<?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-2958750318234769654</id><updated>2012-02-12T16:13:27.079-08:00</updated><category term='rengarenk atkı anlatımı'/><category term='batik ipten erkek kazak ve bayan hırka anlatımı'/><category term='anlatımlı bebek battaniyesi yapımı'/><category term='dantel bere modeli'/><category term='kalem şal anlatımı'/><category term='tığ işi desenler'/><category term='oda takımı'/><category term='firkete işi yazlık bluz yapımı'/><category term='yonca dantel anlatımı'/><category term='tığ işi çorap anlatımı'/><category term='dantel şık tunik modeli'/><category term='dantel masa bandı anlatımı'/><category term='oval dantel örtü'/><category term='anlatımlı erkek kazakları'/><category term='bebek battaniyesi modeli'/><category term='yaprak yaprak oda takım modeli'/><category term='tığ işi şal anlatımı'/><category term='derya baykal örgüleri'/><category term='dikdörtgen danteller'/><category term='tığ işi şapka yapımı'/><category term='oval tepsi örtüsü'/><category term='kare motifli tunik modeli'/><category term='dantel bluz yapılışı'/><category term='tığişi bebek elbise modeli'/><category term='dantel motifleri'/><category term='krem örgü yarım kollu hırka'/><category term='yatak örtüsü'/><category term='şemalı yıldız dantel modelli'/><category term='kelebek modelli dantel'/><category term='kare oda takımı'/><category term='furfur ipten yelek anlatımı'/><category term='tığ işi etek modeli'/><category term='anlatımlı bebek şapkası yapımı'/><category term='tığ işi yazlık bluz'/><category term='pembe kumaş ve dantel birleşimi fiskos'/><category term='ÖRGÜ BEBEK PATİĞİ ANLATIMI'/><category term='tığ ile örülmüş bolero'/><category term='tığ işi bikini modeli'/><category term='dikdörtgen şık dantel'/><category term='buklet ipten yakalı şal'/><category term='dantel perde anlatımları'/><category term='dantel havlu kenarı anlatımı'/><category term='anlatımlı mavi hırka'/><category term='kare dantel'/><category term='kare model1'/><category term='şık dantel oda takımı'/><category term='siyah dantel motifli elbise'/><category term='floş iple örülmiş dantel yazlık'/><category term='papatya dantel modeli'/><category term='pançolar'/><category term='kumaş ve dantel birlikte masa örtüsü'/><category term='gül desenli kare dantel'/><category term='küçük kare motiften oda takımı'/><category term='tığ ve şiş ile örülmüş şık bluz'/><category term='hırkalar'/><category term='dantel bolero'/><category term='ŞİMENTABLA'/><category term='mendil masa örtüsü modeli'/><category term='kırkyama modeli'/><category term='motiflerden bluz yapımı'/><category term='mavi tığ işi yazlık bluz modeli'/><category term='oval şimentabla'/><category term='seccadeler'/><category term='örümcek tığ işi bluz anlatımı'/><category term='ortası güpür dantel'/><category term='kutucuk model oda takımı'/><category term='tığ ile örülmüş tunik modeli'/><category term='dantelli kumaş masa örtüsü yapımı'/><category term='örgü etek bluz anlatımı'/><category term='fıstık ipten hırka yapılışı'/><category term='sakallı ipten paspas takım'/><category term='erkek kazak anlatımları'/><category term='katmer dantel'/><category term='dantel yatak örtüsü anlatımları'/><category term='saç örgülü bolero'/><category term='tığ işi papatyalı bebek hırka modeli'/><category term='BEBEK HIRKASI YAPIMI'/><category term='sadık dostlarımız  köpek kediler için örgüler'/><category term='tığ ile örülmüş hırka anlatımı'/><category term='oval dantel örtü 2'/><category term='KÖŞELİ MODELLİ DANTEL'/><category term='dantel kırlent modeli'/><category term='tığ işi anlatımlı hırka'/><category term='örgü bebek takım'/><category term='kare dantel modeli'/><category term='dantelden  şık boyunluk modeli'/><category term='harika yeşil danteller'/><category term='sade file dantel modeli'/><category term='deryalı günlerdeki 3 türlü giyilen bolero modeli'/><category term='oval örtü'/><category term='dantel bluz modeli'/><category term='tığ işi yazlık beyaz elbise'/><category term='kenar modeli2'/><category term='tığ işi kafes şal anlatımı'/><category term='tığ ile örülmüş beyaz hırka'/><category term='renkli çocuk hırkası anlatımı'/><category term='FİYONK ŞAL ANLATIMI'/><category term='iğne oyası yapılışı'/><category term='mendil dantel fiskos modeli'/><category term='havlu kenarı modelleri'/><category term='buğday model masa örtüsü'/><category term='tığ işi ve şiş ile örülmüş bolero'/><category term='dantel bluz'/><category term='KENAR MODELLERİ'/><category term='pembe dikdörtgen dantel modeli'/><category term='zikzak kenarlı dantel örtü anlatımı'/><category term='tığ işi bolero hırka modeli'/><category term='kazak anlatımları'/><category term='kenar modeli'/><category term='KEMERLİ hırka anlatımı'/><category term='dantel torba çanta anlatımı'/><category term='dikdörtgen örtü modeli'/><category term='üzüm salkımı dantel modeli'/><category term='badem güllü dantel modeli'/><category term='yıldız oda takım'/><category term='yaprak dantel'/><category term='örgü bebek elbisesi ve fırfırlı şort yapımı'/><category term='değişik fikirler'/><category term='dantelli yastık kılıfı anlatımı'/><category term='tığ işi askılı bluz anlatımı'/><category term='v yaka kazaklar anlatımı'/><category term='kare masa örtüsü'/><category term='dantel tülbent oyaları'/><category term='pan'/><category term='tığ işi ve örgü birleşimi kazak modeli'/><category term='bebek örgü tulum bere anlatımı'/><category term='dikdörtgen güllü dantel modeli'/><category term='beyaz bolero anlatımı'/><category term='kumaş üstüne dantel anlatımı'/><category term='saçörgülü panço anlatımı'/><category term='ANLATIMLI SAÇ ÖRGÜLÜ BEBEK KAZAK'/><category term='siyah dantel tunik'/><category term='dantel askılı bluz'/><category term='yazlık tığ işi bluz modeli'/><category term='şemalı örgüler'/><category term='havlu kenarı'/><category term='yeşil dantel tunik'/><category term='örgü bolero anlatımı'/><category term='masa örtüsü'/><category term='beyaz örgü elbise modeli yapılışı'/><category term='dönen çarklı fiskos modeli'/><category term='gizlilik sözleşmesi'/><category term='yakası fiyonklu bluz yapımı'/><category term='yıldız masa örtüsü'/><category term='tığ işi bebek elbise anlatımı'/><category term='çiçekli kenar modelleri'/><category term='yuvarlak dantel modeli'/><category term='hasır dantel modeli'/><category term='kız bebekleriçin örgü oda süsü yapımı'/><category term='tığişi bebek elbisesi'/><category term='kelebek uç modeli'/><category term='saç örgülü örgü elbise modeli'/><category term='motifli tunik'/><category term='kelebek motifli dantel'/><category term='ODA TAKIMLARI'/><category term='su damlası modeli'/><category term='oya modelleri'/><category term='-anlatımlı geniş yakalı şal yaka hırka modeli'/><category term='siyah dantel yaka'/><category term='kumaş üstüne dantel modeli'/><category term='tığ ile çorap yapımı'/><category term='tığ ile örülmüş boncuklu bluz'/><category term='tığ işi motif ile bluzunuzu süsleyin'/><category term='anlatımlı mini hırka'/><category term='motifli hırka modeli'/><category term='NOEL BABA ŞAPKASI ANLATIMI'/><category term='krem şal modeli'/><category term='tığ işi askılı bluz'/><category term='yazlık örgüler'/><category term='çocuk örgüleri'/><category term='örgü şablonu ile motif yapma videosu'/><category term='anlatımlı dantel şal'/><category term='tığ ile örülmüş siyah yazlık elbise'/><category term='yeşil degaje yakalı hırka'/><category term='anlatımlı  şallar'/><category term='dantelli şömendötabl'/><category term='anlatımlı kısa hırka'/><category term='havlu kenarı2'/><category term='tepsi örtüsü'/><category term='pembe tığ işi bebek tulumu'/><category term='bikini üstü tığ işi elbise yapılışı'/><category term='çiçekli çocuk şapkası anlatımı'/><category term='örgü atkılar'/><category term='tığ ile örülmüş yelek anlatımı'/><category term='güllü kenar modeli'/><category term='siyah tığ işi çizme modeli'/><category term='keten kumaş üstüne dantel anlatımı'/><category term='dantel yarım kollu hırka'/><category term='ANLATIMLI BEBEK HIRKASI MODELİ'/><category term='DANTEL SAYFAMIZ'/><category term='erkek bebekler için örgü oda süsü yapımı'/><category term='fiskos modeli'/><category term='dantel motifli tunik yapımı'/><category term='tığ işi yaprak model yelek'/><category term='iğne oyası kenar modeli'/><title type='text'>DANTELMODELLER</title><subtitle type='html'>DANTELMODELLER ÖRGÜLER</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default?start-index=101&amp;max-results=100'/><author><name>örgü modelleri</name><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>311</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-2357771158754529565</id><published>2012-02-10T14:13:00.001-08:00</published><updated>2012-02-10T14:13:39.615-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı  şallar'/><title type='text'>krokodil şal anlatımı</title><content type='html'>&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-align: left;"&gt;&lt;img src="http://img03.blogcu.com/v2/images/editor/e/n/g/enguncelorgu/698291411578553_1259440762.jpg" style="height: 388px; width: 516px;" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span class="photoCaption"&gt;&lt;strong&gt;6 zincir ile bir yuvarlak yap.3 zincir çek.Yuvarlağın içine 10 tane 3lü trabzan yap.3zincir çek yaptığın enson trabzanın arasına bir tane 3lü trabzan yap.2zincir çek göbeğe 2dolgu yap,2zincir çek diğer uca 2 dolgu daha yap.3zincir çek yaptığın enson dolgunun üzerine 5 dolgu yap. motifi sağa çevir doldurduğun dolgunun yanındaki direğe 5dolgu daha yap.DEVAMI RESİM 2 DE.