt4yWnq+7+viUNdefsbYicBbZS1jc9MT5H+Fxd6eTpQeKyh/GYs7ZWsIHeCw52X+qquRrlvIhv7XYts6w4JS/7qsetKeocR60AGnt095OwyDK1sfwKbeBqlGQ+57KrU35VRUN3x2VXp+l5sn6PyevEuCcRoQsKaUN3x2mry0gMmq9RpxUXXvW41Tc9sf/U8cfhIXHpqc+iwv/3t6OtqEHgWJ2O9EyOnbO3QSD77z17HBj7ZkEhpQp5Fx3tv0IbXiXEnrK0AC7zoqP97YCHzf09J6+Yp3753I+exDBputYRtlLWPjJ04PSJEQKWrZRhWfS04sL4jE8JmWmDs9MYJu2cvU19VzugIyevmA/OTj8OD3n4KpAhFTGkIpub13Mqyr7UVZs7O8wy5nkaVWhygtfLZ3XtLaCObBk7qCNKlbKkrrK0qvRzciJhalIgEkmk0pbWNuFmh7Lq+OPoiEAgyM/PP3bsmI2NTXt7+3qGNWyUPawjTCazvr7ex8fH2NjYzMwsLCysv7//h18HCoXS3t7e2tqKxWLXkwdQRzbKch255OzgcMc9JDkh/F3y5+rKGToVw6SdtbUqrK0Culq8A5+/ToxLKy685nWvYxQFWAVHrQDqcjSNcuex/9vcLF29+MPWkZKGOjM7azSNAsjBvIgf+f6t093bXi+fAaMvdTpyzt5mijrXMYryDwm2vO7iePd2U2+Xrk2FLhH6vgqMfP92USX/Uldte+sGkbPAUSuiU997PPKrboX//bhJck5mWnFhesmXwtoqXa+Hvo6cs7fpnRrnqBX1Xe1nrK+gaRTPp48Ss9LZSllA6KuLjvYZpUVpxYUZpUUN3R3AJQ/OTi8opDSxoLy58c5jf6sbrveePR4l4nyCXli4OOriN/V2ZZYVX7nmDDRaAFNL8qsqnDw9iJyFYTzGzM4a0tlmamNZ04ZYVMlpYsENnwfAmN9bfj4YJo2tlPkGv3wRHQnoCEsumZ4nn7xi3tjTuaiSz4v4LvfvvsvPgXS2XXZ1mqLO6d/2V4lxj8NDWHJJfVe7ubMDmkbhqBVZX0vsb9+ED/b9csw4OvV9esmX9JIv+VUV0/PkJa0j+joSl54K6Ii5s0Nxfa1v8EugUUR3WygCbllT/e2Ah5bXXR68eDpGwus61PrRk8YXzBDI/kWVfIZOjXiXHBD66pdjxtnlpbgFhpmd9RIdeRT2+lVCLDBSxM7dLetryZe6avvbN0lcNketiHiXfP/5E1BHtpId1BG+UOAU5X3i6vEnf/7/ahJj+5uhfU0NX3Nz54nEH8bfmI4EeEUd+u/TD648XllHskz+bmlx1DLi7u9RRzQazdDQ0PXr1w8dOpSSksLhcAyUjb2nI0KhEOiUOXfunLGxsZeXFwQCYbFYP4ysUqkqKyutra1v3Ljh7e3t6uoaHR295g0BdWSjrD52BAhEzoLldZeUvGyOWkGXCB3v3k7JywZaR36gI3Tqncf+wNjSJTryLj8HmOiLZdFvPvT2CXqhP02GIRUBS4Drd9YArSNIDHqEiKNLhMN4jN/roNsBD3XTYegSoW/wy4h3yRy1YrmOtKIGj144i8SgeRoVYZHVj57Upb8eHeFpVEA3CkMq4qgVo0TcJIUEVNKAjswy5icoJIZUhMLN2ty8/jY3KyQp/rrPfaZMzFErRghYNI1S1QI7Y31lljHPVsrqu9pbUYP5VRWOd2+TuOwRAvasrRV8sM/CxTHvW7l+a8fb3Kwf6ghTJiZyFs5ftS2C1HA1SiJn4aKjfRGkpr6r/Qc6khD7ODwEOK9ORzLLiu1v3+xHTx49fxaB7Odr1GQ+p3dqXHdL19SR0kZISFK8m6+X7jInKaRZxvwkhcSQigZnp69cc36Xn6PrUCNx2Td8HvgGv9RtSQM8UdnlpXg284KDXXUrnKdRQfu6TS6eQ2LQoI4sZQ/rCE/Id0sIcAnyePckYLS9ra0gL/dpQPjB/2lM/bFnrF9HtFpt0YvHz0z2mXlaPk9/88PieBjW9P7g/710/sCFV24TuN+ZjrBYrISEhEOHDt25c2fJzklbzp7REYVCgcPhMjIyHB0dDx486OjomJWVBazQvMpRKBTqxIkTpaWlYrFYLpdPTU15e3vrtpZYCVBHNspyHbns6pRTUaY/hoMi4KZ++QzUHzGfPlx2depHT6YVFwJjR0xtLPumJzhqRU0b4pSlBZZFD4x9Y3/7ZtswUjdXBZhZ4/rA81NRQVx66jWvezY3rwM1+ipDWXVjR5r7exzuuIelJGWWFd986P0qIVbnMSy5JOpDypXrLghkf35VhdUNV8Iii6NWRH1IcfP1InIWPB75ufv7ZpeX3n0S4B8SrJuxrD92xNTGsmdyjKNWQDrbTl4xxzBprxJi7dzd2oaR7aNDFxzsQpMTPhbmW7td+1xd2TM5ZmpjOTg7vaiS17a3WLtde5efk11RZnXDtQhS0z4ydO6qTXhK0oeCPKsbrl/qqmcZ88737vi9DkrKzjhnb1Pe3NjU23XyinlO5dfuidHTVpc7x4ZT8rLt3N3yqyrC3iba3Lw+RsInZqXf8HmAYdIWVXKvl8+eRYXrfyLxGZ+uetz6XF35OjHOzt1tgkysbW+56Gg/SSHpd9akfvl8zt4G0tlW3Qq/4GAH6EhGaZHVDVcSlx0Q+srJ0yO7vNQ3+KXHIz88m6lrHSlvbrzkdFU3duTuk4CYTx8AHQFMCNDQiHfJwGUW19dWt8Jtbl5/X5CX9bXE8rpLaSNEl+EFhbRlaOCyq9MtP5/4jE9x6akej/ys3a71TI7Ni/j3nz/xevmstr3lUdjr/aeOA2NHguKiAR2xdruWUVpUWFsFzJniqBWhyQl3nwSAOrKV7KyOXI/z8/4QDG9pkcpk45NTkKIvWcf2QT8k/zD+hnQEOz3d0tQERcDGpiZ+GIGMnk70uBkdHfwwIZjG3oHdVtfkhzqiUqngcLiVldWJEye+fPmyoekem2MP6AibzYZAIL6+vkeOHDl//nxoaOjAwMA6H/vo6GgPDw99twA2m1j9KFBHNsoSHSFyFlLysnXDCJj/nG2LZzNLGupeJcRGvn/bNowElrJIKy4cnyPEZ3yaniezlbKBmam49FSKgNuPngyMfQNMS2H+czmT959zvQOf+4cEP4sK/1iYP0khrWfdkWE8Jj7jE26B0dTbBfzW/1iYr+viARJH4WaDE2JLGupaUYPvP+dSBFy2UlbThsgsK15QSCfIxLe5WS9jopKyM8bnCPqJwwf7gKGm8RmfpqhzbKUMiUHHpn0k8zkDM1NBcdHlzY10ibAVNRiekhQY+6ag5huZz5mkkOIzPgF5oAi4X+qqX0RHBsVFf4HUkPkcpkwMH+wLe5sYGPvmS101MEsWiUHHfPrwMiaqtBEyL+KTuOy3uVkJmWlD2Jn4jE8TZCKZz8mvqgiOj3mT+r5ncmxBIYV0tmWWFWNZ9AWFtKDmW2kjRL/Zg8Rl51Z+DY6Pifn0oW96YkEhHZiZSs7J1CkFEG2SQgp7m5hTUdYzOZaUnQGMX4EP9r3Lz2FIRbOM+dQvn1/GRMWmfRzCzujfmd6p8be5WcCVjhCwuZVfa9tbWHIJTSxIys7oHBsGHgDgMosgNWQ+h8znfK6ufBEdGRwfU9xQt2ShGpZcMkzAfCjIexEd+SI6MqO0CHgAWHLJwMxUeEpS5Pu3FbCmqA8paBqlCFJT3twI6Mj7z7kIZH/HKOpDQR5VyGMrZd8QzflVFeDMmq1kx3XE630Qe3FRrVYTSXMt3yozfvt1S3REoVCKxRIcFrdSI7xGo4EjWhkMZkd7x89fiyFYriMkEun58+cHDx58/vw5gUDYnmz8fnVEIpH09/dHRkaeOXPm+PHj9+7dq6+vZzAYGzrpgwcPQkNDN5hTUEc2zA9XZV0iCsA0TmDaC1sp01/xAlhqU7d8hW58w/JEdBNngLCe9bj00wQOB+bFLF+EA8jVktU7dPlc6aRrXoJu4O2SC9dvqFjy7g9f0eVB94ouw7pT647SX6oEWAZNdy1Lcq4ff0mult8Z/b6z9dwZ4EXgX/0MLM/wKhe+PM3lZ9RlkiEVzfEWl5wOyPyST5arUYLrjmwlO68j74KUqn+0lqP7etKMfwF0hEaj4fHf1bgb0pE1UavVMBh8fn6+paX1Z9KRSqVYLHalukcsFhOJxOWLogI7Jq6esr6OiESi0tLSkydPWlhYwOFwQwxZXYnfnY4olUoMBgPsKWNsbOzo6JiXl4fFYje3xO3z588fPXqkf6xGo1mzggd1ZKP8zJ412x/ALfT2cABXZV2RP4KOKJT/qGP0dQSDwaBQw/rxdTqCpRC2Ske4XB6FQt10IhqNJicnJygoSCwWazSasbGx8PDwsbExXYT6+vqnT5/K5fKZmZm3b9+GhYWVlpaKRKL+/v67d++u3sIhFAqBimRsbMzd3f3QoUPx8fErNfYYjt+RjrBYrLq6Oi8vL2Nj4z/96U//9m//ZmxsnJaWRiQSNy0HNTU1p06dmp6eBv4rl8uzs7MRCMTqR4E6slFAHdm1AdSRlQKoI1vMTs6sEQlW0REsFjs8PKIfXyQSqVQqHpfXgxqwCvP4eR1pbob95G4sMzMz9vb2gH+0tLS4u7v/z//8z7dv33QRIiIi0tLS5ufnr169GhQUlJ2dfeXKldTUVLVaHRUVFRoauko7h1gsXlxc/PTp0+HDh11dXZFI5M9v8LsJdr+OAJ0yERERpqamxsbG3t7eVVVVdnZ2//7v//6nP/3pyJEjR44cuX37dnFx8SbWc+Pz+f7+/lZWVjk5OZWVlYGBgebm5qOjo6sfBerIRgF1ZNcGUEdWCqCObDE7pSMymQxPItyI89+Qjmg0GiwWV15XZR1xd8d1RKPRJCcnBwQEAH0x3d3do6OjdnZ2us+Lz+d7eHj09vZiMJiMjAzgXOnp6S4uLlqtdmJiwsLCAovFrpy9ZmtraxMTk9zc3B1cqm7X6oharZ6dnc3OzrazszMyMrK3t8/JydHNlHn+/Pm5c+dOnjx58+bN2traZ8+eeXt70+n0TZyXx+MVFRU9evTI29s7NjZ2PavvgzqyUUAd2bUB1JGVAqgjW8xO6QiLxapvbLiZ8Mjr/Y91BIfFjY6OyuXy0dF/9H0AOoLD4iog1btBR0Qi0a1bt4qK/vUsajQafR2ZmJhwcXFhs9m6CGKx+OHDh7GxscDhtra2EAhkecpUKjU0NHT//v1+fn4zMzObzuGWsHt0RCKRAOZHp9MhEMi9e/d+++2306dPh4WF9S7bUyY9Pd3BwaG5ufnYsWNRUVFyuVx3+PZkFdSRDVFdW1sCqeVqlLpVRpYHioBLFfJWibA9gaWQAtXVjudkewJTJgYWqN3xnGxPYEhFJC57PTG5GiU40Xcr2SkdwREJn78W24ffu5P0TF9H0o1/aXqXJJVKkSOo1q6OBTq9urRUrVJp/6kjRDyxqqHWJtLz53Wko6Nzc3u7ALBYLHNz8+7ubt0rKpVKX0fKysqePn2q647h8XixsbGenp7Ab3SFQuHt7Z2WlqafplQqrampMTMzMzMz+/r1689kb6vYPTrCYrF6enpCQ0PPnTt36NAhLy+vmpqalQbTwOHwU6dOUSgUGAxmZGT09u3b7dwNGNSRjVJTV5eSk4nCzgygJ38cZqY6x4a7x0cGZqZWjLNdoQ2F7J+e2PFsbE/on55oQyF3PBvbFaZ6p8bbh5ED6LUfsyHsTGbJl8Li4k0/9qCOfMf264harVar1TFfPpwNcAzKiClq/qYbEoHu60k3+eVbTGR7Z5dvSrBbtH9ZSsKDg7+URIR0fS3lcjhKpbKgriwgIfjMI4eogpSfzIlMJvuZkprBYJw7d25wcFD3ir6OaDSaZ8+effnyBXiLxWI9e/YsICBAN6FGqVQ+evQoJeVfV4FGo729vQ8ePBgWFjY/Pw8Mj9109raKHdcRpVKJxWIzMjLs7e1//fXXq1evpqenr7mnDIlE2rdv38DAgEaj+fr166+//lpQULBtg29AHdkoWBwu4e3b+LfJq4To+LjohPjV42xHSE6OjI2JS07a+ZxsS4hLToqMjYlP3vmcbE+ITUqMio1db/zkpImpyU0/9qCOfMf268jMzCx5jhz15Z1l2G3C/Jz+W4COVEZHNMMRXu+Drsf5TY2PFGdmfLC5+NHClDE/L5FK7yQ+tQ29m16YM4Xd4V4MDodja2vb3Nyse0WtVtvZ2QFDWTkczo0bN1AolFarlUgkQUFBr1694vF4usgymczd3b2goECr1fL5/Ly8PGNjY3t7+66uLqBBZUM7+hqOHdQRBoMBzJQ5fPjw2bNnX7x40dPTs85v7+Li4s2bN1taWrRarVKpzMnJ+eWXX2praw2c5X8A6oghUMgV2znFfRW2YfnBXcUf63o1Gula6xxuFaCOfMf268jIyCgWg31T9N4y9DaW8t1MV13rCBzR6v0++FrsQwptHgqFFbo759pepM/PS6SSB+8CbyU+bmhqYi+wVzrF9qBQKB4/fpyUlKTVamUy2devX0NDQ//61786OTklJiaWlZW5ubkB9xYGg/35z3/29/ePjIwMDw/PycmRy+VsNtvc3LynpweJRDo5OR05ciQ1NZXL5erS/8PqiFAo7O/vDw0NPXPmzJEjR+7fv19XV8dgMKRS6foHf6jVahqNpvuqKxSKhIQEIyMjQFAMDagjhkAqle6G7kvtrvlubg8ajWYHh9JvPyqVattKPFBHvmP7dWR0dGwVHcn87dcnN2zuvnli89L9VnQAjcloa2svvOWUa/MvHbmZ8Kiuvn77V+BYTlVV1fXr13k8nkKhaG5uzvgn+fn5fX19XV1dQE0wOzubkZGRmZkJvFtdXa1UKiEQiIWFxYsXL4yMjDw9PScmli5mv0uKvG3TEblcjsFg0tLS7O3tDxw4cPXqVWBPGZ2C/OSeNTKZ7OXLl8eOHUMikVuU5RUBdcQQgDqyI4A6Yji2T0cUCoX+IyuVSoESSqFQAF8qjUYjlUqB5keFQgHM8lCr1fpTAP5oOpJ9bL+12YHzr26kl+b19Pep1WqRSFTwvY64xQeMjI/thvGVfD7/3r17RUVFGy2bFhcX7e3t/+M//uP06dNfv3794QSfXVLkGVpHNBrNwsJCbW2tl5eXkZHRuXPnQkJC+vr6lp/053f05XK5Pj4+ZmZm65ms+zOAOmIIQB3ZEUAdMRz6OqJUKvVbf+VyOVAvqFQqqVQKfItlMhlQsCiVSolEAqwQLZVKlxeM3+kIg8H4+vUriUQC/ovH4yEQSENDA5lMhsPhra2tVCoVjUbX19e3tbUxmczm5ub6+noSiYRCoSAQSE9PD6Ape09Hxscm8Dj8m6L3lmEeP9KRfXbnD12JvFNcWzExPqHVahUKBaAjDNq8RCp98C7wRpy/QLxbvh5jY2Pv37/f0PpaeDze3d39P//zPwMDA4lE4krRdkmRZzgdkUgkvb294eHhJ0+e/O233zw9PSEQyCp7yvy8jmi1WgaD4ebmZmVlNTc3t3bszQLqiCEAdWRHAHXEcOh0RCAQ1NTUDA//YyFyFovV0NBQV1eHw+G6a+0srQAAIABJREFUurrgcPjs7CyVSm1oaGhqamIymR0dHRAIZHJyEoPB1NfXIxCIJft6fqcjHA6noaFB9yOMyWTyeDwEAtHc3IxAIKhUKhQKbWhoYLFYXV1dNTU1Q0NDZDK5pqamoaGBy+XCYDAmkwnkcs/oCI/HGxsbr4M3tvR0hOYnnXvusqKORNwpqikfHxvX6nTE9iIOgxEIBYCO8EUbXl5zNyAUCktKSk6cOHHlyhUEArF65bpLirwt1xGlUjkzM5ORkWFjY3PkyBEbG5ucnJzZ2dk1x4VsiY5otVoymXz58uUbN25sdDu99QPqiCEAdWRHAHXEcFRWVgI/ZcVicUdHR29vL/A6l8tls9koFKqxsRECgbBYLCgUCoVC8Xj82NhYTU1Na2srm82uq6urqamh0+nd3d0YDEY/5aWdNT09PfptwhgMBg6Hs1gsBALR1NRUUFBQW1srFAqRSOTnz5/RaDSbzS4qKoJCoVKptK2tjUwmq1QqLBZbVlZmuNuhVqu37VFjsViQxgaXSG/PxGdN3S2xWe+WNHKg+3pyju23O3/ocrgHvK+ds8jRarUKhbLgllO+3aXG+vp52rzX+6Dfo46o1WoUCnX79m0jI6OkpCT9tdFWQrdnzc6yhV9OBoNRU1Pj6elpYmJy+vTpiIiIvr6+9VcwEolkq9YOwWKxZ86c8fb21p/rtIXsEh3R7pqnaEvYVTqyZ+7qmoA6YjjKysp0C0lPT0/39fXp3qLT6U1NTYBqwGCwwsLC8vJyBoOBw+GAsYlisbiqqqqiooLP56NQKP290rRLdEShUMDh8LGxMYVCIRQK8Xg8MDtAJBJNTk4ODw8DskMgEBAIBAKB6OnpmZ6ehkKhjY2NFAqlsbGRw+GIxeKamprPnz+rVCqxYRAKhcCJtoG5ubmqmhq3+ID7KS/xeHxba5tEItG9K5FIxjo7oo7+am9ubPrEqWd0UCqVisViHo+Xf8Mh1/ZizbcqLA53P+XltdiHdBZje/L880ilUiqVmpSUdOjQIRcXl66uLqFQuJ4DFxcXRSKRobO3JgKBYNNPiFQqlUqlLBarra0tJCTkzJkzhw4dcnd3Lysrm5ubE4lEwEe8TrhcLp/P31xOliCRSNrb201MTF68eLGwsKD/HG4JW5jVn0EkEu2Sp2hL4PF44F3dfv5o17s9dSJQ+uXn59fU1IjFYqVSOTQ01NbWplAoBAIBi8Wqrq4mEAhSqRSNRqPRaAgE0traOjEx0dfXh0AgYDAYiUQC+m5wOFxLS4tuZMgPdASLxX79+rWxsZFMJk9NTSGRyKqqqpaWFjKZ3N3dDTSTUKlUGAw2NDQkEol6enoQCASbzcZgMM3NzZOTk4B9C4XCyspKtVqtMAwymYzP5xsocX2USiWNRquFQNwSAh68CySSSG1t7UqlUj+CWCCoKCgYHOgtLC8RioXAu2KxOP/61Ryr83VV1UQS6cG7oBtx/mwuZxvy/JMAQ5BgMJilpeWxY8c+f/7M4/FUKpX+Va8Cj8eTy+WGzuSaSKXSDT0hwIAstVotk8kmJiZSU1MtLS33799vZ2eXmZmJwWCkUqlarVYqleu8DzoEAgHQQPLzAGeHQqEHDx6MiYkBNovekpQBhELhVmX1JwGmfe0NgBpxp3OhUOya7+b2IJfL99JTtCbbWSdWVlYCLU90Or26uvrbt29EInFiYgKNRldUVMBgMCwWOzw83NTURCAQOBxOS0sL8IN2eHi4ubmZTCbTaDQYDDYwMLBkSZ61J/puon1vLw1lZbEWIP/cp4ZKpXZ2di2Pw+Fy+XxBC6JV94papcp/9ijc3OyJ2amyxLg7Sc8cIu7/LjpryGRycHDw/v37AwICcDjcRg/fJf3Tmxg7QqPRamtr7969a2JiYmpqGhERMTAwIP7plZTEWzR2RIdGo6mrq9u/f39eXt7WbmcDdtYYArCzZkcAO2sMx+oTfX/mGQPXHVkDYOwIoCMUKrWzs/OH0QQCIQwG139lZmamq7Ut703kQHNTWVN1VnmBYncszrgSEomkoqLC1NTU3Ny8oaFhc5Xo705H+Hx+X19fcHDw2bNnjYyMfH19IRDIwsLCVuVky3VEq9Wq1erCwsJ9+/aVlZVtYQWzS3QEHMpqIHbJd3N7AHXEcIDLoH3HduoIm81uhEJvJT72+hC8io7I5fIlbQkYDGZ8fKKnr3+RwyESSdNT09uS300yNTXl7e194MCBqKion5m7sUuKvDV1RKlU4vF4YPmyffv2OTo6ZmZmEgiELVcHQ+iIVqtVq9XAyB4oFLpVaYI6YghAHdkRQB0xHKCOfMd26kgnqi/sQ5zFSzfPxGfU+fmVdGQ5GAxmbGxsehoNdNnukiJpOTweLz09/ejRo87Ozt3d3T/Z/r9LirxVdGRhYaGurs7Hx+fIkSPnzp0LDQ1FIpEbWoJlQxhIR7RarUwmCwkJOXr0aH9//5YkCOqIIQB1ZEcAdcRwgDryHdujIxqNhsvhhuQmnn3mFJOZAutuY7FYHR3r1ZHZWczIyKhuBdtdiEql6unpcXFxMTY2zsjI0N96ZtPskiJvuY6IRKKBgYGwsDBTU9PffvvNy8urvr4eWCbHoBhOR7RaLZ/Pf/To0cmTJ5ev1r8JQB0xBKCO7AigjhiOP6KOTE5OymQ/Lhy3R0dUKhUC3hKSm2gT6fmtoZZIIHI43MHB9W4dQiSSpqfRUqlkd+oInU6PjIw8cOCAl5cXGo3eqmR3SZGnVCqBUagKhQKHw2VmZtrb2xsZGTk4OOTk5OBwuG3LpEF1RKvVstns27dvX7lyBY/H/2RSoI4YAlBHdgRQRwzHH05HNBpNczNMJPrxvAZD64hGowFmfsJh8JDcBOuIu+V1VVgMFnh9nYmoVCrgEdltOqJQKBoaGi5dunT27NnKykrJlm5LvUuKPKVSSSKRamtrvb29Dx8+fP78eWCmzNZe7HowtI5otVoGg2FjY3Pt2jU6nf4z6YA6YghAHdkRQB0xHH9EHYHB4CtNszSojmg0msVFzuAgUq1WAzpiFX4H0d3OYGymYX+36QgOh3v8+PG+ffuCg4PJZPKWp//DIk+lUi2vXdRqtSEKR6lUCuwpc+LEiePHj9+/fx/Y1mDLT7ROtkFHtFotHo+3sLB4cP/+zxRJiu+3z9xBpNtujYYD1JEdAdQRwwHqyHcYTkc0as3QEIpOZ7R3dGo0GkBHroTexpAJax/8I3aPjgiFwvz8/OPHj9vY2LS2thooV8uLvNbW1qSkJOCj5PF4AwMDHA5Hq9USCISwsLCtUiK1Wj0zM5OdnW1ra2tsbGxjY5ORkYHBYHa8/N20jszNzbW2t7e2t7W2t68Z2jo6EpOTT585U1FZuZ74PwxNzc3NcPimD9+q0NLWVt/Y2NK21oW3tY2Nj2/tyiuGANSRHQHUEcMB6sh3GEhH8Hh860DXzbCHEU+9UzxuLlApCETLP3Vkkx3zu0FH1Gr10NDQrVu3jIyMUlJSFhcXDXeuJUUejUZzdXWFwWAajWZ6etrPz+8vf/lLS0uLVqtVKpUJCQnBwcE/2XjAZDLr6uo8PT2PHTt25syZN2/eDAwMiESi7e+X+SGb1pHohPi41I8ZxV/Si9YVMoqL0osK1x9/2eFfPuTnphbkbzqFrQuF73Kz04sK14j2pdDnyWNAbXczoI7sCKCOGA5QR77DQDoy0D+QVVF4Nuia07G/pp84SJicaGlp/b3rCJvNTkxMNDIycnd3HxkZMXSX/JIiLyMjw8vLSyqVajSagoKCz58/m5mZwWAw4F08Hm9jY6Pbn3pDiMXivr6+0NBQMzOzI0eO+Pr61tfX60xry3f03TSb1pGo+LhxMomjUS2qldsTqCIBXSrettOtFNgqxRyfy1Yp1oimVr6KfrOD3XDrBNSRHQHUEcMB6sh3GEhHBgcGc74VXQy95Xril6xTRvjxMTgM/jon3jLM4/eoI0qlsqWlxdra+uTJk4WFhdvz5dQv8sRisYeHR35+PvBfiUQikUgsLCx0OqLRaO7fv//x48f1p69SqTAYTFZWlp2d3aFDhxwdHbOzs/F4/JKbvDd0ZJiAY8qlDJlkewKRu0gR8rftdCsFulSMY7PoUvGaMYPfRIE6sn5AHdnDgDqyIlsy0Xf7dQQ5gMz5VnQh5Ka744W3rg5tJV8enzlude3C+cDrvzsdmZubCwwM3L9//5MnT35+Cuj60S/y5ufnLSws9Bfpkkql5ubmOh3RarXx8fFPnz5dzy2i0+kQCOTevXsmJiZnz56NiopCIpEr9ciAOgLqyC4B1JEdAdQRw/HH0hECgcBgMBEIxHbqyCKf65/06nqo96Unrp9rSru7ulnkucL42NKvhcn5aQLxJj/p7dcRiURSVlZ25swZc3PzpqambZjWoY9+kUckEk1NTfUXNVmuI1lZWQ8ePFilvBYIBP39/a9fvzYzMzt8+LCfn19DQ8Oae8qAOgLqyC4B1JEdAdQRw7GXdUQgEAA7Dus6/pFIJA6HQyBahELRD4vyrdURjUaDw+II83NXQm77fwipgdQRSaS2tnatVqvWaBYXF7u7ejad+HbqiEajmZiYuHPnzsGDB+Pj439m65lNo1/kUSiUCxcu6A8NUSgUFhYWCARC90pKSkpAQMDyTxlYviwtLe3q1asHDhxwdnbOzs4mEonrvJl7XkeYcumCUr7pKn9BKWcpZGvqyIJS/jNnAXVEC+rIDgHqiOHYyzpCo9F6enqHh0d0W9D1DwzMzs7CmmE0Gq23t2/5IVurIyqVqrkZhiMTbCM8X2S+gcHgbPbizMws8C6Lxers7Np04tumI1wuNzU19ejRo05OTgMDAztV7ugXeTwe79q1a9++fdNqtUqlcmJioqWl5ciRI8nJycDkF61W++jRo7i4OP0UFhYWampqvLy8gOXLwsPDUSjURj/uva0jTLl0nEz62txEFvA2V99Dujq6J8eXJK6vI0y5lMhdLGmsL4c3b3OTCV0qxi8ugDqy5YA6socBdWRFNqQjDDpjoH9gdGycQCBqtVq+SHA/4YXbw2thF8405GS1trUvP2TLdQQGg+PIRNsIz+cZb6DQZv21KRUKxc/c+m3QEZVK1d3dbWdnZ2Jikpuby+PxDHq61dEv8jQaTUxMzIsXL4DPKy4uzs3NzdLS0tnZ2dfXl0wms9lse3v7trY24MDe3t7Q0NDTp08fP37c29u7qalp03vK7G0dWVDKq9tazjvYzzLpTLmUpZABAdAI/WYPlkIGpKAfhyYR3fD1js9M12/5YMqlc3zuvFgIxGGrFGXQRpNLFzLKSpZID5AOkKz+6XR/A+/qR1v+ii6+/ivA30y5FL+48LW5aZREWN6EA+rIpgF1ZA8D6siKbEhHxmemKuqqmmtrUL09ExOTVAbNJe6hqePJDwf/Uhn3pv1HLROG05EXmdE93T1bON7C0DpCpVLDw8MPHjzo4+MzOztruBOtkyVF3tTUlL29/fj4uFarValUwNL7SqUSuCclJSXu7u6jo6Pp6em2traHDx92dHTMz8/H4/E/OSH5j6AjF50cAB2ZoMx1TYyNEPFAN8cQDkOTiADtGMJhcGwW0JrSNTE2SiLQJCK6VHzTzzchK2NJR8zALLp1eGiURKBLxQQO+9mbSMsb1/rQU0BqQKCKBCNEfM/UBJo+DzSoDOEw82IhUy7FsVkjRDxVJEDhsbNMeu/0ZP/M9ByfC5x9ap4yhMN0TYxhF5iAc8zxuf0z092T48BVkAU8FB47NU8ZxMxA+3ut3K6nlxYTOGxQR7YKUEf2MKCOrMiGdCQkN/GE52X/w3/N9rzV1ASdo5KvJwSYOZ1O3v9fRaFBjRCIall1bjgdCcyO3Vp7MJyOyGSy2tpaMzMzMzOzmpqa3bDbiHZZkadWq/Pz8yMiIpZMgdFoNKOjo8ePHz958uSRI0fOnz//5s0bJBIplUq3JBt/HB352tx03cfL43GArfvNtJKixt7uK9ddh3CYBaUciZ29ct0VNthfBm0E4tjdvpVeWkwVCZboCF0