&lt;/strong&gt;&lt;/span&gt; &lt;br /&gt;&lt;img src="http://img03.blogcu.com/v2/images/editor/e/n/g/enguncelorgu/91737792448078_1259440865.jpg" style="height: 401px; width: 525px;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="photoCaption"&gt;&lt;strong&gt;Baş tarafı resim 1 de.- 2zincir çek göbekteki 2li dolguyu atlayarak en sondaki 2li dolgunun sağ taraftaki direğine 5 dolgu ve çevirerek sol taraftaki direğine de 5 dolgu yap.3zincir çek dibine 1dolgu yap 2zincir çek bir sonraki göbeğe 2dolgu yap.2zincir çek bir alt sırada atladığımız 2li dolgunun ortasından batarak önde sarkan parçayıda al ve kilitle.2zincir çek göbeğe 2 dolgu yap ve devam et.&lt;/strong&gt;&lt;/span&gt; &lt;/div&gt;&lt;div class="pagesv2-sag pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="pagesv2-sol pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-2357771158754529565?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2357771158754529565/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2357771158754529565&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2357771158754529565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2357771158754529565'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/krokodil-sal-anlatm.html' title='krokodil şal anlatımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-727452047469810112</id><published>2012-02-09T15:59:00.001-08:00</published><updated>2012-02-09T15:59:56.346-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='pançolar'/><title type='text'>tiftik ipten çok şık panço anlatımı</title><content type='html'>&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4203903825/" title="IMG_0022 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0022" height="500" src="http://farm5.static.flickr.com/4007/4203903825_7d9c43d614.jpg" width="337" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4204662836/" title="IMG_0052 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0052" height="152" src="http://farm5.static.flickr.com/4039/4204662836_b2a570803a.jpg" width="500" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;RESİMLERE TIKLAYINIZ AÇILAN SAYFADA RESMİN SOL ÜST KÖŞESİNDEKİ BÜYÜTECE TIKLAYARAK RESMİ DAHA DA BÜYÜTEBİLİRSİNİZ&lt;br /&gt;&lt;br /&gt;kaynak:alize örgü&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-727452047469810112?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/727452047469810112/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=727452047469810112&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/727452047469810112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/727452047469810112'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/tiftik-ipten-cok-sk-panco-anlatm.html' title='tiftik ipten çok şık panço anlatımı'/><author><name>örgü modelleri</name><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://farm5.static.flickr.com/4007/4203903825_7d9c43d614_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-5608039318137456549</id><published>2012-02-09T15:46:00.000-08:00</published><updated>2012-02-09T15:46:07.906-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='örgü bolero anlatımı'/><title type='text'>fıstık ipten bolero anlatımı</title><content type='html'>&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/3388041053/" title="http://jojo1.blogcu.com/ by knitjojo, on Flickr"&gt;&lt;img alt="http://jojo1.blogcu.com/" height="500" src="http://farm4.static.flickr.com/3450/3388041053_3c10f64286.jpg" width="375" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;YAPILIŞI &lt;br /&gt;ARKA:&lt;br /&gt;5nolu  şiş ile 12 ilmek başlayıp 1 ilmeği 2 ilmek yapın böylece 24 ilmek  olacak&amp;nbsp; 14 sıra örüp kolu 2 ilmek kesin ve 14 sıra daha örüp bitirin&lt;br /&gt;&lt;br /&gt;ÖN:3 ilmekle başlayıp 1 ilmeği 2 ilmek yapın böylece 6 ilmek olacak&lt;br /&gt;2sıra ördükten sonra 4 sırada bir 1er ilmek arttırın&lt;br /&gt;10 ilmek olunca toplam 14 sıra örüp kolu 2 ilmek kesin&lt;br /&gt;14 sıra daha ördükten sonra omuzda kalan ilmekleri kapatın&lt;br /&gt;kalan 3 ilmeği yaka için ense ortasına kadar 5 sıra daha örün&lt;br /&gt;&lt;br /&gt;KOL:&lt;br /&gt;10 ilmekle başlayıp 1 ilmeği 2 yapın böylece 20 ilmek olacak 3 sıra örüp kolu 2 ilmek kesin 12 sıra daha örüp bitirin&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/2958750318234769654-5608039318137456549?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/5608039318137456549/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=5608039318137456549&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5608039318137456549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5608039318137456549'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/fstk-ipten-bolero-anlatm.html' title='fıstık ipten bolero anlatımı'/><author><name>örgü modelleri</name><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://farm4.static.flickr.com/3450/3388041053_3c10f64286_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-5346986636162880066</id><published>2012-02-08T15:56:00.001-08:00</published><updated>2012-02-08T15:56:13.559-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı  şallar'/><title type='text'>yeşil geçmeli şal anlatımı</title><content type='html'>&lt;h3&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;img height="496" src="http://www.orgu.us/images/sw1.jpg" width="251" /&gt;&lt;br /&gt;&lt;strong&gt;:&lt;/strong&gt;&lt;span style="font-size: x-large;"&gt;  66 ilmek başlanacak, yanlara 2 düz 1 ters gelecek şekilde ara ilmekler 4  düz 4 ters şeklinde dizilip lastik örgü olarak 220 cm örüldükten sonra  ilmekler kesilecek. Başlangıç ve bitiş kısmı ön tarafta birbiriyle  çaprazlama geçirilip arka tarafta birbirine uç kısımlar karşılıklı  getirilerek dikilip bitirilecek&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/2958750318234769654-5346986636162880066?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/5346986636162880066/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=5346986636162880066&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5346986636162880066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5346986636162880066'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/yesil-gecmeli-sal-anlatm.html' title='yeşil geçmeli şal anlatımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-8174875957502440984</id><published>2012-02-08T15:27:00.001-08:00</published><updated>2012-02-08T15:27:28.777-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı  şallar'/><title type='text'>sarhoş yolu şaşırdı şal örneği</title><content type='html'>&lt;h3&gt;sarhoş yolu şaşırdı şal örneği&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;img src="http://www.dantelelisi.com/wp-content/uploads/omuz-sali.jpg" /&gt;&lt;br /&gt;Örneğimizin adı sarhoş yolu şaşırdı. Özelliği bir ilmek yanlış yapıldığında örnek zik zak gidiyor.&lt;br /&gt;Kıyılarda iki ilmeği haraşo örünüz.&lt;br /&gt;Tekrar iki ilmek beraber haraşo örülüp kesilir.&lt;br /&gt;Bir dolayınız son iki ilmek kalana kadar aynı şekilde örünüz.&lt;br /&gt;Son iki ilmeğide haraşo örününüz.&lt;br /&gt;Örneğin düzgün durması için kıyılardaki ikişer haraşo ilmeği yapmayı unutmayınız.&lt;br /&gt;Bu örgüde ön ve arkada aynı system uygulayınız.&lt;br /&gt;Saçaklar birer karış kesilerek takınız.&lt;br /&gt;Şalın boyu 1.50 cm olacaktır.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-8174875957502440984?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/8174875957502440984/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=8174875957502440984&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/8174875957502440984'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/8174875957502440984'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/sarhos-yolu-sasrd-sal-ornegi.html' title='sarhoş yolu şaşırdı şal örneği'/><author><name>örgü modelleri</name><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-2958750318234769654.post-2477423354670152083</id><published>2012-02-08T15:24:00.001-08:00</published><updated>2012-02-08T15:24:40.181-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı  şallar'/><title type='text'>Pancar Tohumu Şal Örneği ve Yapılışı</title><content type='html'>&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;img src="http://www.dantelelisi.com/wp-content/uploads/pancar.jpg" /&gt;&lt;/div&gt;&lt;span id="more-3228"&gt;&lt;/span&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;Yapılışı:&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;* 8 numaralı şişe 80 ilmek atılır.Bir kıyı ilmeği haroşo olarak örülür.&lt;br /&gt;* Bir ilmekten üç ilmek çıkarılır.( Düz,ters,düz olarak) Daha sonraki üç ilmek beraber örülür.&lt;br /&gt;* Sıra sonuna kadar aynı işlem devam edilir.Son ilmek yine kıyı ilmeği olarak haroşo örülür.&lt;br /&gt;* İkinci sıra haroşo olarak sonuna kadar örülür.&lt;br /&gt;* Üçüncü sıranın yine kenar ilmeği örülür.Üç ilmek toplanır.&lt;br /&gt;* Daha sonraki ilmeklerden bir ilmekten üç ilmek çıkartılır.(1 yüz,1 ters,1yüz) Aynı şekilde sıraya devam edilir.&lt;br /&gt;* Dördüncü sıra tamamen haroşo olarak örülür.&lt;br /&gt;Not: Tekli sıralarda örnek kurulacak,çiftli sıralarda haroşo örülecek.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-2477423354670152083?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2477423354670152083/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2477423354670152083&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2477423354670152083'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2477423354670152083'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/pancar-tohumu-sal-ornegi-ve-yapls.html' title='Pancar Tohumu Şal Örneği ve Yapılışı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-211072081672311650</id><published>2012-02-07T17:11:00.000-08:00</published><updated>2012-02-07T17:11:05.850-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='hırkalar'/><title type='text'>kız çocukları için örgü hırka anlatımı</title><content type='html'>&lt;div style="margin-bottom: 10px; text-align: center; width: 100%;"&gt;                                     &lt;div id="wrap" style="position: relative; top: 0px; z-index: 9;"&gt;                                         &lt;a class="indir cboxElement" href="http://img03.blogcu.com/v2/images/orj/t/a/y/taytay/taytay_1328192624192.jpg" style="position: relative;"&gt;                                                                                     &lt;img alt="kız çocukları için örgü hırka anlatımı" src="http://img03.blogcu.com/v2/images/big/t/a/y/taytay/taytay_1328192624192.jpg" style="border-radius: 4px;" /&gt;                                         &lt;/a&gt;                                     &lt;/div&gt;&lt;/div&gt;&lt;h3&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;/div&gt;&lt;div style="margin: 0px;"&gt;BEDEN:5-6 YAŞ GRUBU&lt;/div&gt;&lt;div style="margin: 0px;"&gt; &lt;/div&gt;&lt;div style="margin: 0px;"&gt;UYGULAMA:&lt;/div&gt;&lt;div style="margin: 0px;"&gt; &lt;/div&gt;&lt;div style="margin: 0px;"&gt; &lt;span style="color: magenta; font-size: 130%;"&gt;arka:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;beyaz  ip ile şişe 46 ilmek atarak 4 sıra haroşa örün5.sıradan itibaren pembe  ip ile ''4 sıra düz örgü örün5.ve6.sırada bütün ilmekleri ters örün''  sonraki sıralar tırnak içine alınan bölümü tekrarlayarakörgüye devam  edinörgü düzeni örgü sonuna kadar devam edecek&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;örgü  boyu haroşa öegüden itibaren 25cm.40 sıra olduğu zaman koltuk altı için  her iki kenardan her 2.sırada sırası ile 2-1-1 ve 1 ilmek keserek  örgüye devam edin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;örgü boyu koltuk altından itibaren 15 cm.24 sıra olduğundaarka yaka için örgü ortasından 10 ilmeği 1 kerede kesin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;sağ tarafı beklemeye alın&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;sol taraf arka yaka için sonraki 2.sırada 1 kere 4 ilmek keserek 2 sıra örün kalan 9 ilmeğiomuz için bir kerede kesin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;aynı işlemleri ters olarak uygulayarak beklemede olan sağ tarafı örün&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;sol ön:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;beyaz  ip ile şişe 24 ilmek atarak 4 sıra haroşa örün 5.sıradan  itibaren  pembe ip ile arkada uygulanan örgü düzeninde 40 sıra örün&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;örgü düzeni örgü sonuna kadar devam edecek&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;41. sıradan itibaren sol kenardan koltuk kesimini arkada olduğu gibi aynen uygulayarak örgüye devam edin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;örgü  boyu koltuktan itibaren 12cm.20 sıra olduğunda ön yaka için ön  ortasından her 2. sırada sırası ile 4-2-2 ve 1 ilmek keserek örün&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;kalan 9 ilmeği omuz için bir kered kesin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;sağ ön:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;sol önde uygulanan işlemleri ters uygulayarak örün&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;kol:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;ikiside aynı şekilde örülecek&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;beyaz  p ile şişe 24 ilmek atarak 4sıra haroşa örün 5.sıradan itibaren pembe  ip ile arkada uygulanan örgü düzeninde ve kol seklini verebilmek için 2  kenardan her 8.sırada 5 kere 1 ilmek arttırarak 46 sıra örün örgü düzeni  örgü sonuna kadar devam edecek&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;47.sıradan  itbaren kol yuvarlağı için 2 kenardan her 2. sırada sırası ile     8  kere  1ve 2 kere 2 ilmek keserek örün kalan 6 ilmeği bir defada kesin&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;bitirme:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;omuzları birleştirinyan dikiş ve kol alt dikişlerini birleştirin kolları yerine takın&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;örgü tığı ve beyaz ip ile ön ortası düğme briti ve yaka kenarına yetecek uzunlukta zincir kordon örün&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;kordonu sol ön etek ucundan başlayarak ön orta örgü kenarınave ön arka yaka kenarına gizli dikiş ile tutturun&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;devamında  sağ ön orta örgü kenarına kordonu tuttururken yaka ucundan etek  ucundaki haroşa örgüye kadar eşit aralıklarla10 adet düğme briti  oluşturun&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;span style="color: magenta; font-size: 130%;"&gt;kaynak:http://taytay.blogcu.com/&lt;/span&gt;&lt;/div&gt;resimlere tıklayarak büyük hallerini görebilirsiniz&lt;br /&gt;bebek örgüleri bebek battaniyeleri patik şapka modelleri&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-211072081672311650?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/211072081672311650/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=211072081672311650&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/211072081672311650'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/211072081672311650'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/kz-cocuklar-icin-orgu-hrka-anlatm.html' title='kız çocukları için örgü hırka anlatımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-2164183272201277881</id><published>2012-02-07T17:08:00.001-08:00</published><updated>2012-02-07T17:08:56.130-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ANLATIMLI BEBEK HIRKASI MODELİ'/><title type='text'>bebek hırka kazak ve pantolon anlatımı</title><content type='html'>&lt;h3&gt;bebek hırka kazak ve pantolon anlatımı&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;/div&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4320709528/" title="IMG_0013 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0013" height="500" src="http://farm5.static.flickr.com/4008/4320709528_85ef795230.jpg" width="381" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4320713442/" title="IMG_0016 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0016" height="500" src="http://farm5.static.flickr.com/4006/4320713442_495fe6a096.jpg" width="406" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4320718898/" title="IMG_0014 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0014" height="500" src="http://farm5.static.flickr.com/4051/4320718898_6dcac740cc.jpg" width="364" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4320722904/" title="IMG_0015 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0015" height="500" src="http://farm3.static.flickr.com/2705/4320722904_8b7a42ab0d.jpg" width="333" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4322298344/" title="IMG_0014 by knitjojo, on Flickr"&gt;&lt;img alt="IMG_0014" height="500" src="http://farm3.static.flickr.com/2709/4322298344_657c11bd4f.jpg" width="364" /&gt;&lt;/a&gt; &lt;a href="http://www.flickr.com/photos/httpanlatimliorgulercom/4292781425/" title="IMG_0025 by knitjojo, on Flickr"&gt;MODELLERİN  ANLATIMLARINI OKUYABİLMEK İÇİN RESME TIKLAYIN AÇILAN SAYFADA RESMİN SOL  ÜST KÖŞESİNDEKİ LİNKE TIKLAYARAK RESMİN VE YAZILARIN DAHA BÜYÜK HALİNİ  GÖREBİLİR VE OKUYABİLİRSİNİZ&lt;/a&gt;&lt;br /&gt;kaynak:bravo örgü dergisi&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-2164183272201277881?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2164183272201277881/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2164183272201277881&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2164183272201277881'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2164183272201277881'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/bebek-hrka-kazak-ve-pantolon-anlatm.html' title='bebek hırka kazak ve pantolon anlatımı'/><author><name>örgü modelleri</name><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://farm5.static.flickr.com/4008/4320709528_85ef795230_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-1629089216859903268</id><published>2012-02-07T16:59:00.001-08:00</published><updated>2012-02-07T16:59:20.113-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı bebek battaniyesi yapımı'/><title type='text'>Örgü Tığ Battaniye anlatımı</title><content type='html'>&lt;h3&gt;Örgü Tığ Battaniye anlatımı&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="width: 580px;"&gt;&lt;tbody&gt;&lt;tr&gt;    &lt;td&gt;     &amp;nbsp;&lt;a href="http://www.bebekvar.net/images/stories/bebekorgu24.jpg" target="_blank"&gt;&lt;img alt="Bebek örgü Battaniye" border="0" src="http://www.bebekvar.net/images/stories/bebekorgu24k.jpg" title="Bebek örgü Battaniye" /&gt;&lt;/a&gt;&lt;/td&gt;    &lt;td&gt;     &amp;nbsp;&lt;a href="http://www.bebekvar.net/images/stories/bebekorgu25.jpg" target="_blank"&gt;&lt;img alt="Bebek örgü Battaniye" border="0" height="282" src="http://www.bebekvar.net/images/stories/bebekorgu25k.jpg" title="Bebek örgü Battaniye" width="234" /&gt;&lt;/a&gt;&lt;/td&gt;   &lt;/tr&gt;&lt;tr&gt;    &lt;td colspan="2"&gt;     &lt;div&gt;      &lt;strong&gt;Bravo, Bukle Baby&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 8 x 50 gr &lt;br /&gt;&lt;strong&gt;Örgü&lt;/strong&gt;&amp;nbsp;&amp;nbsp; Trabzan, Top dolgu &lt;br /&gt;&lt;strong&gt;Tığ&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4,5 mm&lt;/div&gt;&lt;div&gt;      &lt;br /&gt;122 tane sıkı olmayan zincir çektikten sonra,&lt;br /&gt;&lt;strong&gt;1. sıra&lt;/strong&gt; 5 zincir çekerek 1. kutuyu yap. 2 zincir  çekip 2. zincir adayarak kutuları yap. Sırası ile 15 kutu + 4 trabzan  +25 kutu + 4 trabzan + 15 kutu.&lt;br /&gt;&lt;strong&gt;2. sıra&lt;/strong&gt; 14 kutu + 14 trabzan ( kutunun  trabzanından 1 + kutu içinden 3 + sonraki kutu trabzanından 1+2.  sıradaki 4 trabzan + 5 trabzan) + 23 kutu + 14 trabzan + 14 kutu.&lt;br /&gt;&lt;strong&gt;3. sıra&lt;/strong&gt;&amp;nbsp; 13 kutu +18 trabzan + 21 kutu +18 trabzan +13 kutu&lt;br /&gt;&lt;strong&gt;4. sıra&lt;/strong&gt; 12 kutu +11 trabzan + 1 kutu + 11 trabzan +19 kutu +11 trabzan +1 kutu + 11 trabzan + 12 kutu.&lt;br /&gt;&lt;strong&gt;5. sıra&lt;/strong&gt; 11 kutu + 9 trabzan + 2 kutu + 5. sıradaki  kutunun içinden 7 trabzan çıkart ve 1. trabzana bağlayarak üstü açık  top oluştur + 2 kutu + 9 trabzan + 17 kutu + 9 trabzan + 2 kutu + 1 top +  2 kutu + 9 trabzan +11 kutu&lt;br /&gt;&lt;strong&gt;6. sıra&lt;/strong&gt; 10 kutu + 9 trabzan + 7 kutu + 9 trabzan + 15 kutu + 9 trabzan + 7 kutu + 9 trabzan + 10 kutu.&lt;br /&gt;&lt;strong&gt;7. sıra&lt;/strong&gt; 9 kutu + 9 trabzan + 2 kutu + 1 top + 1  kutu + 1 top + 1 kutu +1 top + 2 kutu + 9 trabzan +13 kutu + 9 trabzan +  2 kutu + 1 top + 1 kutu + 1 top + 1 kutu +1 top + 2 kutu + 9 trabzan + 9  kutu&lt;br /&gt;&lt;strong&gt;8. sıra&lt;/strong&gt; 8 kutu + 9 trabzan +11 kutu + 9 trabzan + 11 kutu + 9 trabzan +11 kutu + 9 trabzan + 8 kutu&lt;br /&gt;&lt;strong&gt;9. sıra&lt;/strong&gt; 7 kutu + 9 trabzan + 2 kutu + aralarında 1  er kutu olan 5 top + 2 kutu + 9 trabzan + 9 kutu + 9 trabzan + 2 kutu +  aralarında 1 er kutu olan 5 top + 2 kutu + 9 trabzan + 7 kutu&lt;br /&gt;&lt;strong&gt;10. sıra&lt;/strong&gt; 6 kutu + 9 trabzan + 14 kutu + 9 trabzan + 7 kutu + 9 trabzan + 14 kutu + 9 trabzan + 6 kutu&lt;br /&gt;&lt;strong&gt;11. sıra&lt;/strong&gt; 5 kutu + 9 trabzan + 2 kutu + aralarında 1  er kutu olan 7 top + 2 kutu + 9 trabzan + 5 kutu + 9 trabzan + 2 kutu +  aralarında 1 er kutu olan 7 top + 2 kutu + 9 trabzan + 5 kutu Devamında  sırası ile 10, 9, 8, 7, 6, 5, 4, 3, 2 . sıraları uygulayalım. 1. sırayı  uygularken orta 4 trabzanın yanlarındaki 2 şer kutuyu birleştirerek 1  uzun kutu oluşturalım. Aynı sıralamayı 3 kere tekrarlayalım. Toplam 4  baklava sırası olacak.&lt;/div&gt;&lt;div&gt;      &lt;strong&gt;Kenar motifi &lt;br /&gt;&lt;/strong&gt;4 zincir çek dön,&lt;br /&gt;&lt;strong&gt;1. sıra&lt;/strong&gt; 3 zincir çek 1 trabzan yap dibine bat + 2  zincir çek + 2 trabzanı aynı yere bat + 3 zincir çek 1. zincire bat ve 2  seferde çıkart.&lt;br /&gt;&lt;strong&gt;2. sıra&lt;/strong&gt;&amp;nbsp; 6 zincir çek + 2 zincirlik arada 2 trabzan -2 zincir - 2 trabzan yap + 2 trabzanın üstüne 2 trabzan yap.&lt;br /&gt;&lt;strong&gt;3. sıra&lt;/strong&gt;&amp;nbsp; 4 trabzan + 2 trabzan boşluğa -2 zincir -2 trabzan + 3 zincir çek 6 zincirin 3&amp;nbsp;üncüsüne bat ve 2 seferde çık.&lt;br /&gt;Aynı işlemi toplam 6 sıra 12 trabzan - 2 zincir 2 trabzan elde  edene kadar devam ettikten sonra tekrar birinci sıradan başlayalım.&lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;      Battaniyemizin ebatları yaklaşık 80 cm x 95 cm oldu için kenar motifimizi 37 dilim uzunluğunda örmemiz gerekiyor.&lt;br /&gt;Kenar motif topları 5 zincir çekip halka oluşturalım. İçinden 12  trabzan yaptıktan sonra bir sonraki sırada 1 atlayarak sık iğne yapalım.  3. sırada ise tam ortadan 1 sık iğne yapalım ve yine sık iğne ile  ekleyelim. Toplam 37 top hazırlamamız gerekiyor.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;&lt;u&gt;Yazının kaynağı:&lt;/u&gt;&lt;/em&gt; Bravo Dergisi&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-1629089216859903268?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/1629089216859903268/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=1629089216859903268&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/1629089216859903268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/1629089216859903268'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/orgu-tg-battaniye-anlatm.html' title='Örgü Tığ Battaniye anlatımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-5654594829269120696</id><published>2012-02-07T16:55:00.000-08:00</published><updated>2012-02-07T16:55:13.813-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı bebek şapkası yapımı'/><title type='text'>örgü bebek patik anlatımı</title><content type='html'>&lt;h3&gt;örgü bebek patik anlatımı&lt;/h3&gt;&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;a href="http://img03.blogcu.com/images/t/a/y/taytay/6aa12480d5d69e5e1060781bc40e71ec_1269019065.jpg"&gt;&lt;img alt="" border="0" src="http://img03.blogcu.com/images/t/a/y/taytay/6aa12480d5d69e5e1060781bc40e71ec_1269019065.jpg" style="display: block; height: 2124px; margin: 0px auto 10px; text-align: center; width: 525px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;resimlere tıklayarak büyük hallerini görebilirsinizbebek örgüleri bebek battaniyeleri patik şapka modelleri&lt;/div&gt;&lt;br /&gt;YAPILIŞI:&lt;br /&gt;&lt;br /&gt;30 ZİNCİR ÜZERİNE KARŞILIKLI TRABZAN 3SIRADA 3'ERÇİFT ARTTIRILARAK 5 SIRA ÖRÜLÜR&lt;br /&gt;&lt;br /&gt;ÖN:&lt;br /&gt;&lt;br /&gt;8 ZİNCİR ÇEKİLİR KARŞILIKLI 8 TRABZAN YARIM DAİRE ,2.SIRADA 2 ZİNCİR 1 TRABZAN ÖRÜLÜR&lt;br /&gt;&lt;br /&gt;BİLEK ETRAFINDAN 40 ZİNCİR ÜSTÜNE TRABZAN 4 SIRA DÖNEREK TABANA SIK İĞNE TUTTURULUP ÇEŞİTLİ SÜSLEMELERLE BİTİRİLİR&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-5654594829269120696?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/5654594829269120696/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=5654594829269120696&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5654594829269120696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5654594829269120696'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/orgu-bebek-patik-anlatm.html' title='örgü bebek patik anlatımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-5252016862420916114</id><published>2012-02-05T16:10:00.000-08:00</published><updated>2012-02-05T16:10:24.775-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı  şallar'/><title type='text'>Parçalı tığ işi şal ve şeması</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ytdyNXog8tg/Ty8aTNG7uVI/AAAAAAAADJs/bHMW7W7e1FM/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-ytdyNXog8tg/Ty8aTNG7uVI/AAAAAAAADJs/bHMW7W7e1FM/s1600/2.jpg" /&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://1.bp.blogspot.com/-CdET6D5Ow9Q/Ty8aTqxZZOI/AAAAAAAADJ0/bMSjTdkKxY8/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-CdET6D5Ow9Q/Ty8aTqxZZOI/AAAAAAAADJ0/bMSjTdkKxY8/s320/3.jpg" width="151" /&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/2958750318234769654-5252016862420916114?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/5252016862420916114/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=5252016862420916114&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5252016862420916114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/5252016862420916114'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/parcal-tg-isi-sal-ve-semas.html' title='Parçalı tığ işi şal ve şeması'/><author><name>örgü modelleri</name><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/-ytdyNXog8tg/Ty8aTNG7uVI/AAAAAAAADJs/bHMW7W7e1FM/s72-c/2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-2765425762362545714</id><published>2012-02-05T15:54:00.000-08:00</published><updated>2012-02-05T15:54:24.434-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='yazlık örgüler'/><title type='text'>Tığ işi bluz ve şeması</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-gVQsY-Z-HY4/Ty8WjS4dmLI/AAAAAAAADJc/udqZSHogPoU/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-gVQsY-Z-HY4/Ty8WjS4dmLI/AAAAAAAADJc/udqZSHogPoU/s1600/2.jpg" /&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://1.bp.blogspot.com/-KoJJ0tikGNM/Ty8WkKnYokI/AAAAAAAADJg/BaionVyc-Jk/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-KoJJ0tikGNM/Ty8WkKnYokI/AAAAAAAADJg/BaionVyc-Jk/s320/3.jpg" width="171" /&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/2958750318234769654-2765425762362545714?