qzquqtHW/eefJI4e7HjmV5R1jIxedHP5+4lhCVgaJxwGyQRbw3qR+uOX/8MHL53eePOocH4X2916+5jLLpC+qlQW11S4P7k3NU65cd7379PGTyHDn+54hyYlzfO6j8FCbW27Po6NuP/L3eBwwTibhFxeeRkW4et2//Tjghq93z9TEwCzazN7W89mToPjY0LdJfzY66Op1v3d6cpXBvKCObAhQR/YwoI6syMZ0JD/xjL/da6O/FN91g0Kb5+YprnF+V/1dYt1co+0tI8+YECfGlhxiQB3Jid2qZAEMpCMYDMbPz+/gwYOhoaEUCmXL0980y4s8uVxOp9N1i3lLJJLu7u6wsDBjY+P9+/f7+vo2NTWtOVNmo/wRdOSSs2MfeurKddf00uJhAi6rvMzk0oX20WFb95s5leUcjSqrvMzu9q1BzIyFq3NWedkwAZdeWmxy6QISO+se4KfTEZZCNkoinLWzyfxaimOzihsgZ2ysRkmEuIy0m36+JB5H17cyNU/5zfxiUX0dkbtY1YqAIwcaerrO2tnMMGiLamXutwqbW26TVPIZG6vHEWFzfG4LCnnM4lL76LDvqyBzF6cJytwMg3blumtaSdHnmqpLzo5I7CyOzfJ9FeT7Kqh/ZtrIzDQ5N5vE47SNoC46OdR1toNjR7YQUEf2MKCOrMiGdcTPVl9HnGN8/FJDYC2tFZEh6Sa/YJCDSw75I+uIQCDIzc01MTGxtbXt6OjYbXt2rFTkqdVqNBqdmZlpbW1tbGx89erVz58/4/F4A5WPfwQdMXdxqu/u/MsRI4e7Hu4Bfte8H5y1s2kfHY5JS73/4hmJx7nz5FFidmbH2MifjQ46et5xD/Bz9bpvZm/bPjqsryMLSjlssP8384sDs2i6VDxKIpy2tmwe6EvOzb79yH9eLNTpCInHeRwRduW6a1B8bG1H27xYuERHbN1vTlLJFxyvfoHUslUKDItx0cmhpLHe91XQk8hwQH18ggMD42JexkbfefJoQSlnqxSZX0tt3W+2oJCmttZtIyi2StE1OW7u4gTt7wXHjmwhoI7sYUAdWZFN6oinGxQKm5unuMT4PPwYAoMjKiJep//2K2YI1BGtVqtVq9VIJNLZ2fnw4cOpqakG3Xpm0ywv8uh0ek1NjYeHx7Fjx86ePRsTE4NEIg1dQP9BdKSus/2g6en67s6xOeIIET9BmZsXC1tQyEvOjpCuDnMXp66JsfbR4YOmpxt7u0dJBCDOHJ+r31mzoJQ3D/Qds7g0iJnR15GknCz3AD+qSKA/3JUs4NV1toelJJ+1s0nKyarv7tTpSFZ5mU5Hiurr2CrFLJN+wfEqoCPP3kQCOuId9BLQEc9nT5boyLmrdj1TEwtKedfEGKgjWw6oI3sYUEdWZBM6EnL4/36+7VJe9W2GgLUL93yQEgiFwcsNryMKhUKhUMB3vY4wmcyEhIRDhw55eHhMTEz8fIIGQve5ADNlXr16ZWZmdvToUX9//8bGxm3b8OyPoCOXnB17pibO2tmklRRRRYKOsZHE7EwCh03icW75P7T3cL/z5BFVJBgnk87YWGWVl1FFgrYRVFJOFn5x4Zb/Q/3OmhEi3tTWuqC2msTjfG1uOm1tOU4mLdERplw6Nkf8+KVggkqmigTh7966B/hB+3tNba370FMUId8/9DXQWWNqa/08OmqOz0WgkCaXLrSNoHxfBVneuDZJJc8waBauzp+Kv+R+q7h8zWWcTCLxOP6hr32CA/vQU2b2toCO9ExNXHJ2rIA3rz7dF9SRDQHqyB5mD+qITCabmJjgcrnAf4VC4fDw8NTUlEwmw+Fww8PDbDabx+OhUCgCgaBUKmdmZkZGRiQSCYvFQiKRVCoVOHCjOnLW3+6x0f/4nj5kfNs8s+bLu/Ls/Mav0+iZ6uiI9N/+blAdQaGGqVQqAtGya3VEqVTCYDALC4uTJ0+WlJTsko1qV4LL5aLR6IyMDFtb20OHDjk7O+fm5q5/+bKtYs/rSG1HGzCG9HNNlZXbdY/HAVZu1yPep5AFvAWl/N3nvP88sC/za+mCUk6XinMqyy3drgFx3qR+mONzPR4HJOVk6Q9lTSspsr5548HL51fv3E4vLWbIJMm52XefPtbXkVkm3fPZE3sP93vPnzrc9SiorSZw2PdfPHN76BP6NsntoY/zfc9JKvm8g/3txwGPI8Js3W++iHkzx+f6BAdeue76LDrquo/XNe8HoyQCdoHp+yrohq+35/OnLg/udU2MDWJmLjo5AGNXp2lUr8AXlm7X4cgBcCjrVgHqyB5mR3REpVLNzs7SaDTgdcAfhoeHxWIxhUIZHh6mUqkSiWRsbGx6elqpVJJIpKGhIS6XKxAIUCgUDodbMoPyOx2Zm5srLCzUzRdFo9EoFKqhoWFgYAACgSCRSBgM1tLSMjQ0BIVCkUgkHA7v7e3t7u6GQqEjIyNNTU0CgUC7QR15nZdg+fpWB7xxZmw4vTCHOE/WvdWQFPvzOiKRSLncFZfi6O3tnZub27U6QiQSnz9/fvDgwefPnxMIhC3M2JYDdMq4u7sfPXr03Llz0dHRKBRqp+Rpb+sIMKu2Z2oCGNgxhMNA+3t7piYoQj4whxa7wIQjBwgcNnA4XSrWj8OQSQYxM5NUsn7idKm4c3y0vrsT6LJhyqWTVDISO6vfPgGctwWFbOrrQWJnaRIRUy6dYdBgg/0dYyOTVPLALBpNn7/k7FjS1NA9Od4+OkzkLjLlUq/AF68S45HYWThyAE2fBzJJ5C62jaDgyIFpGpWlkM3xud2T43N8LkMmwS8uTM1T4MiBGQYNbB3ZKkAd2cPsiI4sLi6Wl5f39Pxj1XIqldrX19fW1tbV1QWBQEZHR+vr63t6erq7u1taWgYHBxsbG1EoVEtLS1tb2+DgIBQKpdPp+il/pyNqtbqrq0unI8AVNjY2zs7OVlZWlpeXw2CwpqYmoVA4ODhYWFg4PT3NZrNLSkqamppkMllrayswy0MoFG5IR6zD75KZ81qtdmBgUCb911f3nzqCXHLIhnRkbm5uYGCp0Ojo7e0jk8ltLW14CgmY6LvOZNfJpnVELBaXlJScPHny8uXLMBhstw1Z1cHn83t6eoKDg01NTY8ePQosX8Zms3c2V3tbRxjfLxLPUsiA1dz1VxjT/+/yOLol0ZaMC6FJRPrJLh+6AaSsv8a8/isLSvksk37uqt23FjhHowJOx5RL77949ioxnq1SLM+kLin9PANrpSy5BFBHfhKhUPiTy/n8jgB1xHBUVlYC9xbYlqSv7x8rp6vVaoVC0d7ePjY21tjYWFFRAYFAmpubaTQaDocrLCzs7e2VSCTV1dWA0KBQKGBJKh1Lx4709vZisVjgb5FI1NbWhsFgSCQSAoGgUqlVVVW1tbU8Hq+3t7esrGxiYoLBYJSXlzc2NorFYgQCQaPRxGJxVVVVfn6+RqNRrYNXufHW4XfwFJJKpZLL5XrvqOsTotNN/j4z2L/kEIVCIRAI1pO4SqUiEol9fX0rvdvX29fc2eIT86K2A2r10j04M3adya4TgUDw/UWtgVqtVqlUo6Ojt2/fPnDgQFxcHJ1OX+ed3B6AH1hSqRSDwaSmptra2u7bt8/JySk7O5tAIHC5XI1GA1zFDiKXy9f/hBgUoVAolUo3cWBkbOwQdpYmFc2LhdsQaBIRgcOe43Npks2fEUgkp7IcaFbRvViJgDX0dK0/ZewCcz3RgqIi6Az6ln9kW4tYLJZIJDudC5VKpeLz+cA6hH8ElEoln8/f6VxsH9tW4gFLSVVVVQH2g0ajBwYGAGFQKBT9/f0oFGphYaGhoYHJZNbX11dVVVGpVDQaXVZW1tXVJRQKq6urq6qqOBzOwMDA1NTUijpCoVAKCgoaGhoYDAYGg+nu7i4sLBwcHESj0Q0NDZ2dnZ2dnb29vQgEoqmpCYvFNjY2QqHQ8fHx9vb2lpYWOBwuk8lUKhUejy8rK1OpVMK1EAlFgVkx1mF3pnAzIpHou7fE4uqYiHSTv491dYjEYv23BALB4uLimokLhUKRSDQzM9PR0bkkcd27XZ3daaW5p5875tWX9g0NzmBnfxhz0ywuLvL5/HVmVSKRUKlUYMiqq6trR0cH8PoW5mfTiEQiqVQqFAqJRGJhYeGtW7cOHTp08eLF8PDwnp4eJpMpkUhEItHi4qJAINjpzAr5fP46nxBDw+FweDzeRo8SiUQhUZE9k+MEDhu/uLA9YZZJx7AYP5kI4DRLsk3icYjcxfUngqbPryfa89AQIpG4S74gK8HlcjfxABiCXfLd3DZ2SQmwPWxbiQfsGI/H41UqFZvN/vbtW3FxMY1GQ6PRk5OT2dnZvb29s7OzTU1N3d3dMBhseHgYCoU2NjZisVgoFIpAIPr6+oaGhuBweGNjo26g6g90hMvlEggEMpkM1PdsNptIJM7NzYlEIjabTaFQJBKJXC6nUCjAj+CFhYX5+XmVSiUWi8lksvCfjWMCgWCDnTV3iDTy8re2rrNmYKV3kQPInG9F54Ovf22pXWeCG2L9nTUqlaqzs9Pa2trExCQ/Px8YhbN7EAqF3d3dISEhJ0+ePHnypK+vLxQKXd5ULtwd/dN7vrNmywOwrAgw+mR7zrhKALfQMwRCsLNm76La3s4aoHoSiUREIpFIJPL5fGCaC4lEIpFIPB6Pz+dTKBSggYpGo7FYLI1Gw+PxKBSKTCZTKBRUKnX5RMudn+i7Dh35qaGsc3Nz/f0/1pFFPtc7/qXL6wcWT6439bWuM8ENsU4doVKpoaGhBw4c8PPz2w1bz+hQKBQzMzOfPn2ysrI6cuSIk5NTQUEBgUBYqVwDdWQJvxcdYXy/o+8OBmDnHVBHtpxd8t3cHkAdMRx7ed2RndIRlUqFp5CsQj0CPobWQSBiw8wBWVNHpFJpZWWlqanpxYsX6+vrt3lC7EqW5+uZAAAgAElEQVRoNBoGg/Ht27c7d+4cPnz4/PnzsbGxKBRqzYJ1lxR5e0NHxskkjka1qFZuT6CKBHSpeNtOt1JgqxRzfC5bpVgz2qvoN6COrJ9d8t3cHkAdMRy/Px0pLy/H43DKdRTEO6UjVOp8Pazp6psHzzKimpthBtqCbnUdQaPRPj4+Bw4cCAsLm5+fN0QGNopYLO7s7AwJCTl16tTx48f9/PygUOj6V4DdJUXeHtCRuKSk8KSElOzMt1nbErIz4z+lJqZ/erttZ1wxZMR+/PA2K2P1aMmZGT5PHi/pe96FgDqyI4A6Yjh+fzpS8fVrvr/XUFP9mpF3Skfm5uaqILUObx48y4iCNjVvs47w+fysrKwjR444ODj09PTseDGhUqmmp6fT0tIsLS2PHj3q6OgIdMpsNGO7pMjbAzpCZzAGh5ADyO0Lnd1dPb2923nGH4fBwbaOjoHBwTWjYbDY3fCwrQ6oIzsCqCOG4/enI1UVFR3+dztLvqwSTSwWy2SykLxEA+mIWq0WCAQk0so6Ul/r8ObB84w3fb19m6sz1mS5jqhUqt7eXmdnZ2Nj47S0tB3/eTc/P19VVXXr1q1jx46ZmZnFxcWhUKhNy9kuKfL2gI5sP3K5fDd8dlqtdpcvPbwhQB3ZEUAdMRy/Px35VlHeEeDZVVq0SrSRkVECgRj6OdlAOiKXyzvaO8gU6uDQ0PJ3dTryMjtGbbBFxpboCJPJjI6O3r9//71796anpw100vXA5/O7u7sDAwNNTU2NjIz8/Pyampp4vBWXr10nu6TIA3VkEwDz5nY6F1qNRiMQCPbMHBBQR3YEUEcMx97UERRqGI/HG05HxjBTgW8j894lfImNlomXflRUCrW2sd4x2utldsyaSW0anY4oFIrGxsaLFy+amppWVlbu1O8/YKZMamqqtbX1gQMHgOXLSCTSVlWZu6TIA3VkE4A6YghAHdkRQB0xHKCOfMc6daQQWnHskd3Nw/+deu44+5/b/Oho7m6N+JRw7pnL07TINZPaNGKxWKPREAiEp0+f7tu378WLF3Nzc4Y73SrQaDRgpoyRkZGZmVlkZCQKhdryJ3iXFHmgjmwCUEcMAagjOwKoI4YD1JHvWKeOFMG+nQu6du/Y3/Ivm7Lp/9IRkUgsl8kfvn996eX16PTkjsGe9V3WZmCxWPn5+ceOHbOysmptbVVt+9YzPB6vq6srKCjo1KlTR48eBTplFhYWDHS6XVLkgTqyCUAdMQSgjuwIoI4YDlBHvmP9OmIWdM3zt+90RKVWNSFgE+gpv48hdhH3II0NdBp99XQ2h1qtRqFQbm5uhw4dSk5ONpwB/BCZTDY7O/v+/Xtra+v9+/c7Ozvn5uYSiURDl0e7pMgDdWQTgDpiCEAd2RFAHTEcoI58x8/oCH2RZRN0Oygz9mtLXVr1Z3gLgkrd+gU/OBxOSkrKwYMHXVxcUCjUtpWtGo2GyWRWVFTcuXPnwIEDFy5ciIqKGh4eFovF25OBXVLkgTqyCUAdMQSgjuwIoI4Yjr2pI0NDKBwO/zo/8UqIu6F1hEmlMJlMrVZLZdHsIu+9yIoG4vT29lGp1PVe2DpQqVQtLS3W1tYnTpwoLCxkMBjbUwQIhcLOzs5Xr14dP378+PHj3t7eUCgUuOTtZJcUeaCObAJQRwwBqCM7AqgjhmMP6ohYKnmYFByVl/KuItsz4Rmd/YOKcwt1hEIgwGBwrVY7z6IbTkfIZHJwcPC+ffv8/f1xOJxWqxWLxQZd912hUExPT3/8+PHy5cuHDx++evXq58+f8Xj8TpXmu6TIA3VkE4A6YghAHdkRQB0xHHtNR8g0amM73PL17btJz6QymVwh/2Hps7U6AocjlEolgUKyN4COSKXSioqK06dPm5ubNzU16Wqg9e/ouyE0Gg2NRquoqHB3dz98+LCZmVlsbOzQ0NCOVye7pMgDdWQTgDpiCEAd2RFAHTEce01HIvLfng1wvBf1JPNbwSrlztbqCKKllUKhQJobHd482FodmZqa8vLy2r9/f1RUFJ3+3cDYLdcRkUjU0dERHBx88uRJExOThw8fNjY2rn9PGUOzS4o8UEc2AagjhgDUkR0B1BHDsdd0JCQ/0S7qXnVDHYlIWiWdLdERYKIvlURsbeugkCk1DRDHaO+t0hE+n5+enn748GFHR8fe3t7l3/at0hGVSjU1NZWammphYWFkZOTg4JCfn08kErd/5vDq7JIiD9SRTQDqiCEAdWRHAHXEcOxFHYm8VwmpIRAIq6TzMzoiFAgLGsvNgq65Hf7vj+eOTw30F6enQeFNyXmfLry89vhTOBCtp6eXQtmMjqhUqu7ubicnJxMTk8zMzJW2nvl5HaFSqZWVlW5ubsbGxmfPno2NjUWhUFKp9GfSNBy7pMgDdWQTgDpiCEAd2RFAHTEcf1QdSYzN+O3vWNTSHWfW1JH5BbpvfOCNMJ/zj50zPib011bB8nO9Dv3d6rr5pUfXcutLu8f/oThMJnMTn+L8/Hx4ePiBAwe8vb1nZmZWiblpHeFyuZ2dnS9evDhz5szhw4cDAgKampp2fL+9NdklRR6oI5sA1BFDAOrIjgDqiOHYUzqiVCrXqSOQlITIo7/21VY3fHqP05OSNXVkAoc+F+gamBFdXVerUKm0Wq2Ay4VUVY2OjbZ2tG/2srRarVahUEAgkAsXLpiZmVVVVa3ZSrFRHZHL5Wg0+v3791ZWVvv373dxccnLyyOTyQadnrOF7JIiD9SRTQDqiCEAdWRHAHXEcOwdHVEqlT09vcHZcevRESqB8K2oaKipIWHffzWnf9S9vraO4NEWIbeiPqe0IlqBb6BUKkUgWohE0uDg0q6f9YPBYPz8/Pbv3x8SEkKhUNZzyPp1BJgp4+HhcejQofPnz0dHR4+MjGzb8mVbxS4p8kAd2QSgjhgCUEd2BFBHDMde0BGFQsHn81VKFawZHpwdZxe1to6IxeKRsfHJzvb0o/+LyPyke31dOvL6VlzJJ92UE6lUCocjCATiwMDAJq5IIBDk5eUdO3bM1ta2ra1t/QNI19QRLpfb0dHx8uXLEydOmJiY+Pv7Nzc3s9nsTWRyN7BLijxQRzYBqCOGANSRHQHUEcOxF3SEwWD29PQKxMKi8jLflODLr29VQqpX1xGtVqvRaCbaW9OO/m1DOjJFmLUIuZVQlq57BdARCoUyOjq2oWtRq9VDQ0PXr18/ePBgamrqRqfUrqQjcrl8Zmbm7du3lpaWBw4ccHV1LSgoIJFIv/dSeJcUeaCObAJQRwwBqCM7AqgjhmP7dEQul+seWY1GI5FIZDIZcKlCoVAmk6nVal0JK5PJJBKJVqsFXtTVu/o6olKpgJKFRJ5raWuD9MBNvCxvRwaEpSd0dHcRV53oC7AhHRnHTadVfW7sbTn/xCW5LEP3ukQigUKblUrlhgZhLCwsJCQkHDx48Pbt22NjY5soIpfoiEajYbFYFRUVnp6eRkZGFy9ejImJGR0dBW7jHmCXFHmgjmwCUEcMAagjOwKoI4ZDX0cUCoV+BSeVSv9/9s47vrHqzPsifdM2yW7yvrvJ+6aQTV1CsgESCJBdSBhY0jeBAHmpYYYpMBnKABNggOm92OPxjGdcxt2WLY+bqrvci2RJluRuWZYs2ZbVu+75vX/I47Fs2SOXK8nmfj/+Q/XcI+me5359znPOcblcFEW5XC673R68PdsE/H6/0+mkKIoQ4nQ6F0abEB0ZHx/Pzc0dHh4O3h0YGCgrKysvLx8YGKitrWWz2RUVFd3d3eXl5dXV1QaDgcfjlZeXDw8Pt7e3l5eXi8XiYM2COlL74rPi3KzOLonBYBgfHz+cmfCHvz/HqeO+dn5fZZ2wtaXV4/F4vTeO1MvSkUw++86//a6iSVRwtXhAc73rxefzyWTyyGOc3+8XiUQPP/zwz372s6ysrBX/0g6HI3hQp9NZX1//1ltv3XXXXT/72c+2b98uEAiivM1vFIiTkMfoyApgdIQOGB2JCYyO0MesjthsNg6H09nZGXzcaDRWVFSUlpaqVKrm5ubS0tL8/HyVSlVRUcHlcsfHx2tra8vKyuRyuVqtLi8vFwqF85IjQ3TEbDZXVlb29vYG705MTNhsNqFQ2NfXB6CtrU0ikfD5/ImJiYaGhmA9tFoth8OpqKiwWCwCgcBgMACw2+2FBfkZr75UdSXt2KO/Zx89KBJWvXnx0EPvPDU4NgLAMG5oaBBH+OGXpSPZwuL79zxe3dUobmg0T69wWuzw8PDu3btvueWWV1999YbDSUtjsVjkcvm5c+ceeuih22+//Y9//OOVK1dWWWY8Eychj9GRFcDoCB0wOhITGB2hDzabHfxuXS5XfX19U1NT8HGLxWIymTo6OlpaWgCo1erm5ua6urrBwUGZTMbhcGpqakwmU2lpaUlJicFgaGxsnJWNIPMHaxobG4PyEaS3t1ckErndbovFwufzTSYTn8+32Wzt7e3p6ekqlWpqaiorK4vL5brd7pqamuCU1N7e3szMTB5PMKxSXrj3x7sfvvepd1/6n7//9XdvPqs16gGML0tH6mqSbvu26GLS7CMURS2uI5z79zxe3SluqG+Ynp6O8BCzOJ3O3Nzce+6558EHH+Tz+auZXqvX64PLl912223333//sWPHurq61suVacXY7fZ4uJBEs3EujcvlWi8/epzoCOLmLFoT4kpHNsy3ekMYHaGP3Nzc3t7e4MVRqVQ2NzfPPqXX67lcrslk8ng8AoHAaDRWV1fr9fqBgYH09PTm5man01lcXFxYWGi1Wjs7O7u7Q1I5Q3TE6/UKBAKpVOr1em02W39//9WrV8fHx/1+v0KhaGpq8vl8QqFwcHBQJBJVV1eLxWKFQiEQCCorKzUaTWVlpdlsdrlcpaWlly5d4vEEaokk9b6f/OXO79z7xqMJ+Zck3VKb3eZ0OkdGRurq6p1Op+NGOF2udj436bbvVCaedrpcwQftdvv09PTCF7tcrrSKvPv3PF7ZVCUUiMbGxiI5hMPhcDqdTqezo6PjmWeeueWWW959992hoSGXyxXh22eP7nK5DAaDUCjcs2fPPffcc9ttt23evLmoqChYE7fbHXlp6xSTyWS322NdC4fNZgt7hkQfs9lstVpjXYuIiJ+qmkymWFdhzbBYLBaLJda1cDjipm1GB7vdvpHOohsStYjndrvT09NLS0uD2aJtbW3V1dVer9dqtRoMhuLi4qGhIa/XOz4+zuVy/X5/S0tLd3d3U1NTdXW1QCAYGhqqrKzkcrn9/f0ikUij0SyqIwMDA4WFhVwud3R0VKlUdnR0cDicqqoqo9E4NDQUzCkZGxsTCoVdXV0OhyN4DJPJNDAwIBAIenp6gvZtt9vz8vL4fMGQsufYz/7j0Tu/+9OXfsupq6QoKphM6vF4HA6HPzKkVcKk274tOJ8w+4jH47FarWFfnMlj37/ncUFbnVKpslgskZRPUdTExMSpU6d++MMfPvrooy0tLV6vNxAIRFi9YGKOx+ORyWSnT5/etGnTrbfe+sgjjwRnylgsFp/PF3lp6x2r1er1emNdC7/H47HZbLGuhd/v9wfzuWJdi4iIk6r6fL5gq4l1RdYGh8MRDNwxx2KxxEPbjA4b7Cy6IUtcE9ec2cEag8Fw9epVDoczMjISzAgpKioKdlhMTk7KZDIAZrO5pqZGLBY7HA6pVCoQCLRarcFgEIlE7e3t/tDxB7om+ubl5fH4ApfDwb58SVRZmpB2wTA1sbLSZgZrlpM7IupoiLBwiqLEYvHvf//722+//fLlyxaLZbnVGxsbKyoqeuqpp+6444777rvv6NGjEolkdrXWuROOPgjEyfi0n8kdWT7MYA0dMIM1MYEZrKGP9bfuSF5eHo/HpyiqsanZYDQaDUastCHMpLLOyR1ZKx3R6XTvvPPOLbfcsmPHjv7+/mXVymw2i8Xi3bt3//znP7/99tt37drF5/MX2oxjjXb0XS8wOjIPRkeWC5PKShNx0jajA6Mj9LFedSQQCDQ0iMfHx1dTmry2+vxt3yk/e3J4ZGaRkoU6MjExYTQaEbGOeDyekpKS+++//7777uNwOJFHYa/X29vbe+bMmV//+tc/+MEPHn/88YyMDK1Wu9g6rYyOxARGR1YAoyN0wOhITGB0hD7WpY7w+YI105Hbv8M+erCmti74SFBHyDUA9PT0yOVyRKYjarV6x44dt9xyy969eyPcegbX9pR57rnnbr311k2bNh06dEgqld5wTxlGR2ICoyMrgNEROmB0JCYwOkIf609HCgsLp6enCSGr1xFZbXXSj79VdPRg3bW5wYFAwOl0joxohoaGpdJuu92uVKrkcgVupCNWqzUlJeWOO+743e9+V19fH8nWM1artb6+fs+ePXfdddedd965c+dOoVAY+Z4yjI7EBEZHVgCjI3TA6EhMYHSEPtafjrDZ7ODt1etIb1vLu/f+5L3fPvTOH38nq6sxakb8Pp/L5VIqlQqFor6u3mw2q1Tqnh5lX1//RU5mWB2hKKq5ufmRRx654447zp07d8MlSTwej1KpPH369MMPP/zDH/7wsccey8rK0mg0y42SjI7EBEZHVgCjI3TA6EhMYHSEPj7QOuL3+SpKy6oK8g5tfu7AL+5OfOS3DqvV5XKpVKpumayCz9ON69ulXc1tLcLKyuNpCb/4+xPzdMRoNB4+fPjWW2997rnnFArFEseiKMpgMOTn5z/zzDM/+tGPNm3adOTIke7u7hUHFEZHYgKjIyuA0RE6YHQkJjA6Qh8faB0hhAiFonGDkccXXHniD6l/eNBmsbhcrl51bwm37OHXnzyZdyGTy37v2Dv7/vOnf37ozl++/eSsjvj9fh6P98ADD9x77715eXlLpHo4HI66uro9e/b89Kc/vfvuu1988UWhULjc/XvDFsvoSPRhdGQFMDpCB4yOxARGR+hjHetIfX3DmuiIXq+vrORmPP771D88FNSRvt6+/NLih9556nDuuf7+gbLc3FN3/Pvv7vz2Xbv+UNXRAGBoaOiVV1659dZbd+/ePTISfutgn8+nUCgSEhI2bdp0xx13PPLII9nZ2Yu9eAUwOhITGB1ZAYyO0AGjIzGB0RH6WGc6YrPZZnWkq0sSeeLnYgiFovHxce41HbFbrVab9f3LJx97+4VNLz92vuRKX29fW1PTleNHi/MzD1843a8ZysnJueuuux5++OHq6uqFjZAQMjY2VlhY+OSTT95xxx2//OUvT548KZFI1lwdnE5nJAmzG4Y4WWopmOwc61oA623Pmjip6ka6kLjd7niQPMRN24wOjI7QB5vNttlsdJTMMtGARqPJzMwM3p6YmJiamlpNaVNTU8XFHKVSWVBQeP6R3yT+9gHNyEj/4MAT72//097NaVlX1H29LS2tzc3NMoViVKu9eCHlueee+9a3vvXmm2+q1Wqz2TyvwJ6ennffffcnP/nJv/3bvz399NN5eXlDQ0PT09PBDQnXFq1WOzExsebFxi2jo6OTk5OxroVpYmJCq9XGuhYmk8k0NjZmMBhiXYuI0Ol0cVLV0dHRVQaN+EGv14+Pj8e6FibTxvpWb8jU1NTo6GisaxE9ohnxMjMzNRoNHSWzihehpKSkpKSEw+HM3g2uTh+8PXujpKSkuLiYw+HMPltcXJybm7tv377FSl4B2dnZhYWF2dnZVy4kX0k+z2azC9mFF9MvXUy7lJ2dzWaz8/Pz8/LygxW4fPnyiRMnEhMT2Wz2bJXmkpOTc/LkyWPHjp07d66wsHBuzdccNptNU8nxSfx83jipSVFRUVFRUaxrERHxU9U4+e3WBOZbjRXM56WJffv25ebmBm/POsC8uxwOZ/bx2QfnWkRYwg/WEEJ0Ot3g4OBs563RaOzv73e5XIFAYHR01OVyAQi+xu/322y2vr6+2dmzcwdr6IAQMrspTJzjdrs/OOO1AFwuVzx0CFMUFSdniMfjWS+jdcH91WJdCwAIhpeNAfOtxooP1OeNZsSbHazx+/3Dw8Ojo6PBaxxFUVqtdnh4OBAIuN1ujUYT3Dt2eHhYq9USQiYnJ/v7+5cYRg+vI3q9vrKysqqqSiKRADCbzRUVFXV1dc3NzYODg2lpaYODg+Pj48HXdHR0iESihoYGHo8XPNLcVFY6WGLPmnjjg5bKarPZ4kG/mFTWFcCkstJB/KSyxknbjA7BsyjWtYge0bwmzqayKpVKgUDA4/GGh4cBjIyMcLlcoVCoVCq7urpSU1MtFktPT49QKOTxeHK5vLKysr6+vqGhYbH/0MLrSFdXV3d39+TkpEAgoCiqt7e3qanJZrNxuVyLxVJbWzs4OCiRSORy+eTkZF5eXmVlpdvtrq6uHhsbA+BwOBgdCfJB05E4yd5ndGQFMDpCB/GjI3HSNqMDk8pKH2w22+FwEEJqa2u1Wm1fX19jYyOAlpYWtVqt0+mqq6ttNltFRcXU1FRNTY1Op+vr68vOzm5sbHQ4HFwud7Gf5gY6wufzCSG9vb3Nzc02my2oHWKxeGhoaFZHcnNzuVyu2+2uqqoaGxtzu90CgSAjI4PQht/vn7tnTTxjt9t9Pl+saxE9bDZbIBCIdS2Iz+eLkzPE6XR6vd5Y1yIinE6nx+OJdS0IRVHB/+NjXZG1weVyud3uWNeCkLhpm9EhEAgEpfYDQjSviRkZGQKBwOl0LqYjVVVVPp+Px+OZTKba2tqgjmRlZQV1pLKycnk6otPpuFxubW1tV1eXRqPR6XSVlZVisVgsFo+Pj+fm5tbU1PT39/N4vJqamra2NqFQ2NzcHBys8fl8Uqk0Jycn2IdhowGr1Woymegoec0xmUwWiyXWtYgeU1NTsa6CzRZPZ0hwxlasaxER8VPVODmL1oTp6Wmz2RzrWthsG+tbjYQP1OeNWsRzOp3Z2dlSqdTr9fb09FRVVfH5/P7+/uHh4YGBAT6fX1VVJZfLh4aGLl++3N3dLZFIampq+Hy+TCbjcrmNjY11dXXLG6yhKEqj0ajVao/Ho9Pp3G63Xq9XKpUOh8NgMHR1dSkUCpvNptFoent7vV6v2Wzu6emZnJwMvt1ut7PZbEJbdyszWBOfEEJs8TE+HVeDNfEwAhIJcVJVsrEGa1wuVzwM1sRP24wOwT62DXMW3ZBg70gUDkQIYbPZwWP5fL6+vr6hoSGfz6fVan0+39DQUF9fn8fjGR4e7uzs7OvrczgcfX19w8PDFEWNj4/39PQsUU/aV2WlgzjREbsPXA3Gl1xt6wOlI4ib8em40hEmd2RZbDAdYXJHYgJhckdoY52tyrpQRwghs/0zgUAg2CrmPgjA5/PNRkOfz+d2uxfG8eDrvV6vzWYLlhB2IuXcovx+/xJBNjhEvaxPR1GUx+OhCCkeIJd6yKUeIhiFfpEzYcU6EhzlXcEbY0uchDxGR1YAoyN0wOhITGB0hD7WvY4MDAykp6cHc/rYbHZHRwcAqVSal5cXzPTs6ekpKiricDjt7e1utzszMzMvL4/D4SgUitnA1NfXJ5fLNRpNamrq4OAgRVGtra0FBQWzE4yD6PV6DofDZrOHh4ftdjufzy8qKlq4DU0wK0csFhsMhuDduU/Nfc3cd3k8nqqqqiJ2YblYeq474PDB5AZPQ47wB+Q667xysMjVyGKxDA0NhS1/tgSFQqFWq2/8XccZcRLyGB1ZAYyO0AGjIzGB0RH6WPc6IpfL9+3bp9VqLRbLiRMnamtr/X4/l8vNz88fGRkxm82ZmZl6vd5qtUokEpPJdOXKFZvNZjAYcnJygrrgdrtLS0uNRqNWq01LS1OpVH6/v7u722w2FxUVaTSa2WONjIxoNBqZTMbn8zs7O3k8Xk9Pj9FonH2B3+9vbm4uLi6Wy+VlZWWjo6P9/f0CgaCpqcnlcrW1tfF4vN7e3uDEIh6PN3fPneHh4dLS0omp6eOX87vHZk53j9t9KvH826kVeSUVYnFDY2OjxWJRq9WDg4N9fX2lpaU1NTVzhamhoeHcuXP19fWVlZVtbW1KpdJut7e0tNhstpqamvLyco1GMzU1VVpaGicbr0ROnIQ8RkdWAKMjdMDoSExgdIQ+1r2OKBSKjIwMsVjc3d0dnPAzPj7O4XCam5urq6uD1+zZFwd7R4JXYi6Xq1QqAYyPjxcXFwebE4fDCT4IQKPRlJWVzTvzXC4Xj8dTqVR8Pr+wsLCioiLYHxNEq9VyOJxgcm5ZWZlKpSovL5+amuJwODKZLD8/v7u7e2RkhM/n19TUVFVVcbnc2ffqdLrioqJW5fDrR86bp03BBwkhHE5xMq/rrdOpk0ZDcXGx0Whsbm5uamoqKipqb28vLi5ub2+fLUSpVFZUVJSXl7e2tkokkrq6OpPJVFxc3NHRweFwOjo6gvOSrl69GlzHZR0RJyGP0ZEVwOgIHTA6EhMYHaGPda8jcrmcx+OVl5dfvXq1urq6sbGxvr4+Kyvr6tWrGRkZKpUqOGoDYHx83Gw2Z2dnB5NCiouLg+MaQ0ND5eXlwdJKSkp6e3sBaLVaLpc7O6MniNvtrqmpkclkAIRCoUwmMxqNRUVFswGuv78/aBhOp7OioqK9vb2srCz4YrVa3dvbW1ZWJhAIOBxObm5uRUVFW1vbbOF+v7+9s/PvGaK9py/Zbdd/ktLSUpmi52Q6e3DKfbWEMzk52djU1Njcmp2bx+FwSktLgxUO0tvbKxAIhELh4OCgXC6vr6+fmpoqLi5ubm6+dOkSn88XiUQURfF4vP7+/jX8XaJAnIQ8RkdWAKMjdMDoSExgdIQ+NoKONDY2VlVVFRUVyeVyLpdbVlZmsVgA1NbWSiSSysrKysrKurq60tJSk8mUnJwsFov5fH5FRUWwMet0Og6HQ1HUwMBAQkJCaWnp5ORkRkZGRUWFRCKx2Ww9PT3B/NaWlpbLly+3tbVpNJr+/v7S0lIej9fY2GgwGAYHBwFYLBY2m11dXR08XLBvJrh6ikajqaurE4vFpaWlEtAWIBAAACAASURBVImkvr6+paVFo9Ho9frgOrhOp/MqV7gtpbpCUOV0OmUyWTCC83g8kYB/9FLBOam/pIInFjfkpJztLE5uK7ncLK5ram6ZmpoaGBgIjhlpNJpgZszQ0NDw8HBRUVFDQ0N2drZerxcKhe3t7QqFAkBpaencQah1QZyEPEZHVgCjI3TA6EhMYHSEPta9jthstunp6eBSLXa7PbjpdrBtWCwWk8nk8XjUarVMJrNYLIQQlUrV0dGhUqlmtwVyOp0lJSUmk2lgYKC1tbWpqWlqakqpVHZ2dnZ1ddlstpaWluAefjqdrrOzs6OjQ6PRUBQ1PDysVCq9Xu/IyEjwMg/AYDDI5XKz2Ww0Gt1u9/T0tEqlMplMFEWNjIzIZLLJyclAIKDRaIJ1GBwcDA4PEUJyW0fTqxVOh8Pj8TQ2NgZjjclk6uvrGxsb4wwiv3tKVXx6uI5tkYnsDel9F3f0N5T6AwGpVKrVagH4fL7gujFOp9Pv9w8MDAwODo6NjVEUZTAYenp6zGaz1WotKSlZdy0qTkIeoyMrgNEROmB0JCYwOkIf615H1gSZTNbd3R28vXC3xhsu8uN2u1e85+FsTPEEkNxDhuwAQFHUwjPe7g3U1Nbb5VXBu06HgzKNoLsYQ80Ouz3ySb8KhSK4f+H6Ik5CHqMjK4DRETpgdCQmMDpCH4yOAEAgEAg27Bgug6ZzIFlOqCVC5VCjTFhY2DujHQ6Hwx+g4PdCwoZOFvmB1tHG9HOJk5DH6MgKYHSEDhgdiQmMjtAHoyMhxFBH6sZIdu/igdLYS5pSLRbLKSkxOIG5y6C5baQ+GdPaKFU0RsRJyGN0ZAUwOkIHjI7EBEZH6IPRkRBiqCMZKiLWLxIoPQ7SnA6rngCcQcIdIZi3KutIG2lOB7WR14yPk5DH6MgKYHSEDhgdiQmMjtAHoyMhxEpHvBTOSMmAZZGne6tJZ2HwptGFiwriCYTqSMBHOguXNWSz7oiTkMfoyApgdIQOGB2JCYyO0AejIyHESkeMLpySEHPY2OJzk9pETAwE7xGCLDVpNcLtDN2zxmEijZdg3rBDNnES8hgdWQGMjtABoyMxgdER+mB0JIRY6YhqGmeli+Sx6uWkPhnU9eRTuQkXFcRiW7CFnrGXNKXCTcvPGXPiJOStrY5QBKpp2FckFYyOLBdGR2giTtpmdGB0hD4YHQkhVjrC15DC/nBRklCkIw86+dzHfBQSuolU56ACC5JFhluIvGyuu2wY4iTkraGOEIJ6PZJkJLVnJj15WTA6slwYHaGJOGmb0YHREfpgdCSEWOlIqpJIJsM9YTOSqtNwmec93DmBTJkjsFBH/G7UJmBqiJZaxpQ4CXlrqCP9FqQqidULhQkpCmJZ5vWa0ZHlwugITcRJ24wOjI7QB6MjIcRERzwBJMnIZNh11IZb0JwGzA+g7gAuybzSiXAhYKQVzWnYKDF3ljgJeWulIxYvMlREd62k2QlTkcPoyHJhdIQm4qRtRgdGR+gjSjpCgK5JFA6goH/lf21GmC0bUEeGbTgrJa6ws3QbLmBMGvZdfRPOU10B68Ig73MR8UVMr7MtaW5InIS8tdKRwgFUj13XzGkPznYT/XIKZnRkuTA6QhNx0jajA6Mj9MFms80Wa5txVZ5QOICuyfn/wYfoSNckvp8DVsKq/r6ZiQq1tbhoo+lI4zgyVOFipH2SCI/DbQv7LqfDIdL42QPEszBRZLiVdOSvdTVjTJyEvDXRkeDojDf0hxPrwR5YxpWS0ZHlwugITcRJ24wOjI7QR3ERu0Jt/WbmalXh+znoCk1+CNGRs91gnQUrEZ++gEd5+BMXn7kAViI+dh6/qcATAvzTJXw/B3+txo/z8Ynz+E0FHhfgCyn4eTGeFOFHeWAlgnUWO/hWzobTkfw+UjMW7glNB5EUgYRv5w6Hw+fzC0aRqV4wQ9hjI6ITsBnXvKoxJE5C3up1xBNAqpKMLSjDT6FSgwb9gpG5RWB0ZLkwOkITcdI2owOjI/TBKWLv4FtZZ/GhRNxbjOeqEFSTmxLxH/n4azVuycXnU/AXAX5bgU8k48f5eL4a38nGN67gSSEeKsPHz8+owtnukJJDdOSUFKyzYCXgTjb+UIn/4eIuNlhn8f0cPCHAA1fxRy7+nxB3FGBrLX5SiOeqcWchvpmJrbXYVIotNWAlgpWAb6Z6Xi9SBGiLJ9HXET+FkxKiWdgDQghpuQJN+2JvdDgcAb+fIugwhjES0l1K5OVrX93YESchb/U6ojbj/CKbE3kDKBqEzODBUCMaLqAhGQP18M3f0zEIoyPLhdERmoiTthkdGB2h60AErxcpvpnqYSXgf13GX6vxk0I8WwVWIj5zAc9V4fYCvFCLB0vx32V4XIC7i7ClBj8rwr/n4LcV+H0lXqrHv6SClQDWWZwKzXEIryO/qcCP8nB3ETaVgnUW/8nBf3LwvRxsr8PTInwuBVtq8BcB3myeMaMXarG3FX/mg5U4YyT/mgZp2Ekoa/KNRF1HJlw40kncCwdcPHbCPwzn/Dk1s8xdlVWsR34/8c0NCBY9aUhe7Eq2HomTkLd6HSkbRtnwos+arLbSghxX11XoZNDJoKgkrVfgCrNe78bTEasXYXKh1g5GR2giTtpmdGB0hCakk/jXtJnRlm9n4VEevngZL9TiI0n4l1Q8JcLnUrCtDs9V41tZ2FSKJwR4qwXPV+OeYvwXB++1YXcjPpcy0zsSkY78ogQ/L8Yvr+I+Dj6SiDsK8Oty3FaAZ0R4SoT/k45ttfh1OX5TgYfL8BcBnq3C1zKwsx4fSdqYOtJmRLoy3P/KWikRpyw2UoNQHfFTKB6YP1WY9PCgEm6YKTZxEvJWqSMBgosKsugJ7HOT9uzS6pYG3ZxPOtRMWrOwYFL3BtORKTey1IvML1sjGB2hiThpm9GB0RGamKsj/zcDTwrxtSt4oQYfOYcvXcazVfhKOnbU4U9c3F6A31bgNxXYUoPvZmNnPZ4U4ns52FyNb1yJvHckEf+Sih112FKDr6Tj7iJ8JR3PV2N7Hb6Vhfs42NWAh8vwpcvYXIMddfheNh7j44Ua/LocNyWClYBbMtxvF3b5aDvzo68jhf1EMLrwYULa89BbvcQbQ/asAUZsOCMNzY702FF3DpODa1bXiLF4UTGCQ53I6Vuz/3fjJOStUkcsXhzvIlOLXHSJUoCeykErdUY6p8OMCpDmdIy0zXvxRtIRpx+ZatI5QW81GB2hiThpm9GB0RGa8FF4u7Drlgw3KwEfS8KjPOysx51sfCsL38vGg6X4WwN+eRVfv4Kd9XiuGl+6jN9VYGc9fnkVd7GxrRZ/rcbnLkbeO5I4Mw4UzGP9VDI+dA6fSsY/XgQrER9JwudT8NGkmYzXz14EKxGfOI8vXHswmMpaUlRI3zcSZR3xUTgvJz3TC59wkdoEmJaarDtPRwIEl3vIvHRijCtJ42V4l7/k50rxURi2IaWHiPUYd0JhQroKy13gKyxxEvJWqSP9FpySLpKsOjlIWq8g4PVRyFIT9dyzwjxGmlLn/Y4bRkcIINISkZb2jjxGR2giTtpmdGB0hD5KigqDqaysRHz8PD6fgg+dw8fP42Pn8dEkfCFlZpDksxfxqWtTYb6Qgg+fw4fP4fMp+GTytaSOpXWkdBifvbja2TufTMa5tg01s8bmxdluYlsYqM1jRJyy9Frv83QEgGQSl3pISJ4vodDDxaB4jep7AwatuCAnGaqQrYkVZuQOkNULSZyEvFXqSMUIuToU7nIY8BLxxdk9mfvMSOkJ7evq4RFF5dx3bBgdMbqQ0E1ozRoJwugITcRJ24wOjI7QB6eIfa7N+snk1arCZy+idDik5BAdcfpxWYmnReQJAfnLiv6eEpIkObST1qINtAzaoBXn5WGCI5GVElnZ0u9dqCPeAM5IydC8Re0ckxCdgCf84iVriMGJJBmRTMI7Ny4F/B7DQIGgaUJag7Fu+FcePeMk5K1GRyiCDBXpC5udPNRCWq7MCihFkKUmTeNzXuCcJjVnYdFff2Cj6EjtGMnujYYjMDpCE3HSNqMDoyP0UcRmayetSXI8JVyhJzwhIE+LyGUlnKG5dmEWiafIqv4A2DbWIvFVWpLftyA4BrykJgHGvqXfu1BHALQZwRmcF24JpBwoeQtXml9DAgQ5vaRBP+chxySRVxDxRSK+MFxfXFOSja580pIBi25lh4iTkLcaHTG6cFq6YJEYAG4bqT+P6ZAcIr0DZ6QhG9mQgUbSmjmrLBtDRwIECd2LKNpaw+gITcRJ24wOjI7QB5vNtlmtWAtVmAezZ82NyVCRBt2CL888RqpOwXODMyCsjky4cGbhBc8+QRpT4KHxc6nNyOm9ln1JKGjaSXMaUVTAooPfM+XD0W5YvIBeQZrT0Ve7xIyhxYiTkLcaHemYQEpPuIvhSBukxQt9UTCK6rnr4/ncpDl9dn/EjaEjwzYkysKtLEwDjI7QRJy0zejA6Ah9MFvohRBNHfFTONtNehf8X0j66khr1g3fHlZHKIJkBbqnFrxaLSKyslV2kNh9aDZApIVqGk4/3AH4KQAYsMzJVyUU+mpIaxYc1ytBgOxeUh/sO3FbibwcPTxQYTfpWfzo8RHyVqMjmWoiHg/zOGm4AK1k4eNDViTJQjNIBsSksyB4c73qCCGzp2GAoHQY7dFaPZjREZqIk7YZHRgdoQ9GR0KIpo5Me3BKSibmL1RGSP352ZTGJQirIwCaDUhXLXjUbSO1iZgaXllVAdh8OCUleX2EpyHJcnK6Gwc6kCwnnEFyRY2ZmauUH/Iy9NYszBHpNeOycjbNlqC3Ct0lCCzjahonIW/FOuL040jnwp8bcJqJ4GjYhc7MHpyUhL7FYYLgcHB1u/WqI1wl5DOjes0G5PYR+ubtz4PREZqIk7YZHRgdoQ9GR0KIpo4M23BSQrzzWvHMtnk3/kkW0xGTG8c6SZi5teMqdBbAv8J1ptqNSFHMBPIAgTcATwBjDoj111YWoQLoq0Vvddg+GB+FhG5inHtl7a9Db1XkfSRxEvJWrCOqaaT0hLv0atpJU2rY0SuK4IyUqObO+KUCpPEStF1YvzpyuQUNg5hyGO0kXRUuk4Y2GB2hiThpm9GB0RH6iLaO+Hw+qVTa1NQUPCpFUUqlsqGhYXJycnJyUiwWK5VKk8kkEolqa2sNBoNWq62vrx8cHAwGkY2kI20GkqJYEBm1UtKRF0lqxWI6EswqlZvCvWekDR15KzOS/H6IRpeM48PNpD134eKhQQhBmpK0ze2WpwKkswAD4giHkOIk5K1MRyiC4sHQjx+E3GC9O/YA4WtCv5++WrTngpD1qiNpragfJCeqs1pdzYaoVoPREZqIk7YZHRgdoY9ZHXE4HC0tLR0dHcEz3OPxdHZ2trS0OByOkZGR+vp6jUaj1WoFAkFjY6PFYunt7W1oaDAYFg0o4XVkaGhIJBJ1dnY2NTURQgwGA5fLVSgUQqGQz+crFAqBQNDQ0FBaWjo2NjY9Pc3lclUqFZfLtVgs2Fg6UjxAuCPzIyORFKOvJpK3L6YjAJrHkbvYzMmhZsjLljVKAsBPIVEW+m/6PIy9pDkNjrASNANPQwr7QyvlMpPmdJi1kdQhTkLeynSk34IkWbidiQJeUpcE66KtqNNILsxzVvsEqUuCz72OdaRhQPMG/0yt0x7d6jM6QhNx0jajA6Mj9DGrI0H5qK+vVyqVAFQqVW1tbVtbW11dXWVlpVqt5vF4QqGwtrZ2fHxcr9dzudyenh6RSLRYSAyvIx0dHXK53GQy8fl8iqJUKlVra6vD4WCz2cXFxXa7vb29vbS0lM1mC4XCjo4OoVDo8XhqampGR0exsXQkpYeo5uWxUgFSfXp26sTSLKEjZi8Od8KxyDAIUVdBUbn0GmvzmHLjpIRMhw19hMJAA2lKheMGOwnJpnBBQfzzrgUmDWlOi2RwKk5C3gp0xEshpYfIF+YXAzBpSF3SEp1h404c7ZrvMaTxMgwqp8u9XnVEPJidMdQwtLxc5jXBbrczOrLmbKRv9YYwOkIfQR0hhNTU1Oh0uoGBgYaGBgBNTU19fX1GozEzMzOoBCKRqLS0tKSkpLq6uqWlpampyel0crlcmy38ClvhdUQmk3V2dur1eqFQGAgEgsebnp7mcDglJSXT09Nisbijo2NqampgYCAvL6+ystJutwsEAoPB4HA48vPzU1NTCSF+evB4PFarlabC5+CbcvoTJP5Jx5yH/H6/dcJfsd/vjKgCNpvN7XaHL93nS5H7W/SBYKnzcdl8TekBTWf3JDkj8VcMBwwOKvwrr5WnmAyc7PJ7fSGv8fn9fq+bUom8bfl+26TfH1i6wnqb/2hHwOScX1e/utrfUej3eZd4r8/ns1gsXu9Sr4kObrd7mWeIr308kK7webzzv2Gf3x9QcP1teUt89RaX/2SXf8jsn/2BfH6/T8H3t2bbHS6Xy7W82scIu90erKqPClCXmzSV/YmZWrsl/NlLH8GzyOdb4vteTzgcDqfTeePX0Uz8tM3o4PV6N9JZdEOic00Mfp+pqan5+fl2u72hoWF4eLinp6elpYUQ0t7erlAoNBoNm83m8/l2u53H4ymVSqvV2tbWlp+fX19fb7FYKisrnc7wO6KE15Hp6enKysqKioq+vj6lUmk0Gvl8fmVlpVQqlUgkXC5XIBAMDAzweLzKykqJRNLY2Mjlcmtqanw+H0VROp2uoKAgEAg4nU4HDdjt9unpaTpKnovL6agfcZ2Xem32OZ/D6XT1NXmqk5x2eySFTE9P22y2xcoXDbsvyzwelyPM9+R0Ok3j1oYr5/gK3og/SxU40eExhy8p+HJHsdqVp3S7nKGPOhyutgKvrNLhsIc7zPxCbHbngRavyjjvp3M67DZ3R5FTIVq6BJPJZI/sm6EVm822rDNk2uZI6nKrjK6wP4Sn9rxbXe9wusK+1+l02B3ONLmnVeu6/uU7XS6t0sM/bp7QWxc5AeINs9lstdsc/XpHg9p3qaHksrJqK8+tn3KYLA5LVD+CyWSK5uFoxWKxWCyWWNfC4dhY32okfKA+b3SuiQ6Hw+12FxQU6HQ6iqJGRkYqKioqKip0Op1cLtfpdMG7AwMD9fX1XC63oaGhp6eHx+OVl5er1WqhUMjlcjs6OhbrpVt0Zo3NZjOZTBRF2e32YEfQ1NRUIBDw+/1TU1MOh4MQMj09HXzQ6/VOTk663e7Z99I6WBOsFX3lz5KlJo0LlqAgUg6RV0RYgmPxwRoAJg+OdZGqMRgXziwFAMhHJ1tKM6Hmu/W9Zzs9miV749JVRDkvcYRQUPIx1LysBc2yekn9wmXfALitpCkN48ol3hsnHcLL7boctuG0NFzWCACPnVSfmrvue1gqRjA/x8jvIVWnXFqVb/ETIK5wuVxeyo+uMVxs8l9pP3euv/dVPhwesKXoiihzaK2Ik7NoTWAGa2ICM1hDH2w2OzjaQlHU9PS0xWKhKMpms1EUZbFYpqenCSEej2dyctLj8fj9/snJSbPZTAhxOp1TU1NLXBDpmehLs45EJ3fE7sPhzgX73FJ+Ir6IMWn49yxgaR0BMGBFdi853kUkC5I6AgQpSiIZs5EeLlWfVM1OG1T3LFbOkBUpPeT6FgBuG/QKdF+FWrTcPVibx0newkXxg1h0pCl17uJp81inuSNcDUoWywWa1kB47IZJPO1GpCrnf9Gki+3o4Pj8UVnNdNW4XC5vwA/JGFKazJmSgwlDrvf4sHuQ2oLGiDKl1gQmlZUm4qRtRgdGR+iDzWZbF0n+WCWhOuJzoeYsLv8Zlx/FpUdw6RFcfnTmb/Zu8Mbc2/NeLDhqNY5tAB3pnECmekFU9NhJ9eklrsfzuKGOBDE4kdA9f/WtUTvSlNdW5iaBnsHROk4mUVTAPf9U8BGkKknnJBDwQicnLVdIbQKpT8ZoZ4T1nMu4E8lysuh8CoOatGUH1/haSJyEvGXpSIDghASaRdoXUYtIR94NC9E7cKST+Od99KkhZ3WSb/F96eKK6zpysbFTMHapbJLs483oSBOjIyuE0ZGYwOgIfbDZbKtxDIKjcy79j4R4Qlg9CL7suir8GTVn511HQnVEVoqX/xGbWdjCws5/wM5/wBbWzN9LH8euT2MLC9tYePmz2HYTtrCw69P426ewhYUdH8GuT+EFFjazsPOTVmESu7iEvq8jCjpCERT0k66F01CmR0lDcuTruEeoIwBqx0h+3/XrmTeAVCWRzdEevRNH231+dQ1puky6CqGTw2UBIfC5lBpjZovWPzVC2rJJRx5GO+G2Lba4yA3xU0iWhxw6BEJBySMKbthOlzgJecvSkSErknoWGakBIW3Z0MlvWIjTj4MdC6Y1+dy+qjOUcSDCmsQWl9vtpfyQjCFZnC/zinq9eJ/L6MgqYXQkJjA6Qh/s4hKrMAk7P4nNLOz4MF7+LLZe84RtN+Hlz2IbC1tY+Nun8NInsIWFFz+GVz6HrSxsZWHXZ7D9JmxhYTMLL/8jZKVzSw7VkapT2MLCVhbe/Ffkv4jcrdjzFWxl4ZXPIWcL8nfg/e/izC/A3oXk32LvN1HwIopexb7vI+1xZD6Lgz/ENhZeYNmSH7tamEPf1xEFHZn24FjXglVTCYhSRFpzwm9HGI7IdcRHoWSQFA+QaQ8cPjSOI1Md8t+2J4ATEqK1AzYjUYlIcxqpO0fasj21yc0F5xxlByG+AK1kBfveLaTZgHTV4p8x4CWtmZgcXPhMnIS8ZelIgx7lxVq4fAgsqLnTRGrORtIZ5qdwXh5m0ZeArCLQVRRhTWKLVzHmH7dAOuY9Jz7Ht6j7HGB6R1YNoyMxgdER+rhamGNLfgwvsPDix5D6GAp24uS92MrC9g/j/K9RuAuJD+Gdm1G4E9nP462vIu0vKH4V5/4bx+5EwYtI2ISXPjGjLFWn5pYcqiPV13Tk7C9x8l6c/QXO3IctLBy5A0m/wqH/QOazyHgKe76M/O1481+w/xawX8bZXyL7r3j3W8jejO03YRsrsPMzk2f/J5JlKlZGFHSkXo9s9YKAOGohr/6NXMpAe6SZfZHrCAAvhTodzsqwtwUJMphCgxgBCvpJyBKZzmmM94i6R8oG1zg7weLFCQmZWmJh2DEpxBcXdsDESchblo4U9JGqzTyoDUhrnf/caCfEKREaXm4fqRmb/6BrUuurPABvlCLFqkhrReMQ5HrT2aaE4ypb+xj28xkdWSWMjsQERkfowm2dPPs/gZ2fwQssvPVVpD+Jt76K3Bew7Sa89k/IfBZvfhn5O3DpURz+MZJ/h+N3Yc9XkfYXpP0FaU/g4A+R+Rz2fHmmQ6U6Eh05/xsc/BFO3I3ETdjMwqmf49R/Yt/3kLcNV57GK59D7lbs/iLe/gaKXsHhHyP5t8jbjop3gzqCrSzs+hQGG2n6QujWEb+POt/qUSxcvHRgnLz4LJKKIOyLsKhl6cjM0Sn4KATCRWONHekqYp3TZzPuwlkZMa11uCMEFcNhZhXNqaUX9edgmL8NYJyEvMh1hCJIUZDuv/Eh02Efb96zpCkNwwscZRGEWhQsSAF2Op3ehlQMNUVYSCxJb0XTMOT6wRNN519vQ8MADsxJZTXaZ3qPJgdh0tBXC0ZHaCJO2mZ0YHSELgYbsetTMyMv730blx7F619E7lbs+Aje+N/IeAqvfA5525D1HN79Fs49hBN3Y9dnkfYELj+Ggz9E9vOoOoW3vrYcHTn6U6T8ESl/xLE78eo/48APkPYXJD6Ii39A2l9w7E7kvoBjP8XxnyHjKSQ8gKN3IuEBXHka21jYxiLbP+o8eAemR2n6QujWEe2E71T5tNNDga9CcOd4qQ59k9BpyIU9yKiFqA8ObyRDNivQkaWp0yG/n2hsGHOgzYhEWbgEl7XA5EaynOiXOMP1CtKeM6/nIE5CXuQ64qNwvIuMvcGHTIcDfAAQquHwAoDLAmH4XXzD0j2FFAWZ55FOt8c30kmaLi9rgd3YcE1Hmvc1pu4J1ZGGQRytgsUFKkDEKZEk06wYRkdoIk7aZnRgdIQupjXOg3eQ7R/FVhZ2fwlZf8Xxu3Dlaez6DPZ8GZnP4OhPkbMFCQ8g6VdIewKn/wuJD+LYnSjcife+g1M/R/4OvP6lCHQkmDuyjYVdn0LKH3Hh93j5Mzj6E7z6BSQ9jMt/xqufx/vfReazOHArdn8RGU8i/f/htS/g9H8h67mZRJMXWPbTDwlyL4K2+Y306oif4nU7OZwx+AN4qwJ2DwIUcjsh6IW+h3BPIb8Lol6cF2PixnVYcx3xUxBqcagTp6TI7SXq6YizapdPuxEZqpl+GrsPdTrUjGHMAbsPngAQ8JHmDGhD5jzHSciLXEccPrzfRpx75+jIu1yMmNClw0graUqLXCPGnTgpIa7QX9vpdPrcTtJwAbbo7kS3Aq7pSMVbjSXvL9CR/XyYXXCZCf8wPDQGekZHaCJO2mZ0YHSENogg96L99EN4gYVtN+H4z3Dlabz1VbxzM/Z+E/tvQeazeP97eOVzSH0MSQ9j16eRuAm5L2Df9/D215GzGcd+iu0fiiB3pC4RW1nBHo6Z3pht4e6Gfc2cG9a8Vwvzi3GhER5aFoCiUUf8gUBKU0q+Tnu0ARSFd7lQGlAgAVsKUR9pu0rYF1HYDVEvDgkxfuPkmDXXkWjip1A0QLJ7IRxFqpLwNCjsJ0lycqAD77fD7AUmB0hdErzXV/yNk5AXuY5o7TjeRXzvz9GRfXx063CAT64moaZ8GQelkCQjk6EJN06n0+fzky42VIJlfICYcE1HrrzS2HA0nI5YPNB0kKbUyGeWrQBGR2giTtpmdGB0hD4KOVetea/OXPHneUJYPQjrCcHbdYlzSw7VkdFO7Pkunv8INn8Ymz+y/L8P4/mP4LVvWDvK2DkFeKscLlo2D6NRR3yBid2VJ1NHrYeqQVF4j4tOLc7WoUiKqj5SeBLnssHuhqgXh0UbXkcAuuOzBwAAIABJREFUuPwQalExcn1ZjgCBj8IFBWk3EoCQzkL0Vs1en+Ik5EWuI9JJpPQQal+ojsh02FdK9r+CguXlfGT3EnHo8q1Op9PnD0AnI/XJ8TteM2yCQI3MdjQNQ6E/81KT4swCHTkgwOA03nkDg2Ja68LoCE3ESduMDoyO0Ae7qNjaUYbXvrFaVdjz3XkrY4XqyOAk+cUbuPkhfPNBfP0BfP0BfPPBmb9vXLt78yZ87QHcvCnkNd/YhK8/gG9uws0Pknt2WRuV7Jx8vFO5/nQkEFC8xD1/ZdR/vBoBCu9x0aVFQj2KulHZRVLfw7FSsKUzOjJhh0SLvoklylvvOrIY3BFSHJzn65gijZdmZ1HFSciLXEdEoyjso7A/VEfk43g5kbz9N+R2LOu4LYb5a7MGe0fgMhPRCdjpSfNZPRItkhuR3YGmIZ964vjfuzRJ7WF0RD1K3toOM70LxjM6QhNx0jajA6Mj9MEuLrI2Ksk9u3Dzg/jGHB9YQg+CD968CV+/9uzND5FfvIHBkJAYqiMXGnHTTrB24qOv4N5E3JOAj74C1k7ctAt3nML95/GJ1/Cve/GrS/jaPnziNdx/Hj8/h4+9iu8fwX8l4bNvgLUTrJesb7ALCwrWn47I9Ri3VL9cnVswhlOhOsKR4wqbpO3H2ZrrOmJyIqcDQvUSRW5UHZFOIUk2c8Ug3VdnRyLiJORFriP5PX7BYAAHQnVEYcSTr5DjR1AgBQHmL7a6KFo7zkhDFrR1Op0+nw8gRHyRjLQv+5NEB+kYLjYhuwONQ5Yhy8kz/cYLC3tHhFDJSf4+BGhp1LMwOkITcdI2owOjI/RReLXY+gYbrJfA2onvHMJ/p+Cf3wJrJ1g78dX38atL+PK7+PhruD8JPzmND7+MW4/h15fwpbfxT3/Hpgv46vtg/Q2snbhpJy6ETL8N1ZGTNWBtB+tF/OgInsrCk5n4j6NgbcfN7+GvufhTKh46j8fS8asLeD4P3z+I36bgr7nYlITnc3FfAn51AayXwHrRdfuh5vfT1p+OJNajTZOdqGoQ6OfrSJGMHD+M0mwkNYXoSF4nqnqXKHKj6sioHael17bIMWlI9Vl4HIibkBehjhDgstjRNuDBwVAdUY6TzVtwKRtsGcwupLZEeFwvhZMSMjxnvflrOgKMtJH23OV/lKgwR0fGtK4z+QbbpQU6clBEeHnkwqkbl7Y6GB2hiThpm9GB0RH6aD6S5br9EFg78PnXsTkXv7qAJzLAehGffAXPZOHhZDybg3vP4IkMPJuDHx/Dby7i1xfxbA7+cAm/uYg/peLzb4D1IljbcbJmbsmhOnKqBqwdYL2IX1/EfxzFPWewKQms7bj3DO5LwPcOYlsBns7C517H1gL885v49Gt4Oht3nsTzufjlObxRig/tBOslsHZQX9+LxzIQoFCugGbBWpWrgy4dSWoIdGiP86yjbQacDNWRwnayZwvapTgnZnQEgN2HU5Jr04CpAGm8FBwFjJOQF6GOeAjOFRr65GYcEoToSK+GnN6NwhoUdmPCjn38yA+d30dEo9cvpdd1xD5BahPnpv3GEdd1ZLDX6E+odfhTW1E/T0eEJOUQ3r5Md10YHaGJOGmb0YHREbrom6C+vX/GE761H39Oxxf3YGsBPvw3/O+3ZvRgeyGezca39+OhZNx9Gh/ZifsT8bsU/D4F/52Mv5fja++C9SJYO3CqZm7Zi+jIg+fxkxP4z7P4xTmwtuOuU3ggCT84jM15eCoLX9yDbQX40h78z2Xccxofegm3HcOjaXi9FDe9FOwgwadexYPnQYDTtZDdYHP25UKfjpibtQfr3C6FESfm6kgDuDUk8U2odEisZ3QEAAHOdpOe2ZXiDGrSmglCxUnIi1BHrBSOn+mfaNPjkDBER1Q9pGQ/eAoUSDBpx4FlTIrpniSzw1iYqyM+N6k5G3Zl/dgzqyPiwa5JnO+mkBGqI+IhvF1ITr6Kv+cAAFdJU8cnGB2hjThpm9GB0RG6aB3B54J9Gy/iG+/h8Qz8y1vYmo8P7cSX9uCZbPzzHuwoxBNXcMsh/PoCfnICPz6Gx9LxDy/jy2/jv5Oxj4f/s3c5OnLz+9hRiBfy8a39+PExfOM9bCvAlnzcdhy/uYgX8vHndPzsNE7X4k+p+L978cdUbM3HLxKDtfR+Zc/A0+fwWgn8FM7WQR73OuILAMD5BoVgNPnScEA+HqIjZxpII5s0sdE7yejILPn9RDjbDeD3kPrzmBiwO5zxEPIi1BFTAGf2Srx1gzg8R0f2C0hVKUk7BmHvdR0JkDA72oRj0o3jXcR87QJ0XUcAtGWhv35FH4g2/AG0jqBzdLZ3pHrQn9vuwpV5OjKMl5PJ6TewrwwA3q6AOfyWzquH0RGaYHRkAxM9HXF6B7Zc8H5lz7XRmWxszsOD5/H19/Dt/fhTKrbk4Y+XccshvFiILXm45TAOCbE5Dz86gtuPY1sBnszEp18NjqIsqSMzuSMv4UM78dV38dW9+NBO/K+/46O78K9v4+b38aGd+PRr+M4BfHY3vvAG/v0Q/v0QPvMavrQH3zmAj70cPIb1+YyinHzsrYQvsA50xE8hWQxvAMkNNRxN6ZuN6B4L0ZETQnLlADpb0DfF6MgszeMkZJu93hrSkW+3O+Ih5EWoI0o7Lu5pR3VfiI4cEJHMM9iXCFHfjI4cEaF5eOmc5Vl8FFKVpNc8czdER4ZbSHP6ij4QbTi9eJeL1pHZ3JGiDqdAZMSVthAdaRzBS4eRvA9Ha0CAd7mwMDoSEYyOxARGR+ijqKjI+nwGWDvAegn/9Ca+vR8ffxn/uBv/uBufeQ3fOYBPv4YP/w3feA9ffhufeBnf3o8fHMaX38YnX8V3D+ALb4AVHEVZOnckpxMf2zXTQcLaPpPWytpx7W/27vY5j8y9vQOsHfjwTuvhCnZ+Ad6pWB864gvg7Qp4/OR8Q0HWcMuLfEi1c3RkDIc55PUdqFGif5HeEbZ0sX8WN7CO6B1IlpPrC+W7rUR43D4+TMXBhSRCHSnXkav7F+jI3lKS+DbezLiuI0dF4KuQ3xXh0et0uDo08yWE6Ih9EvxD8HsXfWf0cXrxPm+ujlwSmDuLBpE5T0eGycH9KL6Co9WMjiwLRkdiAqMj9MEuKbYersCHd86/9IfcfXFJT3gRrB342C7kLLHuyJQDe8pwz2nceXKFf3efxsscq3qUnZOHd9ZD74jdA4cXeyvh8XsTGs6lDPe9yodkjo5IdHj1BHl1F6r6FtWRAwIYbGGL38A6YvHi5Lxdf5V8u6SConPJzgiJUEeS+9B1pgM1oTry8iVy6jXsK70+WHNUBIEaBZIIjz7hwrEu4vAB83TE74279JFQHSGNQ6cLjSNpUmS1h+rIIMnahyYxjlQxOrIsGB2JCYyO0Ae7iG1Vj+JlDu5ehSrccxp7yjAVUmfW/EP5Aph2wrTSv2knvH6rzcbODtUR31quR7mWOnKlDZ1avM+Dx2893XAoadj6TqiOSMfJU1vJwdOo7l9URw4LP4A64qNwXk5Uc2dNOaa8wlMkDhb7ikRHXI0jp9p9mgsd83tHXj6Gi/txrAZC9cp0hCJIU5I2IzBPRwDSXULfTtfLY9IO6Rjcvrk64m4YTsjWWZKaQ3QkrRW1PSh5D8pBHBYyOrIsGB2JCYyO0AebzbbabPD6V6sKC6xggY6sBVarNURHOkfXdv+atdSR82K0DAd1ZORC5/E0LdnHR9ccHZFrydZnkFTI6MhCMtWkXhfyiKurlOosnLfNb/SJREf0u7mnqh22jPk6Qs4eJLyi1egIgDYj0lWEIvN1BGPdpCUjLlaLl47hbB28ges6ktOh4Q+fydS5kptCdCS9DVdF5ORuKLWMjiwXRkdiAqMj9MFms63WG2+QsgKioiPto9hbCfeazQxcax0Zwfs8uH0NJSPZAhP28a7ryLs89PaTc28go2apwZoPqo5UaVHQH3LZsJsMgeqzmBqKVZWCRKIjit3CxHoXyZ2rIwJQARS9jx4ljlatRkecfiTLidkL1zwd8TrBPwznGq/EsxK6dUisD9GR3I5WznB6gY6khOpIRgeycsmLu6AYZ3RkuTA6EhMYHaGP9a8j73HjXUdc3uxGe43ChfdDdUTVSSpPokACUe9SOqK3wupeWPzG1pFeMxK7SWDOhcPucFJj3aQjL7YdAJHoCO+kpFjuxVwdOSiEeZQcfwVqLY6I5utIoQQ2D/yRfq78PlKrg8cdqiMAactBf90KP9gaslBHcjpKs4euXtXh8vzeEZJ0Bs/8HXIjoyPLhdGRmMDoCH0wOhLC2uiIzoKecVxoDOpIwOFNrHf2aDwhOvIejwhySP4FsGVL6cgRERR6nK5deJCNrSNWL/a3X1sqHkAw5Pk9aEzBeE/s6hWRjqQUGzoNBDlzdaQKmg7y/E70GHB0gY4Ud+Ny87w9n5ZANoULCjic83UEWgnEF2M/XrNAR6isjrTLQx1V+vk6cqmRHHod209AxvSOLBtGR2ICoyP0wehICGujI41DyGjDpWa0jGAfz2L2nU7TjveaQwZr3uORSwdwJhtF3TfQkW5d2KXEN7aO+CiclpKROeNUdrudIsCYFOKLq80gURngXOGc2BvqiJ/C4TrPuAfXdaRbh/080pqJzYcgX0RHztah1xhhHWxenJCQ4Smnf56OuK1EeBz2pTaCjgYLdMRzpePYuUF9ix6XQnXkQg1566/4ez669YyOLBdGR2ICoyP0wehICGujI01DyGyf1RHdlD/h7S63RI/911JZKYI3C8jJ3Thy9cY6ItNh/wdORwiQpSbiOfO4Z0Ie5UfjJUz0raTQAOUeNgu1RHio3atb4Ul/Qx3RO3EqXWt3U3N6R/R4M4cIjuKtIsh0q9cRAFm94A84A/4FZ37rldjPr5mvI41Tud0HL2i8Eh1Ccke8SK8kR17CPi66dYyOLBdGR2ICoyP0sQF0hAerO2x2xQqgQ0e6tP6cv9WjbeS6jhDghZPk9B6cqVpPOiIZg0IPgRrT0ditTTCKwjnZrNdDnkFFWq8gsOzPbrP6sk8puBpSdaGntN2xsu/uBjrSrukWG1Lfbg/YPdd1RGHEU2+QzgLsF6B7bXSkz4LkLqfXu0BHDCrSmolYXXG9AZQr0DkaoiMXxN380YvlU5Q0VEdsXlxlE3YC9vMZHVkBjI7EBEZH6GP968h+PqRjSGlak/Lp0JEr3b6Gt+rROkdHAGx9C6mnkdSEIum60ZEiKSp6cESE0Wn4KfjpDUCSSaT0XM9mvR7yKD/qzsGgWlZpFEG+xF3zdiMFkEMCbvVkXddKzvsb6EhOR22GmrtdBLPzmo6IoNKRV7ZD34MDwrXSEU8ASd0BlWnBT+CcJtVn4JhawUdbA5xe7K1EmyZER5IbKjodV2XumXY6qyNWH2ozIOFhv5DRkRXA6EhMYHSEPjaEjnSMhk32XAFrriOevbxjzT7dsYZQHSHkxFvgVuKceD3pSHE3uEocr4LeClEvGgZpXSV13ImTkpkVSDEv5I11Q3wR1DI+vsWLk3Uu42uVAMER0ZRi8jhnyrL8YL60jpCczoxEdcsuYYiOKOQkay98nplugLXQEQAtOt9FeWD+L0AFSH0yxrqX/cHWBKcP7/Hm6QhJakiV+FrGqFAdEcBkJ+xjULYzOrIyGB2JCYyO0MdG0ZEz8aQjjdd0pHVk8BVeQpvPnTBXR2oQcIO9F129SKyPSEcOCGBxYzLknIiljozbUNSNSiUKJfNqtYb4KSTJyOS1UbiQkBfwks586JcxxWbQipN17sBeLgjBERFR6K++XM8dWvaVaWkd8WV1HD2m1r8txPQ1HTlSTUqukKMnAGDfWuqI1eE83eVTmxc80cMlUs5yP9fasFBH2kbcieIEzsRgvx3doTpiMJD9L6FTMdNpxOjIMmF0JCYwOkIfjI6EsFodqe3HqBktwzM60jZS81pNjsKP83N05FQdjGpy4g3ItEiITEcOi1DdN2+jtRjrSHE3eEocEWFkemaTP7MLFhfKFGt4wFQl6bh2jZ4f8mxGIk6BWRthUfxRwu504b0ZHUH3mOlNbnoPNbXMGTZL68hUoeJQ4rBn/xwd2V9Bkvbi1cvAjXRkYBI94+gYjbAmHrezRefL7MX8HhLTCBGdiM1033A6YjrTeOq42ioZh2xu7ogQY8Nk2/NoGsBBAaMjK4DRkZjA6Ah9MDoSwmp1JKkBkjG0jgR1hLRpUi8NthtIqI7UQ11Ftu6BVB+pjhwRoaoXuSFbFMaFjhyrglyP49UAcLoWcj3e50EzDbkeHj/Eg/BTq9lUSDhK8q9ls4YJeQYVaU6DN6KmkiQjskEX3r2mI1Id9vOHFNOpeWOTyzGSRXWEIvD6pdX6S2WT1AHBjI7UDGD3JXJ6N969CtxIR4amwFP9//be9Kuprt3T/VdrjDOqzjinzqh371219/vWW/tp7J5HfezADkVERTpBBYF0JKQBEgiB9CSkbyF9t5LVr/k7H4JKEBAxIRHXNfwQSTJzs7LWXBdz3vOep6/Q2mg0Giw/4CGZQ4nFPE20t1Fp8+6Sp4vpCB2J3zYP/HODWKJw7X7WkT8WiV1L/t+/YSUq68jZkHWkK8g60jnOW0ckSYpEIl6vl2H2R+GTyaTb7aYoiqIot9udTCZFUQyHw16vl2XZYrHodDozmUzzxZ91RBDFfhNsB3SEELh3IX7jVeHZFUs0PPt99/fqyMAqHJ91pLGW+FPXKAnAowM68peGmJ7i/7kL+4+jIxSLnSzeuw7ryC0dnGlcVgHYv6n8uQh9EC/WUWFwRQ1rHB/cZ/7Y7RLuf6zNenSXFzHDq/xqGZIKj1vT+Vyk+nl0xJHGNQ1WwoFb5tEYalQdoWVsTcOvxa4H3LF3xGN1JJTHa+ucl531sLim/qQj5Mot8roff2iBU+iIxo9pxykPTnPPmvEAMbRu7gNCyOYUYtZTtvNdHLy1E4IG96WOWC6vDv/nBg7riBbqR/jtvqwjZ0bWka4g60jn+KQjHMf5fL5gMNi8xwmCEAwGfT4fx3H5fN7pdObz+U+vEUUxnU67XK4TVOZoHUkmk0ql0mQy2Ww2AMVicWFhwWKxGI1Gg8FgsViUSqXdbler1SaTyWKxaDQaq9WqVCqbR+Sjjiy4d4WnDwPzunz9VxU2E+gzQJDwywKYE+/Q2dr+kmBOQKKUp8mHm1sP3+dCty3N59upI0MWnyb+6FlUkMhnHbGn8Ps4VNfxywy2Tj1Z02kdydRQO7FfC+VxV49Z96l0xBDEKysqDP7QQB/Aq7PfF7M07jpIiQWO6/IEpqEf2A37+BNvMcEanv5i47azrTqyiNUohlZXvAHb7HN4FfBr4dMQ02Oy8hTR9SMt51gd8e6Re4bnVno9xOKPpo5sQrdDxv+AdRXXFoH264gk8GsZDPu+SCmObRDbxHks933rQPzjLjnTDviz+w56QEfe/2NV8UerjiyH8dsMmfkDd99hJSLryNmQdaQryDrSOT7piMvlWlpa0mg0oVAIQDgc1mg0BoPBarWqVCqr1arRaNbW1gwGg0aj2draUigUzf8ed088Wkc2NzddLlehUFCr1ZIk+f1+i8VSr9ffvn377t07iqKsVuvIyMj29nahUBgfH1cqlQzDLC0tJZNJAPV6/e34pO0X46hXjD60Lmn2RgcDpfXUvo78qjhBRwhQfLFJViKY9yCct19eHtomxj+tLmflyZPwHgMAoihR33PoB1Y+6ogVQxbd25j2f+rBi591xLGL/+sfxDaFy+rjdWQRxQbGm3vWaOFM47oWuh2MtVtHJIIZFzgBz9ewHjvpleE87hkw64bigI4ot/HXFzryxyEdCWLUBn0QyS9TLr+OIOGunYSrwFFdHifBuItxk2929JkpcVLhmcUUUf93LZwpXFKCANd1cGVweQZ6I37/t8rqyDONv/5pTkkSUc8T2wT8ixAPF/Y4Vke29+i7xr7X6fhWDn9oUGpgfAuzK+TJ/8ZOfH9tVFNHDu5Zc6NVR9Q+TDtQoU8zw9WgG6LAJyj0OcnhIir1AtHcPOU01ndxRw97CrMuSAS3l/ZHKz/pyCUVNuIDf1u13T2kI1H8ywCZ+wtPDViO4JqsI2ehp3TkwhzVryLrSOeYnp6u1+uEEL1en0qlgsHg6uoqAIvFsrOzk8lkRkdHNRoNy7JqtXp8fHxvby8YDI6MjKyurjYaDaVSedxXc7SO2O12h8ORy+U0Gg0hJBAImM3mWq329u3b9+/f12o1i8UyNjbm8Xiy2ezExIRCoaBpWqvVptNpmqbn5uaGBp8bXgcoViSPTbAnvNdMb6aSlf5lwgvSNZVUY0iDI6wg8YIkiIThCSsQXhAlSb9LBkbiamPedd08qSu8ehrYpUTcWCTbGdd/al7qU4VADPVcPR9Ho4hGARQliYRwAuEEwvASLxKalyTp82NeICwvidLnx0NmyZmSrDFpzMYOrw0MR73/oZEYThpclawx6aZWcifJf/0vUtItXddK9qQ0sCLNOKWlHSmUk56sSO8d0tKOdGdJKlDS1JakD0h3liRXWrqzJOkD0pstqQknEFaoFys8wzYfHxsew0vS5/AIy0u8IPHi/mOGl66oJIqRXqxJ6zFC8xIvHniLSBi++U8K56WHJmneLam3pT69tFeRZl2Sxif16SVXSrqukSRJuqWVXGnplk4yhaSxDanckG5pJWNQmtqSnq5KrvSJoX7xuawg8QIRxJcO3hTlCS/U8iWheZB5AQxfpaVRNz8bliplNm9VvH67WK3xhOElUSQM//lbE0SeFW5vipHLS5IzJd3QEZ4lN15J75+Jl/9FfHlLGnnHU43Bm56N1KdDJEq8SGiGuLXENk0o+mOoAqF5nmGpQvnQIZJYXvLtFfpX+//yNpYj0m2dVKxLU07y+o34r/8ube9JN7WSJEk3FiVXWrq7JOn80luHlKtJd5ckrV+adUmPl6VIXtL6pQ8uadgihfOE5o74Ng+cbI1ylWvQDCveWhMSBYHwAqF5SZQIw0scLy32k4Tr8FHlBMJ9vC4+HSJRJKwgHTrJ6Y+PueZJ/unx/lFtPpYemqTNhHRVJfGC9MAobSWkG4vSRlx6siKxvPSnhrMnb/1zM/R0U1qPSu60NLwmjdskc5T8xw1paVB6vSmthqW/tJIzJd3WSaIo/aGWSg2pM4iiWK1WRVHsUPvnTKPRYBim21FIkiTVarULc1S/SvMs6nYU5wfP87Va7Xw+68WLF3Nzc/V63Wg0JhKJnZ0ds9kMYH193efzpdPp8fFxjUbDMIxSqZycnNzd3fX7/WNjYysrKxRFKRSKb9ORTCajUCgWFxddLlc4HN7d3VUoFHq93mKxmM1mvV6vVCp9Pp9SqVxcXLTb7UtLS0ajUa1WMwwjCILP5xsfGyd7ZapGUYkslS81YnvOSOWJvpQq1OrxTCOSYc0h5q2dNvoazhD7wsi8sXB651yg+sbHpnL1uQD/bJ0xhehCPF+vlqitDcr8lnlzfff97fLkr7bn16lbfyOvL5Hn/xD7LtU9VlrloRUu9qmpsRnh7mqpWo19aGhsRrn+JXolwL5eo/Ilrm+JXt5hRixUOk/ly1SuRKXy0WD+yhKVC2WoWo1KZKlciYpl69Ft5s0lqpChYhkqX6ISWWo3T2WKVLHy+XEsQ1WqVPrj40KZimWoTJFK5ymKohp1WrfNzNjpZ8v17SS9tM3M2tmhlYYtzN3RUtUaO2Bq2CJc31JjLcgOm6lihbura1iC7Os1ZnKjsRZsbEaY0XVm0towB6h4hqrWqGSOyhS4u7rGZpR9aKBqNe6utrEZYQeMtDNOu+JUpUrFs9RegdorUPEsVa5SuwUqU6DiWapQpqIZiqI+h5otUqk8Va3tP07nqWSOKlVog495t8m+MDesIe6ulipX2cHlhjXM9S01rCH22QpVrnJ3tY31EPvSzLzdpJd3aFdc/9f6i+t2xuhj7mmpTJGZsNImf+XO0ouZlOnWerVa4+7q6GjMPfvEPaViXMl6JMMOGGmVe/9bC6a3ndnbc/liPE/lCpRxntHd55UPGw4NFfNTmQKVyjdqNb2jMPQyTE9ssK/XGlvRhiXIvLExr9fYt2+EB/eoSpkdNjfWQlzfUmMjTD82UJUqd0fb2Aizz1aYrRjtTVLlitmZf2wsf/4GUzla8YA2L1LFKhXLUBRFRQ98m7t5qlL9+LhAJbJUqbL/OJ6lUjnu9iJVrbGPjY3NCNe31DAH2ZdmqlDm7uloc4AZW6fH1urrIdoWHr62pe+z0eYAd09HFcrsK0vDEub/cYUdvs0OLFPVj9/m4DIz76Q1nvpOmn22wsw56EUP+8hQT2SZGTut9bKPDI2tKHdPR1EU17/UsEe5B3pa72OmbPXdAndfT+t9zPstdtjc8CRoo595t0mlclS+REUzVK1GxbNUvvT5xK7VqGgmtVu5rqsEdzK1TIEqlKlkjkrnqVyJ/tBHe3RUukBlD5zkzUNUqVKdoVarFQqFWq3WofbPmXK5XC6Xux0FRVHURTqqX6V5FnU7ivOjWq0Wi8Vz+CCapsfHx30+nyAIfr9fo9EolcpIJBIMBqPRqFKp1Gg0LpdrcXHRaDTqdDqHw7G4uPhJGPR6/crKiigePa58tI4QQvb29qLRKM/zuVyumZkSDocZhmEYJhwO5/N5Qsju7m4sFhMEgaKoUChULu8P9VMUNT09/WWzvjJe7yDTHLBnKQy/Ik+vkuk/cfm/krHf/QO/uGce8tZxhFcQXkZ4BZEVYp8ihgdk5QnZViMfhMRzErQBblxX4D54MOPC/Wny9g4GXmPOuz8o3VyXcX0RjhSuqrESxqAZdQ6XVHCmD61xXd7D6M4XA5g7S9h6c+SR+QaaW9LfNyGYh3YH0w70G7GZxG8KiBJuLWEriSsqrMXwcBmsgEtKWKIYNOOVFWsx2FN4ZsHLdZijn9sUJfyuhCOF64sgBL9TlGFZAAAgAElEQVQrYU/hhvZ7Qz3IUgDjm3i0jI04fldCkHDPgI0ELquwEUefAbyI35WwxvF4BWM2LIfh3du9vfLk9y3BFMZVNaoMXqzDFFq8szU9tydd0wDArwqUGK6S3Zod4r1q+KO4pceCF7Nu3F5CtDiXwIcYUE2SjXHYxpDd+TK0BsGT4VjptR2DZjjSsEQxsoGnZmwk8MtN2KbRt4T1OK6osPlxE8TfFdhM4I7+UyPjISwdzCqlckR7C/yZCurXOfyyAIngpm7/2zRH8XgFDI9LKpgjGLLgxTo24thMbNxYe/13C8wRXFaB5jGwCksc/zJA7vwdV+f3Z0C2krhn2E9GjhZxz4B3Tqh8uKFFlsKUHWrf/n6Nzam3ZsW2PzRYCuD1BkoN/KGBbgcTW3i4DO8eSg1kal/7NRCn0Oci+RrN8wfWL4k8NNfPf6s/ebKmQ1A/We5Irfb1M//CcM6TNRRFARAEIR6Pp1IpQRAymYwgCOl0Oh6PN4emQqFQrVZrviadThNCCoVCOBym6WPneTu20PcoHQGQoDDoJf5Iglifo+8OFuZzsYx3JaGJs3MhllT2EF6BaxZbU7BPwzmDoAnl1KGtTwRJGg2wxtEAlnZw1wBfDG+fQfEOt/VwpA4kQqZwTYPVCJ5Z0OD2b67S526OEAx6yeah/pZIxPwchcj3HoVFP6YdePBRR946cN+ErSQuKSFKuL2ErSSuqrEew6NlsAIuq7AWwzMLRjawHoMjhaE1vFiH+UAkooTfFHCkcEMLQnBJCXsK1xe/N9SD6IOY2MLjlf2NDwUJfYb9bIONBPqN4PezDTCwivHNpo7Q91fuv8lEPaV9HXllzapDj0eSRU8ef2oA4L4JFUYCZjxFs+odmbmLO4OYc+HDNjwpMRUfN7hjS6PE8hy7nhOyO+ds9QVzBU9X4UxjLYrXGxg0Yz2G31XwGvDbDdjj+2uj7ughSrikxGYSd/XNt3MS7jlIqHKgxW0Vsb8747GiWPyqgERwSwd7ClfVsEQxsAqG31eT52t4uQ5bAlvJzMO1h1ddjC2FKyrQPJ6uwhLF5QXy+DIujYJg/9vsM2DGBZUP0SL6jXjvgtqHmzpkKUw7oPHjpg7ONK6oAHzO59AHMGpDmcafi1gK4M0WHpjgPu0qYk8RD1yEpmmOO6AjhQjR90M471uprCMd4mfTEUrOHekMP2DdkWN0BEBhL7n89vl2JIxpR0wVHfCTPjcMqS/qRB2PJIrFKvV+R3RkRNzUIl6GxoO//sQ/78O1i0uqY3WkdYFxmUWfg+QOuVo1Q5b6wH63WX+/jgya4Ui1pJdKBIYgfJl9HbmhRbyEle82p4Msh/HO+a06gkfLE1vMkp/FFRWqDHm5Pv8yuPxvOrjT+HMRAGi+KRmhKh64CRtNkGuX8OwPPPyVWId23t9zKkdJdA3cV0Ypkt5S36sU9fALHbmsAiti+AXeD+F3xXE6stfAXQepfrrnihwxPUYueMZjVedwffFUOrKZrA9Y+qaycX8Fl5X7OmKO4toiMcySl30QSTt1ZHwT1jhyp+2OjWky4ic806ojUUtX6sbKOtIhZB25wMg6ciwn6QhXJ5ahRHD7gYeEU8yQjQt/+31fFMV6naJ4jIUQGPOiUMfCNqas5NFVWM24pD6ljuyU8dJHpEP9XsxKzM/bsPxS48cb+3fpyMAxe9DHivhLBwCFevuXidI8aizuG0/UESU2Enh6QEcGVpyLySczWemKGlWm/sJ2634o+4sGro868hGRYNBDHHsSchW802JsJpyMDW+WC6frsaVQ/vmLqPXSCpypwzrCieg3Yew1fr8BR+qzjmwlP9Xfc+Qx4Dmw4HbPRzbGz14aVSIo1AGcRkfIM/PQJr8e4XDpgI5c1cAfJtf/FeUMLqvbpiOjtm/6PaZDZDEJrlVHyOYUgqYzHpnvQNaRDiHryAVG1pFjOVZHiIRtNcIrBFDHyaUNspk/S/uf6o7EKQx4CE2AeQ/mvLgzTQav4e8TAA7rSJ3bT9o4wHSQaOKHez1im8SO/ixhHcKWgDH0OXekjTrCCEicZUXuN9B/oo78pkCxgd3qfnUK7x6erFKj9ut9ofKvalRo62J6WFkgzcyGZu7IARx5PPUQAcC8t/bG/SK8v0j4lMRovL7lpgIFWA6NjgiYccGfJmuvofyAOwaIBL8pUKgjtX+4poJEk/j4jdNlYnyIYvz7j9ZpdATPLYumwvRypUVHrqnh2iP/5W/ErTxCRw7ljnRMRx67ibsI5uBkjSQQ40Nk/G04ON+IrCMdQtaRC4ysI8dyrI6kHMQ83JyNZkUEK0e85DR80hFOwl0HIjQw78EHN+6ZoFog169AEg/rCM3jgelg4ogg4badxA6NzYgc0dxsT+luQkAI7urbryPnwMk68qsCnAAAI591hIzZXj8NKP6+XM7Rg0vVzR0aV9XNpw61zYp4vk0SDGAIqp/7NXvfHJ1zwv9qsUSZDuqIEg1uf6yIKYuap4JyAZyI/1wAvV+VRJAw6CWp5jVLJDjewdemtJvT6MjwWmTce+dlSrqkatERRxr/OUo0t/HP6RYdSVXwYh2JMnar8O6BETC5BZXvaB3RBTCycTYdkQgeuEieQUvuCFcnymtgOtLpnIysIx1C1pELjKwjx3K0jjTKMD5A6bR7j53AwaqsihhmEmRfR+7q4U7h7/+O6Br+0rfoCAGYlmJZSQp9DlI/VECrGCO6uxC/cce2EzizjthTeLTctjC+lRN0RJBwfRHsYR3BuC2pCD26679h5vv+cNfXk7imRr5+ZMm75TQZDxCWEW9bhfQZLqIHRudi8s3MXnzaJz2zVFfjnj9X37q5tcy+cIpUgTE9hUcNfQD8fhdsz2PY9/F/e9vENgH+pLJs38AN7f63eYKOvFivD67fuB8u/h8VmAM6Yk/hLx2xTeH//hPOvX0dUWxDIvsH+RPePYQLuL54WEeuqBAtwr2LQv0MOlJicWuLUHyrjhTj3drhT9aRDiHryAVG1pFjOVJHiHse