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2765425762362545714/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2765425762362545714&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2765425762362545714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2765425762362545714'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/tg-isi-bluz-ve-semas.html' title='Tığ işi bluz ve şeması'/><author><name>örgü modelleri</name><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/-gVQsY-Z-HY4/Ty8WjS4dmLI/AAAAAAAADJc/udqZSHogPoU/s72-c/2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-2331243036419689011</id><published>2012-02-05T15:45:00.000-08:00</published><updated>2012-02-05T15:45:09.382-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='KENAR MODELLERİ'/><title type='text'>etamin örtü ve dantel kenar şeması</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-tf-JPH5_MnU/Ty8US4MQ0cI/AAAAAAAADJM/eTojTN--f_Y/s1600/A11.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-tf-JPH5_MnU/Ty8US4MQ0cI/AAAAAAAADJM/eTojTN--f_Y/s320/A11.JPG" width="237" /&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://1.bp.blogspot.com/-Ek3vJLO91iw/Ty8UUz5WovI/AAAAAAAADJU/NjJt0u1Fo9w/s1600/A13.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-Ek3vJLO91iw/Ty8UUz5WovI/AAAAAAAADJU/NjJt0u1Fo9w/s320/A13.JPG" width="246" /&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/2958750318234769654-2331243036419689011?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2331243036419689011/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2331243036419689011&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2331243036419689011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2331243036419689011'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/etamin-ortu-ve-dantel-kenar-semas.html' title='etamin örtü ve dantel kenar şeması'/><author><name>örgü modelleri</name><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/-tf-JPH5_MnU/Ty8US4MQ0cI/AAAAAAAADJM/eTojTN--f_Y/s72-c/A11.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-7290211809268140632</id><published>2012-02-05T15:38:00.000-08:00</published><updated>2012-02-05T15:38:45.524-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='KENAR MODELLERİ'/><title type='text'>Dantel peçete kenarı ve şeması</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-i6v_4gbRT7U/Ty8S1BNggmI/AAAAAAAADJE/5QQqMKs7n_8/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-i6v_4gbRT7U/Ty8S1BNggmI/AAAAAAAADJE/5QQqMKs7n_8/s320/2.jpg" width="207" /&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/-WQ4OQD5VSaM/Ty8SzSvGN7I/AAAAAAAADI8/5fkHpgw01p8/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="143" src="http://2.bp.blogspot.com/-WQ4OQD5VSaM/Ty8SzSvGN7I/AAAAAAAADI8/5fkHpgw01p8/s320/3.jpg" width="320" /&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/2958750318234769654-7290211809268140632?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/7290211809268140632/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=7290211809268140632&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/7290211809268140632'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/7290211809268140632'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/dantel-pecete-kenar-ve-semas.html' title='Dantel peçete kenarı ve şeması'/><author><name>örgü modelleri</name><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/-i6v_4gbRT7U/Ty8S1BNggmI/AAAAAAAADJE/5QQqMKs7n_8/s72-c/2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2958750318234769654.post-4031948459866594807</id><published>2012-02-05T05:47:00.001-08:00</published><updated>2012-02-05T05:47:41.994-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='şemalı örgüler'/><title type='text'>Tış işi sık iğne kaydırma ve basit brit</title><content type='html'>SIK İĞNE&lt;br /&gt;KAYDIRMA&lt;br /&gt;Tığı zincirin sondan bir önceki ilmeğine sokun, yumaktan gelen ipliği  yakalayın, hem zincir ilmeğinin, hem de tığın üstünde bulunan ilmeğin  içinden geçirip çekin. Bu işlemi zincirin bütün ilmekleriyle  tekrarlayın. Bu iş örgüleri tamamlamada retuş olarak ve daha ileride  göreceğimiz gibi, yuvarlak örgüleri bitirmede kullanılır.&lt;br /&gt;&lt;strong&gt;&lt;img alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20kayd%C4%B1rma.jpg" /&gt;&lt;/strong&gt;&lt;br /&gt;SIK İĞNE -1&lt;br /&gt;Tığı zincirin sondan bir önceki ilmeğine sokun, ipliği yakalayın ve  zincir halkasından geçirip çekin. Böylece tığın üstünde iki ilmeğiniz  olacak.&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20s%C4%B1k%20i%C4%9Fne.jpg" style="height: 249px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;br /&gt;SIK İĞNE - 2&lt;br /&gt;İpliği yeniden yakalayın ve tığın üstündeki iki ilmekten birden geçirip çekin.&lt;br /&gt;Bu işlemi zincirin bütün ilmekleriyle tekrarlayın.Zincirin sonuna gelince örgüyü öbür yana çevirin ve&lt;br /&gt;ikinci sırayı örmeğe başlamadan önce örgünün kenarı büzülüp «çekmesin» diye bir ilmek zincir atm.&lt;br /&gt;Böyle bir süre sık iğne yapın,ipliği fazla germeyin ki ilmekler yumuşak olsun, tığ kolayca girip çıksın.&lt;br /&gt;Unutmayın ki tığı ilmeğe batırmak denildiği zaman, eğer başka bir özel  bilgi verilmemişse, tığı ilmeğin iki ipinin altından geçirmeniz gerekir.&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20s%C4%B1k%20i%C4%9Fne%202.jpg" style="height: 249px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;BÜKÜMLÜ SIK İĞNE&lt;br /&gt;Yumaktan gelen ipi ters alın, yani tığı alttan değil de üstten geçirip yakalayın.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20b%C3%BCk%C3%BCml%C3%BC%20s%C4%B1k%20i%C4%9Fne.jpg" style="height: 257px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;br /&gt;YARIM BRIT&lt;br /&gt;Zincir çektikten sonra yumaktan gelen ipi alttan yakalayın, tığı  zincirdeki son ilmeğe batırm, ipliği yeniden yakalayın ve zincir  ilmeğinin içinden çekip çıkarın, ipliği bir kere daha yakalayın ve tığın  üstünde meydana gelmiş olan üç ilmekten çekip çıkarın, işlemi  tamamlamış oldunu&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20yar%C4%B1m%20brit.jpg" style="height: 251px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;br /&gt;BASİT BRİT -1&lt;br /&gt;Yumaktan gelen ipi yakalayın, tığı zincirdeki ilmeğe sokun, yine ipliği  yakalayıp zincir ilmeğinin içinden geçirin. Böylece tığın üzerinde üç  ilmek meydana gelecek. İpliği bir kere daha yakalayın ve tığın üstündeki  ilk iki ilmekten çekip çıkarın, şimdi tığın üzerinde iki ilmek kalıyor&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20basit%20brit%201.jpg" style="height: 255px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;br /&gt;BASİT BRİT - 2&lt;br /&gt;Yeniden ip atın ve bu defa tığın üstündeki son iki ilmeğin içinden çekip çıkarın işlemi tamamlamış oldunuz.&lt;br /&gt;&lt;strong&gt;&lt;input alt="cepli dolap" src="http://modelleriorgu.com/images/t%C4%B1%C4%9F%20i%C5%9Fi/t%C4%B1%C4%9F%20i%C5%9Fi%20basit%20brit%202.jpg" style="height: 259px; width: 410px;" type="image" /&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-4031948459866594807?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/4031948459866594807/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=4031948459866594807&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/4031948459866594807'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/4031948459866594807'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/ts-isi-sk-igne-kaydrma-ve-basit-brit.html' title='Tış işi sık iğne kaydırma ve basit brit'/><author><name>örgü modelleri</name><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-2958750318234769654.post-751629962766940928</id><published>2012-02-04T16:07:00.001-08:00</published><updated>2012-02-04T16:07:37.565-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='şemalı örgüler'/><title type='text'>tığ işi şapka şeması</title><content type='html'>&lt;img alt="" src="http://img03.blogcu.com/images/j/o/j/jojo1/ced8ee576b1d2809b6d1a7af478bdff4_1326588026.jpg" style="height: 288px; width: 211px;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.vjazali.ru/wp-content/uploads/2011/07/hapka3sh.gif"&gt;&lt;img alt="" src="http://img03.blogcu.com/images/j/o/j/jojo1/b5e9b4f86ce43ca65bd79c894c4a924c_1326588081.gif" style="height: 545px; width: 395px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="pagesv2-sag pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="pagesv2-sol pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-751629962766940928?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/751629962766940928/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=751629962766940928&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/751629962766940928'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/751629962766940928'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/tg-isi-sapka-semas.html' title='tığ işi şapka şeması'/><author><name>örgü modelleri</name><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-2958750318234769654.post-6366491667143134034</id><published>2012-02-04T15:41:00.001-08:00</published><updated>2012-02-04T15:41:20.735-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='yazlık örgüler'/><title type='text'>yazlık tek kollu bluz yapımı</title><content type='html'>&lt;img border="0" src="http://img2.blogcu.com/images/j/o/j/jojo1/1218562962z2.jpg" style="background-color: white; border: 1px solid #EBEBEB; margin: 4px 4px; padding: 4px;" /&gt;&lt;br /&gt;yazlık tek kollu bluz yapımı&lt;br /&gt;şiş no:5,5&lt;br /&gt;uygulama:&lt;br /&gt;&lt;br /&gt;arka ön:&lt;br /&gt;şişe 170 ilmek atın&lt;br /&gt;1.sıra:20ilmek düz ,30ilmek ters,20ilmek düz,30 ilmek ters,20ilmek düz,30 ilmek ters,20 ilmek düz örün&lt;br /&gt;5 sıra aynı şekilde örgüye devam edin&lt;br /&gt;sonra ki sıralarda aynı şekilde örgüye devam ederken&amp;nbsp; her 6 sırada 1ters ilmeklerin her 2 başından 1 ilmek eksilterek örün&lt;br /&gt;ters ilmekler bitinceye kadar yaklaşık100 sıra bu şekilde örün&lt;br /&gt;sonra 16 sıra düz örün&lt;br /&gt;kol ve yaka için her 2 taraftan5-4-3-2-1 keserek örgüye devam edin&lt;br /&gt;sonraki  sıralar da yaka tarafından gidiş ve dönüş sıralarında 1 ilmek keserek  omuz için 15 ilmek kalıncaya kadar örün ve keserek kapatın&lt;br /&gt;&lt;br /&gt;her 2 bedeni yanlardan ve omuzdan dikerek birleştirin&lt;br /&gt;kol oyuntusuna tığ ile 1 sıra sık iğne yapın&lt;br /&gt;yaka:&lt;br /&gt;şişe 293 ilmek atın&lt;br /&gt;ajuru 20 sıra uygulayın&lt;br /&gt;&lt;br /&gt;2 sıra haroşa yapınkapatın yakayı dikerek tutturun&lt;br /&gt;not:aynı sayıda yakadan ilmek çıkararak ta ajuru uygulayabilirsiniz&lt;br /&gt;ajur  1. sıra:*1 ilmek düz örün,şişe dolayın,4 ilmek düz örün,2 ilmeği  beraber alın,1 ilmeği örmeden şişe geçirin,sonra ki ilmeği düz örün ve  örmeden aldığınız ilmeği düz ilmeğin üzerinden atın(1 eksilmiş olacak)&lt;br /&gt;4 ilmek düz örün,1 şişe dolayın*&lt;br /&gt;*arasında kalan bölümleri sıra sonıuna kadar tekrarlayarak örün&lt;br /&gt;2.sıra.&lt;br /&gt;tüm ilmekleri ters örün&lt;br /&gt;1ve 2. sıraları uygulayarak örgüye devam edin&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-6366491667143134034?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/6366491667143134034/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=6366491667143134034&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/6366491667143134034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/6366491667143134034'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2012/02/yazlk-tek-kollu-bluz-yapm.html' title='yazlık tek kollu bluz yapımı'/><author><name>örgü modelleri</name><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-2958750318234769654.post-1458817802860762912</id><published>2012-02-04T15:30:00.000-08:00</published><updated>2012-02-04T15:30:10.987-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='kazak anlatımları'/><title type='text'>saç örgülü kazak anlatımı</title><content type='html'>&lt;div style="color: #454545; margin-bottom: 10px;"&gt;                                  &lt;/div&gt;&lt;br /&gt;&lt;img src="http://img1.blogcu.com/images/j/o/j/jojo1/1205575614_100_3313.jpg" /&gt;&lt;br /&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;YAPIIŞI:&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;ÖN BANT:&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;27 İLMEĞİMİZİ 1/1 LASTİK ÖRMEYE  BAŞLAYALIM LASTİK ÖRGÜMÜZ 44CM OLDUĞUNDA YAKA AÇIKLIĞI İÇİN 2 İLMEK ÖRÜP  3.4.VE 5. İLMEKLERİ BERABER ALARAK EKSİLTMEYE BAŞLAYALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;EKSİLTME İŞLEMİNİ 6CM DE BİR OLMAK ÜZRE 10 DEFA TEKRARLAYALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;17 İLMEK KALINCA 4 CM DE BİR AYNI İŞLEMLE EKSİLTMELERE DEVAM EDELİM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;7 İLMEĞİMİZ KALINCA 3 CM DAHA ÖRELİM VE TEK SEFERDE KAPATALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;2.BANDI ÖRMEK İÇİN AYNI İŞLEMİ TERS OLARAK UYGULAYALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;BEDEN:&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;85 İLMEK ATARAK BAŞLAYALIM &lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;44 CM 1/1 LASTİK ÖRDÜKTEN SONRA BAŞTAKİ VE SONDAKİ 12 ŞER İLMEĞİ YARDIMCI ŞİŞLERE ALARAK BEKLETELİM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;ORTADA KALAN 61 İLMEĞİ HER SIRA BAŞINDA 1 ER İLMEK KESEREK ARKA BEDEN KOL REGLANINI OLUŞTURALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;33 İLMEĞİMİZ KALDIĞINDA (LASTİK ÖRGÜNÜN YAYILMADAN BİTMESİ İÇİN)2 ŞER İLMEK ALARAK TEK SEFERDE KAPATALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;BEKLETİLEN 12 ŞER İLMEK İLE KOL REGLANINI  OLUŞTURMAK İÇİN (ÖN TARAF DÜZ DEVAM EDECEK)HER SIRA BAŞINDA 1 ER İLMEK  EKSİLTEREK 4 İLMEK KALANA KADAR ÖRELİM VE KAPATALIM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;KOL:&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;20 İLMEK BAŞLAYIP HER SIRA BAŞINDA 1 ER İLMEK ARTTIRARAK 54 İLMEK OLUNCAYA KADAR ÖRMEYE DEVAM EDELİM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;54 İLMEĞİ 3 CM ÖRDÜKTEN SONRA&amp;nbsp; 5CM DE BİR HER 2 TARAFTAN 1 ER İLMEK EKSİLTEREK 40 İLMRK KLANA DEK ÖRELİM&lt;/strong&gt;&lt;/div&gt;&lt;div style="margin: 0px;"&gt;&lt;strong&gt;KOL UZUNLUĞU 64 CM OLUR KALAN 40 İLMEĞİ TEK SEFERDE KAPATALIM&lt;/strong&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-1458817802860762912?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/1458817802860762912/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=1458817802860762912&amp;isPopup=true' title='0 Yorum'/><link rel='edit' type='application/atom+xml' 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10px;"&gt;                                  &lt;a href="http://www.flickr.com/photos/31302650@N02/2984145988/" title="http://jojo1.blogcu.com/ by knitjojo, on Flickr"&gt;&lt;img alt="http://jojo1.blogcu.com/" height="500" src="http://farm4.static.flickr.com/3252/2984145988_1a56c26526.jpg" width="375" /&gt;&lt;/a&gt;&lt;br /&gt;krovize hırka yapımı&lt;br /&gt;ARKA:6 NOLU ŞİŞ İLE 49 İLMEK BAŞLAYALIM VE 3 HARAŞO-1 DÜZ-1HARAŞO-1DÜZ OLARAK DESEN AYARLAYALIM&lt;br /&gt;35  CM ÖRDÜKTEN SONRA KOL EVİ KESİMİNİ ÖNCE 4,SONRA 3-2-1-1 OLARAK  UYGULAYALIM KOL KESİMİ BAŞLANGICINDAN İTİBAREN&amp;nbsp; 18 CM OLDUĞUN DA 1  DEFADA KESEREK BİTİRELİM&lt;br /&gt;SAĞÖN:&lt;br /&gt;&lt;br /&gt;82 İLMEK VE AYNI SELANİK ÖRGÜSÜ İLE BAŞLAYALIM&lt;br /&gt;ÖN  ORTAYA GELEN KISMA 5 İLMEK&amp;nbsp; 1 TERS 1 DÜZ LASTİK ÖRELİM YAN DİKİŞE  GELECEK BÖLÜMDEN HER DÜZ YÜZDE 1ER İLMEK EKSİLTEREK 48(43 İLMEK SELANİK  VE 5 İLMEK ÖN LASTİĞİ)İLMEĞE ULAŞALIM&lt;br /&gt;KOL EVİ İÇİN 4-3-2-2-2 KESTİKTEN SONRA KALAN 25 İLMEĞİ ARKA İLE AYNI ÖLÇÜDE OLUNCA BİR DEFADA KAPATALIM&lt;br /&gt;DİĞER TARAFI ÖRDÜĞÜMÜZ YARININ AYNISI OLARAK ÖRELİM&lt;br /&gt;&lt;br /&gt;SOL ÖN.&lt;br /&gt;SAĞ ÖNÜN AYNISI OLARAK ÖRELİM&lt;br /&gt;&lt;br /&gt;KOL:&lt;br /&gt;&lt;br /&gt;42  İLMEK ATARAK BAŞLAYALIM 8CM ÖRDÜKTEN SONRA 4,5 CM DE BİR İLMEK  ARTTIRARAK DEVAM EDELİM TOPLAM ÖRDÜĞÜMÜZ KOL UZUNLUĞU 44 CM OLDUĞUNDA  İLMEK SAYIMIZ 58 E ULAŞMIŞTIR&lt;br /&gt;KOL OYUĞU İÇİN 4-3-2-1-1-1 KESİM UYGULAYALIM VE 9 İLMEK KALDIĞINDA TEK SEFERDE KAPATALIM&lt;/div&gt;&lt;div class="pagesv2-sag pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="pagesv2-sol pagesv2"&gt;                                                              &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-1370441092711997630?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' 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scheme='http://www.blogger.com/atom/ns#' term='fiskos modeli'/><title type='text'>Dantel kelebekli fiskos ve şeması</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Vq3zpnZWXaM/Tyc44MyRDCI/AAAAAAAADHU/Y3Y4Xly-04Y/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-Vq3zpnZWXaM/Tyc44MyRDCI/AAAAAAAADHU/Y3Y4Xly-04Y/s320/1.jpg" width="250" /&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/-NCZlHYATkJw/Tyc46Ruzk6I/AAAAAAAADHc/S95-YKqDB-0/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="283" src="http://3.bp.blogspot.com/-NCZlHYATkJw/Tyc46Ruzk6I/AAAAAAAADHc/S95-YKqDB-0/s320/2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: 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/&gt;&lt;img alt="17-9 (262x250, 31Kb)" height="250" src="http://img0.liveinternet.ru/images/attach/c/3/76/876/76876644_179.jpg" width="262" /&gt;&lt;img alt="17-11 (261x250, 31Kb)" height="250" src="http://img1.liveinternet.ru/images/attach/c/3/76/876/76876659_1711.jpg" width="261" /&gt;&lt;img alt="17-13 (244x250, 34Kb)" height="250" src="http://img0.liveinternet.ru/images/attach/c/3/76/876/76876670_1713.jpg" width="244" /&gt;&lt;img alt="17-15 (258x250, 23Kb)" height="250" src="http://img1.liveinternet.ru/images/attach/c/3/76/876/76876677_1715.jpg" width="258" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2958750318234769654-2959765274620618115?l=dantelmodeller.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantelmodeller.blogspot.com/feeds/2959765274620618115/comments/default' title='Kayıt Yorumları'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2958750318234769654&amp;postID=2959765274620618115&amp;isPopup=true' title='1 Yorum'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2959765274620618115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2958750318234769654/posts/default/2959765274620618115'/><link rel='alternate' type='text/html' href='http://dantelmodeller.blogspot.com/2011/08/tg-isi-motif-ornekleri.html' title='tığ işi motif örnekleri'/><author><name>örgü modelleri</name><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-2958750318234769654.post-6858570230761685198</id><published>2011-08-10T20:01:00.000-07:00</published><updated>2011-08-10T20:03:31.791-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='anlatımlı kısa hırka'/><title type='text'>örgü hırka modeli</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&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;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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cq8RjO7tDizolVr1Rr1kmZpUbu0qF1cWllY1M7Nq2dml+Zml5cXtdrFFe2Cemlmrq+7J/n1S088BuJ0w/HGH50dvne8+Z2T400I2MnZ6RYc4gSHOODgLm4YkDsaRIQ7kBC3yRhnDwyICHcgoZyDyLhHd/3ePL2b8vZRRlJcZurL3Mw31LzUwsKsosLcQmoulZpfSP0yhpQVFZQVFVzPI8UFuYV52cAYAljz9ZxSQs2j5mb9A5rsjPys9Pz01Pz01Ly0lJyUpKyEd+lv4lNfv0p++Tzh6ZOY0MBAD9dgMinClxLm7elPIngTMBgXB7TzbaTjTYTDDbTzbRIS6k8ihPuQQ708vjEajZOTkxKRGDBFJhAoRKJBuXxUNTgyMDg+NDE7s6TXWa3WPYvtwGh9b7LuAhktO0bLjsG8DQSs10xba6YtvXFTb9z8oo/5S2uWTSCDdctg3TLatn8zk/VLZtuO2bZjse8CAR+/vmNd37Ns7Fg3d0xbm7btzUXtQh+/p6WtsrWtrLmliMWsFfBblP29I6PCiUn55LRyamZwanZodFY5PCNWTvYKhmtZikya9EWH9H67PLJNFtooDqzq86HSPNNq3V4W4R9lomOSsO9yQtIK7mUVx2YWPUoriEnOjY5PC3v6zj86zv15YlBqfkxB5fOKpsTGrqzWnrxmenZdV0JF27PC2vu5lRE5FWH5NaEl9eFljZHVbffqabEdzNcMbgq9L5XGTOvl5fFkZeKxpv65zpFl5riWM7nKndLxJtR9w/O9qin64EzP6DxrfIE7OscZnOqVj9AkA3SxnCWRC8Ymhi0288nZ6fnFh9OzD2fnHz98+NOXrn78cPXj5YcfLi4/XVxeXZ5/ONjfWbfq56dVHc3Ux/e83VA3MOA/eCBdPBBQEhLujkK4IeGuSBAB6URAOuGgjjiwAwnu4oV08YTeCME5Zz4O7qtKEzdkD3bkz7IqNaJ6rbh+gVs5TqcOtGXRcmOzYlwTQuDUR6SyF37UZ36p9ymxwcRAEtqTgCJgkK44tDsBQ8YjfAnwUDd4YrQ/sPexLY5vry3v2o0bNqPdZjKb9BbjqkUz/2tTUmKaE+7yK9NmRV2aYenymFLY05mT+Drhyb2EJ9GJcfcy3z2rKy8Q8ljj46NzC/Mmi9lkMhkMhrW1tbU13Zp+Va/TrK2o11aX11aXDSvLZr16w7S6YdLaDVqLbtFmWDCtzugWx5ZnBxemlLOT/QtTyrkp5cLMwMxU/9SEfHpGqV4a1elnTIZ5s3FRszSrXp5fXlpYWlpaWlIvL61otPpVnUmrWdOo9Vq1Tru4oplfXpyYZrV3vYl76utBQMMdYS634BAHsPMtKMgBDgOBQY5oBBiNcCGiIB54KAUP88CAKFgXP1cYGQ1ygzmQUM6Bntj74V7PH4a+fRGd/OZhauLTzNSXuVmJ1Lz0/LzM/Lys/Lyc/Lyc35tTgKmkICeTmptFzc0qzMu+VqYgJzM3My0nIzU3My03My0vMy03IzU3NTk3NTk7OTEz8d31nJLwLO5FzL1QLw8PNNybgAkmkwLciRQcyhODcEfB3BAQPMQZB3YiQF3IWGQwmXQ3wOeOP+Ubk8k0NTUlFUtEAqFMJJTy+TKBQCWVDsr7B+Sq4cGxudllvd5mXd+3rB+abPsW+3uzbc9s2/sVK9drgJV/9M+UXGtisu/8dr9jyteUANk23ts2di0bO6b1dcu6fV49x+P3tnVUd3RWtneUsVkNPEGLXNEzNCoYn5RPzqpm5kdmlsYmlodHlxWD82zxRAN7IKOr/ylNebdrKLRrOKhjwL9J6lPN9S2k+2a3+KXW+qdUhBTVPa9qSa7vzKhpS61oTC6pfZdX9iKD+vhdxr3s4udl9cl17dltPUUMXg1TWN/Dr+7iFbf0Zla1xhdUPcoqvZtVGl5QGVlUE1Vaf7+y+VFz12saK6WLlU5jZvTy8nmyCtFoo3ymfWC+a3Che3ipd0zDHltiD84ylJPdA9O9wzOskdm+4RnOwCRbMdojHezhixkCMXt4TGWyrB2fHp1dnJ+efTg7vwLmlNPTT2dnn0/Prk5OPxyfXJ4cXxy8P9yyW0y65akxWVt93pP7PhSCkzvGwQ3m6AYFkWDQL0cqcGc8zAEHvY1xuYVxuUWCOlIQzp7QG8FYp6xHQeyKlMH2osneMrWwztDfZuhv1YjqppklI7Q8ekFc/mPPjDvo8ufete9CK+ODc+L8X96l+Lsi3XEILBKGRyNcsUh3DNQbBw0mQpPuBfDrCnXDIuvC2JZ+addu3N6wbG3a7DbTutVgX10yz42sjUr+vvfJbU+615wQLajKnBXRlwfFi0NyEZ2WnxSf9jI29cXDjFex1PQ3tMYqpVw0Nzu9tLRgMutNRp3RsGoy6qwmnc2stxlXLIZli27Ropu36Rbsawt23fza4vj8qHxUzhEym9jdNbTm4uaa3PqKzOrStMrilIqi5NKChGJqQllxck11VkdrCYtZLxS0yySMmcmB5YXp1ZVl3apWo9EsLamX1VrtytqKdk29vKpZXlXPLy/PLi6Mz/S0dLx6FOvvQcTBnVDgWwiwg8vtb50dvgc73Xa4/T0wp2Bhzq5oFxIa5IZ08kQ7+RAggSS0LwHuR0LdDfR8dj844cW9jIQnuekvs1Nf5mTEF+SmFBVkFlJzCqm5RYUFxUVU4AzlOuAwBRhGvu76YAVw52toqDmZBdkZ1Mx0amZ6fnpqbmpyTlJi5ru3afGvU1+/jI99GO5DJmORAe7ESD+vUC8PYAdEQkJd4WAc2AntfBsLcnRHwQLciRG+lEg/8jc22/rc3IJS0S+XyvqlErlYpBCJBmQyhUSqlPYPDYzOzS6vrdmt6/tm+8Gaeddk2zPZ9ozWXYNlZ828vWbe1pu29Kat6zvAx3/0fzanXLPym3OKdX3HZN8y2Gwmm3VePScUsek9TUxWC5PVwOW1isQ0pYozMi6amlHOLg4vaaYWdTOz+slp/fCYliefb+SOZTKG4hijd3ongjuHKK2Dno0Kcq3Iu7IvqJwVWdZzv7w7rqYjuZ1R0M0uoTGLWrsKmjpya5uzymtTqKXvKusymtoL27vLupnVLF4zR9Day2+k9ZW3MQvrOtKLal5lFj1Io97JLo4qqLhf1fy8pvVlS1dCNzurh5vH4OSzBcV8eSVfVSMea1BMt/bPdAzMdA3N0VXT3bKxdtlIu3yE1j/GUE2wBsdZA6Ns5TBTMcgSSHoAU4xm/dHJIWDK+cXHq6ufr65+/vjxl48ff7m6+vnq408frn78cPn58vzD4d72ulk3M6Foq8+LjfYi4x09ULfdYU4kGNgdDnNDwFzhUCLChQB3xMMc8BBHHNiBBHX0Qjp5wW+EEZ1z44J5temqtvwJeskyt1ovadRLGpe5VRNdBarWzO6Cx/mPPbOisBUvvOreBpW/Csx+4vfqDiWAhHDHwfCoL6Z4YGG+eFiIKyz9Uaikucw0Id9QT+0Y1Hvrpk27ad1u3tywbq2bN9c01oUxw5hUK+/5uykxbckxsob8ZQV7ZVS+PNIv7aUXpr7LePk47cXDjOcx1JTXnXUV/RLezMTo7MyEybhqNmgsRq3NvGo3ay2GZYNmemVx1LI6q5kdGFP0CZlN3Q1F1QUJOe8eJjwJe/ck7MXDwCfRPo/uUB5EeEaHkSKDCKF+GH8yLMgXFRFMiIr0iL3v8/Rx0Kvn4W9fRzfWF3PZtImJAa1mQaNdXFycX1xcXF7WLC9rFheXlxfVmgX1yqJGPT3Hau+Kfxzr544jwB0x4JsYqAPE6QbY+QYc4gRxuY2AOiOgjl/2PhiwO9qFgnXxd4N7YSGeKBcvLCSYgo8J83oaE/zm6d2k+AeZyc+z0l7lZCbk56QW5GZQc7OoBXlFhQVlRQUAIkDXO6DrseXrviCSm3VdfnZGTnpKZkoiMKfkpCRlJSUAoKS8epn88vm7uMeAKYEerncDfMK8PQFTPNBwEhKKhzhjQY54iLMnBhFMJkUF+kYH+Xxjt2/Mzy8OKFX9coVKrlBIxP1isUquUEr7lYrBkeHJhYVVo3HLaj802Q50xh2Tbf9rU/SmLZ1xU2fcNFp3v74JcLNm3tYZN3+Pld/sXzUB+Pi9+/bt95bNTWBOEQhZ3YzGXmZzL7NRIu1WqJiDI/yxKfnU3MDs8vjiyqzasDipHZ1YGRha5khmapjDiTTVfdpgMH3Mt3fWjz7p2zHs26TwqxOF1vCiqvse1jFftTCyGJwKjrCOxa9jcKq6mVUd9LKWzuK65ry2rnI6q66H3cTitvJENL6Y3iemMQVNPYK6Lk55Q2d2af1batWLkpoXlY2vGzsTGzsT2xlpDE5+L5fa01fA5BX3SSrYsnL+UI10okk+1aac6lRN02Rj7QJVE1fWwFe0CJUd4gGaTEWXDzBkKoZM1StT9sn6eeNTg9Z148nZ8fnlxdn55fnFx4uLHy8ufry8/Ony8idgfX7+w/nZ1dHB8c6GzaRbnhqRNNdkx0ZRfAjOXjhnD7izBxziDod5IOBuCJgr3IUAdyQgHFzhLkTIbRLMgYJw9EbcvOMGpr4IFzdkj3aXzLLLV0UN5v42k6J1RVg301M82pHLKHhSFEfOiyFWvfKpextU/jIgO9b31R1KoDvSAw/Ho2AENJyEhQOmhLrBU6IDhA3FxnHZpmZ6z6R9v2HeWjev283AGe2/zimN8XeaE6LlDYUaZd/KSP/CoEzU3V6QGJ/+7GHy47spT6IKE59315ePKoSahdlVzcKmXb9pW1m3aOyGJYN2anFSOSRjSfvamiqzSzJfJsSFx4Z73AskRAdgYwJxMQGEu364SF98mC8uwp9wJ9A1MoAY7IX284RTXEF+nvBgX2yIHy7QG+1HRniT4T4UVKAvMeHtY3pX/diYYnFhenFpVq1eWl1d1Wg06qXl1eWV1SW1bmF5cWKyq6HlSdRdLwIcC76BAd3AQW8jQTeREEc8CoZBQlBwEArqhEc4k7BQTxzUAwf2IsAC3ZHhXsQQT1woGX8/iBIXHfg6NiLpVUxGwpPc9Nf5mW8KcpKpeemF+VnFBbklxYXlZSUVJYUVJYVfDynA2cqvlLk+ark+eQGuhXnZuRmpmSmJ1+cp13NK+pv4tPhX7+Ieh3l7eqDh/iRCpJ9XMJnkTcB44dHA9ocIA+HATkQYyAuPDvchx4QGRgf5fGOzb4yNT8rl/SqVStWvBGSRicQDcpWqf2h4aGJuTru2tmG1H5rth3rLe+P6gcG+b7Dvr9ne6617Osvuqnln1byzYtr+rTZXDRurhg2dcRMYW9bM2wbLjsGyAxgEMHQ98qyZt4GN1f+4HevmrtG2YbTa5pbn+QJ2F72JzW7nCzqlCsbwGH9mXjm3NDynHlvUzSyvLSzo52f0k9PG4REdTzhTTR961zkYQxsJ7Rr3Z0z49Ez6MsYCu4cjOvrvt4hjm4XPW3iJNE4hk1fLl7aI5J0CaXufsIXJbWCw67uZtXRmQw+7icVt7xPQ+GK6UNorkPdyxO29wqYudnUro7ihM7e2LaOuNbWuNaWlO6OjN6eblc/gUBkcak9fIVtQzpVWcmTlXGWFYKBWOFgnHGwQDNQLVY2igWahsoWvaBHIWoXyNkl/l0zFkCsZsv4egYTRPyCcX5pc37KcXZx++uHzh6tPZ+dXgCYfPvwCBMhyefH54uxyf2fTrFdPDInqK9JjItwpWAcK2hEwxRMO90DASUi4GwLkinByRTi6Qp3cYI6eSGcvxG0v+I0od2jRiwhhXeYYvXSWXb4irDfImtdkDWp+5XQPdaQjqzsvlvrYo+ixR+O7oNo3gZWvgwqeBb0IcwsiwT1xUAIa7oZDkYloLwLcnwgLcYXkPI4Y7K43Tch3dfOHNv2u3bi/u7GxbgHmlC2D1r40YRyXXc8pbYn3uzOf9DcVa+TstfGB5ZF+Mb2jPDMp+9XjjGf3M5/fq8yI57TVTiiFK/Mza9qFDZPaop9bWRweU3J72qsK0l+8ig19csfrQaj7w5SosgQAACAASURBVFDSw1DSoxBiTCAu2g95hwIN94RH+blF+riFUQjBHlh/V6QXAUbGQcg4iDsW5O2G8PfE+LqjPIlQdzyY4gb3pWAp7kh/X0Lsw7CSkmyJpG95aXZldXlpaWF5aWFFq9ZrV/Rq9drS8tSAqrWyOj72YZA71scV5kWAUQhwVzQYAbkFB93GwF2QEEcU1ImAdHHHwdwxYBLGhYKHBrljgtwxgW6oYA/svUDys+jA+MeRKfEPs5OfFeUmFuclFealFuamU/Myi/JzSgupFSXFX5vyNSvA+toXYP31Q2XgHLcgJzM/Kz0vM+2/MQV47uPnhg/ydAv3IYdQ3MlYJBmLdENA3BAQ4ImyryvuXrD//ZCAh+GB39jsG8MjYxKJTKUaVPUr5VKZUibvl8qUimtTVnVrW2b7odF+rLccrFn39da9a00AO7TGrd8xZfv/b1MsG3sG67rBYp1emOnj9nbRm/r6OkVihnKwb2JaMr88NK8dW9RNLZsWNGbtsnl5Rj85ZRgaWunjT1V2DbzrUD3qHArvHAlgjAf0jAf1jEXQh6Npiket4qetgtdt3DQ6r5QjaBLKOqTKbkl/t0DawRW1cwStzL4WFreVzWvjCrv4YrpQ2iOSMcVyJl/exZG29fIbujiV7b3FLfT81u6clq7sjp68LhYVAIXBofZyi/pE5Xx5NVNcwpKWceQVfYpqjryKLavuk9Xy5I18RQtP3syXtghkrSJ5p6S/W6rolioYQmmPali4pJna2DafXRxfffr44eoTMKdcXv50efnz3035+fLy58uLz+enF/vbG1a9enxQWF+WFhPhTsHcBkzxREA94XCAFcAUItzBFergBnOkIJy9kQ7eiJtR7tDil5GSuqzxbsCUumtTphgFgCmFTzyLY0mN74Lq3gZVvg4seBbwe6aEuUFzn0QO0Rt+05TtDQtgimlCvqLo/bsp0fSsuIGWYq2Cox/rXxqUCToaS1LepMVFp8ZG5ry810xNVvS2zQ9JF8YHpoblvJ6WzobC0ty3ya+inkT73Q92iwkhPbnjFRvu8TCUdD8Ae9cHGUGBhZPB4WRoBBlxx8ct3IsU5I73I6K9sHAPNNQdBXFHQch4hLcr2scNQyEgSVioKxrsjoNRXBGuOJCXJyIylBL/6kFpaQ6H0z05NaLTa7SaRfXy/PLs7NLslHZmekKpaK4oex0THe5FDKVgw7xw4b5uQRSCOw6GhTkiwA5w0G0kxJGAdCFhoe4YsBvKxRML9nVDBv+zKe+e3El9/TA7+VlRdkJxXlJJXlpRXkZRXlZxQW5ZUWFlacnXoPymKQAov3pp5V9NKchIK8hI+8JKclJWwruMt2/S37xOePrkjr+3rysu0MMVeEUlzNuTgkNdm0KEgfAQZz83fExo4IOwgNjI4G/s69tK1TCXy+/vV6n6B6RimVyqUCpUSsUgYMrs7MqqfhMwRWfe15n3dOa9VdPuinFnxbijNWxr1rY0a1vAx1/3PzDlmhWgX6lhsb//b9s123YMFrveZJ6YmWZzerq6W/hCulTOGh4TzswrFzVjS7pJtWFWa11etek0Vs2ccWrKMKRcYrGGy9slb1olj9oVdzoHQulDYYzh8J7he/SBR13yZ+3iV+2ChE5uZi+vgitoEctociVD1k+XyLuEEppA3MkXdfBFHUIJTSSli2UMsYwhkTFFMoZAQePKWzmSJqawlsGr6uKUdrOLuliFjL5iRl8xg0Olswvo7Dwmr5ArLhMoqnqFpb3isl5xWY+ovEdQ1iMoZ4oq2eJagayZJ2nkiZr44mahtF0s7xTLO0XSTqGUPjQm0azObu1aT84OL68uLj98vLj89Pe9D2DKX/5uyo+XJxf72xsW3fL4oLCuNPV+OImCuU1GOVAQLhT4P0xx/y1T/BA3Yzygpa8jZY1ZE/SSBXaFTlRvkjcZpA0aXuU0vWC4PZOe/6jwiWfJY/fmpKCGt4FV8UEFzwJehBED3WCeOKgbBnZtSiABFk6C5T+9O9LTZJ5U7OkXAFMO9jY3N6xbm7btDcu2ceVXpnSmxDDzno10lOpUfYaJ/qVBqaCjoSQlPvtlTNbzu0VvY9qLkoQdVWJGc1djRRU1Pfl51Iv7/jEhpLsBuAgfTIQ36q4f9kGI2/0g4l0/bCgZHkgCB7iBgtxBYRREpA8mlEwIIhG98Gh3FMwVDibCQK5wsBsK6u2KpRDQ7jiEKxqKR4DwCBABCSaiQBjYTRIR5OeFCwog3bkTkJDworWlvl8hbm2p53GZkyOD6vlp7ezEkFTQWEZNeHLvYQglJsj9frD7vRByRIC7lxsSj3BGgW/BXG4hwA7Xc4or0tkd7eJFgAGmhHriYoIoL+4HJ8TdTYt/lJPy/NqU4vzM4vzsUmpeeXFRZWnJ773zVlVWfH1eC7hzvS26ZgU4rAWeJX952y0zPT89NS8lOScpMSvhXcbb+KTnT6MCfQFQwn3Id/y9w33I3gSMBxp+/ZYKEQYK9HB9FBESGxn8+E7IN5tbezK5ik7vEYulA8pBhaxfIevvlyuVikFl//DQ0NT03MqqftNkOzDYjlZN71dNu1+DAqRZ27pe/6pVw9b/pylf4/KbmljX938vs23HZN1cM9smpiaZLDqd0SaWMlWD/LFJycyCChhSlozzK/aV1XW92qZR2xemDEOSGUa7JL+691kN+36j8G6rJLKz/263MpqujO1WPO0Sve7kJ3RwU2h9OQxOBYfXJBC3S+RdEnmXWEYTSTtF0k6RtEssowE3JXK6SNollND4kvY+aTNbWscS1TCF1T2Ccga/rIdbwugrZvLLenhF3ax8Wm92FzOnh5sHmMKWVLCkVUxJZY+wgsEvY/DLegVVbHEtT9LIFTf0CRq4wka+uFkgaRFI2gTidr64a3BUpF6d2tg2Hxzvnpwdn198uLj8dH7+w9emAKx8uPzp4vj8/da6Rbc8rhLUlaY+CPtiihcS5IWAkREIMgLxK1NIMAcvpJMPytEfeeuBJ6z8zV1Fc85UT9kip0Ivbrg2Zao7f6Qtsyf/UUmcR+kTj5bk4Ia3gTXxAdSnAc9DCQGuUE8clISFe+CRFALSiwAPIsIjPRCFL+6NMVus08r3a4tfm7K9Zd/ZtG4bV9aXJ69N6a/PoaXdZ+U/Heks0anYxnGZekgi6W6qynxTmhxXkvCwLOFBTcbThrx35RkvE59GPQr3fhTm8TDI9VGw27NIyou73rHhHtEB+Du+mEASOMAN7O8K8nMFBZAgwZ7wcG90pC/R3xXjhceSkHACFIyHgPBQsCsCRkIhKHisGxqBhYLQYGc02BkLBWGhIAzUCQ29QcI5k0kID1c4EQclk3H374cnvHvl50tOeveC1lov4jB62xtqirKy3z57+yjiWaTP0whKbBglKsDV3x1JwrhgYY4YqAPM5RYS4khEgTwJCE8c1BXpTEI5e+Og16Y8CPZ6GROS+DQq/U1sXsqLouyEktyk0vz0soKskoKcssL8ipLiqrJSQJPq8pLq8hKAFWAqqS4vuV5fW3N9zgLIAowqhblZBdkZRdmZRdmZgCwFaam5yUnZiQlZCW8Tn8VFB/kFk0lh3p4RvhTAFIBgIgxEQkKBaSWYTHp8JywuKiz2TuA3W3sHYrmyrb2rjytUKgdUqkFV/4BcqlD2D12bsqLbMFr316yHWtPeinkXSGva+TqNcftf+7spWzrjtt60ozftrJl3DZY9g2XPaH3/r5ls+2brlyy2A4vtwGo/tNoPbetHwOLXre9b7LvW9R2LdWNiarKnt4vOaJMpuIPDwrEp6cyCak4zurA6uWxaWF1fXd1Y09i1um3NjGGIP9Je25NGbXpY3B5VzYxu5N5vEz3sFD3qEj+jCV91ct91cJI72Jld7PwedhWb28gTtgolHSJpJ3AVyTpE0k5gdhDLO4XSdr64tU/QxOLX9QjK6YJiOq/oul5+MVNQwhSU0PvyO3uy2uipHT3pjL4cjqiIJ6vg99fz+xt4inqO5ItEfaJ6nqSxT1TPFtSyeTVsXk2foI4rrOcJGvsETRxBq1zVN7s4bLRotnbt+4fvT07P/9mUv1x39eFP13PKxICwviwNMMUL5eCNAnsj4d5IJAWJ9EQi3BEgEtzJDebgBnFwhzt6o5z90A6BaIdHFETVu2hVW/50b/kyt2pN0mhWNBtl9Wpu2VR37nBr2rUprUlfTCmI838egg8kgsg4iDsO4UlAUQhIHzws2A12l4wqef1gktNunx3YNywd2df21k2H77e2Nm072+u7W7Yd0+o/m5LVnRHDpj4dpRWvqnoNYxL1kEje29xYkFSR9rQsKaboTWT+y9Csp6EJD4Pi7njFBLs9jfR4GIi/74d5EIB7EEC4640O8YQHuUM90be8cM7+bvBAT3QwBR9Exvl7YnxJaHcM3A0JJ8AgOAgIDwUT4VASCuGBQ7ui4FgoCO50G+J0Cw5yREFdUFAXJMQRj3Akop2IWBAe7YxGOKHgjigUCIeDgZ1v+FAIjx9EvHx890GkX4Sfa4QP4a4vISaA+CTM42kEJcqP6EWA4GC3kKCbSNBNJPQ2Gu7ohoGQiUgyHuaGcgFMCSKhg11RYWT8o1Cf+Adhyc/vZbx9nJfyojDrXUluUllBRjk1u6wwr7yooKqkpKasDNDkuutppaai9Hp9PcV8vQ+6ZgV4N784J6s4J6soOxMwBRhVshPfvX0SGxXoCwwpEb6USD8v4DwFOEkhIaFAoV4ecVERT6PDn0QFf7O+vSdTDtK6elhsHnCqMjQw/CtTtPrNNeu+znKkNe1pTXu/0gRIbdj6zf4npphs+9f9ChTb+tF/18aBxf7evrlnX9+emJqkMzq76a1SeZ9qUDA6KRufU0wvDU1rxxaN8ysbq9pNw7Jdq9vWTOlVbFVLeWdSdk1MfuO9yq5HdczHLZy4Nu6zTt7rTm5iBye1k5XRycymMam9nGo2t5EraOGL2viiNoGkTShtF8k6BJI2obRVKG0VSpt5ogYOv7aXU0nnFHew8trYmW3MjDZmRjsrk9aX08PLZwqoPTwqjZXV2p3STEtso6fQOdlsIZUrLZWomkWqVqGyja9o4kgaWKK6PlE9V9zA5FX39FUyWOU97IpeTiWzr4rVV9XLqe5h1fNEtMFR8aJ60mTVb+9uHR2fnp1/PDv7fH7+08XFL5eXf/7alA+nV0fbmzadenJQ1FSW/jDc3Qfj4I129EFDfFAIHxTKG4kkI35tig/K2R/jGIRxfOyNqkm8P9hBnWdVqnnVBmmDpb8FMGWyK2eoJZWR97D4iXvZE1JLYlDD28Dq1/55T7yfBmEDCC5kHMQDjyQT0YApISR4FAVV/jZ2mtu5Pjf4tSnbW/bdnY29bfuuWbehnjJPKq5N4RQ8FVfGz7IqTaMc85RUOyLqZzU3FyWXJj4ojI/IfuL39q7b02DcgwDMvUDC/SDigwDMPR9EFAUR7YWMJCMCCM7e6NueyNtkjKMXARLggQn2IgZRCD7uWA88nIgC4WEueJgLAQ4iIsCuSIgrGuqGgZGwcAzUCQ66DXb8Huz4PRx0GwlzQsKcENDbBIwLDnEbAbmBhN5EwR3RCCco1MHF5QbE5Xsk/BYJC/YjY8J9iaE+WF8i2AN5ww/nGOWNfhzqcT+QFOiOdEM6oVy+hzp+i4M7YZHOJCyUTER+PacApoRTCLFhvm8ehqc+v5/97kl+6kvAlHJqZmVRbnlRfmVJYXVpKWBKTUXpddesAGsAlGtu/vUJUQk1rzg/pygv+9qUwqyMr02Jj314N8AnhOIe4UsJ9yGH+5CDySTg9fxrU9xRsFAvjyd3w+Oiwp7dD/vGaNkYGJ7o4wqZLG5fH08u7x8ZGh1QDl6bMjWr1eg29Jb3q+ZDjXFXbfgHH1+PJP9rU75QYj/40r+YYt84/t02D822vfWt9+sbO+OTE7Sutk5ak1DMlCk4yiH+wLh4eFI+Mq+aXplcsiwv2VbnTItL1pnRZSlT3ljRkZpf+6SoKa6682kd/XkL81Ub+y2Nk9jFSaOxsmi9uV3Mgm5mMYNV3cuuY3MbObwmDr+Rw2/kCpt5oiaeqIkvbuSLG/mS+j5hDZNbQWcVdTJz62mJNZ3x1e2vqttf1Xa8baIn09iZDF4uvS+3g5neTEts6kxoZ6Qy+rI4ogKutFSoaBD0twr623nyZra4sVdQw+RVM3nVdGZZV09JJ4PayaB2MQq7e4q6e4pojNLO7koGq1Eg6RkZV2hWF9c37fsHRyenH/7JlMu/Xn3429XVX68+/Onj6cfjnS27XjM1JG4uz4iN9PTFOvpinX9ligf8n0zxRbsEYJ2CcQ5PfJF1yTFDnQUL7AoNv8Yoa7QqWkyyes3fTenOuVf0mFT62K0lMaDhjV/lS9+cWMpjfxRgiicBAZjijYOGkOD3vDGVCU9m+V0b80MHxmXAlKP97e0t+97u5m+a0keNk1S9medUm0Y5a2PCaVkPu6moMPFh9rOQ1IfebyIIcf7w+xTQHTIoggKL9ILfIUOiyeAHPsiH/rgob3QAwZmMuOEOv+lDgPi4InxJaF8PHIWEcyegCGg4Bu6ChtzGQR0JSBc3DMQNA3FFgwlIFwzCCQ6+CQPdgLp8D3H5Hga+CYfcQkBvw6E3sEhHDPQWDHQDBroBhzggoI5wiAMUdAsKugF2+SMGdtOfgn4Y6fUgwjPAHYwH/Zsb6P/ywzqEeyLCyOhgT7SPK8IV6Qx3/haPcMYjnN0wEA88nIQGEeCOrignCh4a6IYKdkVFkglxYX5vH0WkvYjJSYgrSHt1bUpVcV5lCbWqtKi6tLS2vBygpLayrLayDHAE4KO2sgxYAKZcjy3XM8v1qW1JQW5xfg4Ayq/mlKyEt68fPYgK9A3z9rzj7w2wEuTpBhym4CHObggIwEoIxf3xnbDHd0Kex4R/s6ozjU/MyqRKDpvPoLPEQtno8MTI0Liyf7i/f3RgeGZqZlWj29BbDnTmfY1xd1m3sby2qdZv/uqqWdtSG7Z+ddWs/e9NuR5S7BvH65snv2eKybq7vvV+fWNrbGK4ndbY2lnN5dOEUrpIxpCoWPIhnnJMPLowNKubnjPMT61OzurHBueFvbKmGlpWUcObipY3dZ3v6rvetvQmdjBTaezMLnYujZVHY1K7WMXdrIpORkVXbw2DWcNg1zBY5Yy+MiavlCko4YrLuNJyvrSCKy3nCL+clXT0ZpQ2PylujClsiC6siyppvF/d8aSF8bqDldjdl97em9JMS2ymJXb0pDF42RwJlSst7ZPVcGUNPHljn7SeKaymc8vpnOJudlEng9rend9Ky22l5bbTCjq6qB1d1DZacUtnaXtXFbOvTaESLCzP2Nat7/cPj44vzs5+/HpOubr669XVXz9e/fzp/Opkd3t9TTs9LGmpyI6NIPvgnfxwLr4YiC8a7oNCeKERZCQMmFO+nKfAHX0wTgFYx1Dc7ae+iLrkmGEadb6vUiuoM8iaLf0tRlmjmls22Z012JLUnX23KJZYEuvanBBYF+9f+SIg+6FPrC/aHw/ywkLIeATFFeVFgHvjoEEkeLQPpiLp8YyQtrkwfGBcPlw37dktR+/3drY393Y397dte9bVDc2EeVKuVfRO9lTLG7JoaVGcwrixbqpG3jkroUm6q6qzXz+LIL+6Q3kSQnjoi4jxhsX4oWICcVH+uEgf9D1fdLQX8i4ZHuEJDyKAvFC3KGhHP1eYNxHuTURQCEgPPNwNh3DFIokYBBEDQ4Fv4aC3XdEu7jiIOw5CRDmjYLdgoO9goO/g4O9h4JvXQSA3YeCbCMgtDNQBBXNAQG6BnW+4OH7n4vgd2PkGCu4IdfkW6vJHItrJ1x3h6wEjoW9iXf6N4PxvJMgf3eE3ySgHP1dYoCfWm4jAQW8T4M4EuLMrEuSOgboinfHQ264IRy8sBDDlDoUYF+b3LjYy/eUDwJSizF+bUlNWBpgCgPI1K4ApgCPXg8zXplxvha5N+b3zlPjYmOggn3Afj6hA70g/criPR5AnEZhTvjYliEKKjQyNjQx+ei/0G5vRPj02o5INyEUKHovP44gG+kfGR2YHVVMq1aRqcHZyelWj2zCYD/TG92r9tka3saxf1+o31GsbWv2GxrC5srapMWxe3/n6qtVv6IzbAChr5l0AlH/d73ydZf0QyLpxZN04sm0eAwFr+9bJ+vbpdfato/Wto83dfeumbXiyv5lWUdua39Vb2d1XxZN1sEVtLEE7X9bTPyoaneufWBwYXewfX+6XjDBpvNqm7sLm7ry23vw2ek4TLY3Gyuti59M5RYy+ku6+su6+MlpfOY1TzRZ29PLa6aya9t7i9p7sVmZKJzuho+8tU5zMVqRyFVlseXafLI8lpfbw8ttYqeUdj0vbo4tawwubAoqbAqs6I1qZj7r5r2nsNzRWUgcztZOZ2cXOpvPzmeIitrSEI6/oEZXS+vI62DmdnOxOTjaNldPRm9XYmVrfllrXnFLXnNbYmtvSUdjWWdJOK2/uKGmmVdCYjQIZe3JuwmSz7h+fnV3+eHH1y4ePf/v4+T8+/fCfn374z48//O3Dp18+Xv14dXp6sGm3rCxNDkjbKqnPogP9iTAfHNgbC/LFQ/wIcG8cjIwGk1AuJJSLG8rFDQMiIh29sc6BOIcQ9B9fB2G68p6N0YvnuXVLgkajimYa6FwWVM2zqVP0DEXdc3pGeM0zcnmcZ118YG18WPnL8MyHgU+D3IOJcB8clIKBeBHg3kSEjysi0BN91w9bk/FkRtJqmx/YM6qPN9cPN3dO94/3Nnd3NmzvN4w75mW7dtQ0I1Eru8d6KiX1aS1J4byS59PM0iVJC7chK/VJ0H1//IMQUigFHeaFuy7ECxdMwQdTsPcDSdH+rhFe2EA3mBfGhYxx9saDfd2QXgSYFwFOISDJeAQJCyUgwRioExJ0EwO+6Yp0JuNhFALcDQPBwZ3QkNso8C2I83dgp29BTt+DnL6HuNyEQxyQMCc0wgUNc0ZCHGEut8CO37vc/tbl9rcgh++ALRLE+Tuoy/dw8E0M1AGPcAReukc5f4t2+Q4LvoGH3iLCHdyQzl9+1UhnPPS2G9LZm4gg46BEyG0i5LY3BhpERAYRkXcoxGcRAYlP7ma+fpSX9KwwI74kO7EsP6WiMKuyKLeiuADY+9SWl9dVVdZVVdZXVwHVVVXWVlbUVJR/XXV5WVVZaWVpSUVJcVlpYWkJtaS4AKi4KB94+lOYm0XNyczPSs/P+vL0JyclKTvxXXzsvXuBlJhg7whvtxBPfJS/px8J7Y6CuKHARISLBxbmgYWR0LAgb/dHd0Jj74Y9jw7/xm6wz4zODMoGlWKlsE8s4koG+sdGR2aGBqYHBmYGhuYnp1fVK5t643udYU+j29DoNjS6dSBAjZW1zZW1TWD9r/3vTAFA+R+YcmLfPNzYeW/ZMA9NyJpoxTWtmR3MIhq7pFdQx+DWMbiNbGGHqL+3f4Q3MMFXTXL7xzncfhqdV9/BquxmVdDZ5d3M4k4Glc4qYbBL6ZzS7r4yOreym1fZxa/p4tcx+R093DYaq7q5O6+24211R1xd96OGnpgu4bNe+SuOMpGtSGHJMljS3B5RXgc3rYn7qqEvtpoZVdYVVNrhXdHpX08Pa2HGtPbEtfe86WRl0PvymYIilqSUIyvnKMpYshK6sKCdldHMSGliJDYxEpu7k5q6Ehs6kurbk+takuua0+qbsxtbCprbipvby1ppZW306h5um2xAMLc8a91YPzy5PP/w0+XVXwFTPv/4X59/+o9PP/716vOfP3764dP5+dH2hnV1eXJA2lpRFHcn0I8A98GBvbHOPjgXXzzEGw/2wIBIKGdXpLMr2oWIBRFQjj54pyDC7VD0H94Go+l5T8cZJQvcxkVhy9ogfW2wa0FUNcuhTtJT5bVx3akh1U89K56S69+EVMffKX4ekRIT9MifBJjijYH64OHeRLiPKyKQgrkbgKvNiZuTtdmXhvbN2pPN7aOt92f753ubuwfb24fblvd29cbqqGlGpFHRR3srpQ3p9PzH/LLXguqEzoLnOc+CYoNwkRRUhA8uiIwL8MQFeBL8yYQgimuIt2uYLynCjxTkgQLeBwkhY/yICAoGTEI5uyGdfN1Q3kSEJw7uhgIT4M44qCMachsNue2Jg5LxMDIe5o4BA0954c7fw5y++yKF8w0o6BYM7IiAOiNhLkiYCxx0G+p8E+z4vfOtPzrd/IPTzT843/rjtSwQpxvAQ2I0zBmHBOPRIIjDH2EOf0A4fYsG3cCAb2LAN7Hgm1jwTXc0yA3pTMFA/F1R3jiYK9TBHebkh0f442ABeHiEJ/56TslNfEpNf12c87umXIPytSm1lRXXfc1KeVnRr0wB/veDor//wx/AlIKMtNzU5OzEd2+eRN8PojwM9Yny9wj3It4LJPu7YzwwYCLChQB3dsdAPbAwEhYe4uv5+F5E3L3IF1GR39jWbIApg7JBqUAuEyoGleMjw9PDgzODg9ODw/NTM6vLK/ZVw7ZWt728YlevrqtX7epV+69k+T805Xrv85ugXPcrU9a3T+2bhxvb++Z1y+C4HDClrTe/g0Xt4pR3cSrpfXW9/GaOuF2goIlV3ZIhBkfS0Stu6xW09AqbOIImtqCexa3t5VT2cip7+8oZfWWAKQxBNUNU2yNuYgpaevnNNHZFAy2jrPF5UX10aXNkZUd4C+cBXfKco0zk9Key5GlseQ5TkscQZzCUyTTFq1ZRbD0nspoRWEnzq+0Kqe++20J/2tH7ltGXwxaV8GRVPEUNV1HJVZT3SopovJxmRkptx9uqtpeVrS+qW15Vt7yqb0+sa0sCTKlrympozm9qLWpqL+6gV3axGnhSxvBkv3ZNs7W3e3L+8fLjz1ef/h0YUq5N+fjDXz59/vGHy8uT3S3r6vK4UtxUWhAb7ueLh/ngwD4Yp980xRUHJqKdfAnOWHeM+QAAIABJREFUwUSHcOy370IwjPxnEz2lS/zmJVErYMq8sHKGXTDRnSKvfdaVElz91LPyGaX+bWhV/B3qs7DEaP/73oRgItwXD/PBwnwJCB9XhK8bMpiCjQrENxa8WFDRNjWjh9bV062d/5e2uwxuM80TRd/f7qmd7sQMssBMIjMzM7MdMzOIybJsmWVbDLYYzEyx48QOxzEkcchxoDsd7J6Z3Z3d2bt7z6kLH9602pvumTpnT93Uv1SvVU6q8uVXf3qeFzDlwf3jk+Ojk+PbD25v3d2e3luQbCoHp1gECa2Whysaa8+jlMZdikbGekDC0JAwN7tAtJ0PwtYbYecFt/WC2/og7PzRjkEeLmGern4I60CkbTDaPhhtD5iCtrVE2Vj4IOw8XayR9lYu1ubOMAsXa0u4rRXSHuKHdvSC26IcwC7W5vYQU1srY2tLQ6j5RZDpRbC5IQxsaguzsLcB21lb2cJANlBLKwtDkLmBhekFc5PvgLAwvWBpdhFkbgAyNwDqoF/+FsjR1hJqfhFmccHa8qKtlaEdyNDW0sDW4qKN+QWErSXSDuTjYhOIcgRMQVpb6E0J83BJDfe7lBpVlZv0JU+pL/nKFBIGQ8HhAEpoJCKNRDzPylfQ6FnBYb+kKkC0tzW1Nze0NNS2/jJUbqqtaqmpAkypK7kEmJIWGZAY4h3j75YQ7BXg5uThDIPbWrlYW6IcoG5O1m4uduEBXhmJ0ZkJ0Tlx0V/yFK1Mq5PrlBNqlVSjU89pNXM6zaJWu6ibWptfvLJ2+dblnXub2/trl29tbN/Wx1e4fOULkL8AbZTzpgDxW03+Fih37j+9c//peVDuHT6/d/j8Cyv7T/cPH928d0s3p2AMdlCYtb1jzb1jTYO89mE+YVREHRPR2eIuzjidL+sSKJjDAhpLzOSM93In+rjjPTwxgyukc4W0MR5xhEcY4nT0s9v7uR1DAtywhDg6QRsTdbHFXcN8An2wqqMzvZEY2UoLwzHDOkfjBiWZPHUxT13OUVRw5DVcRQNbUTeiLRvQ5PYpUrtEMWR2CIkVRBoMpQ5GM0eyB9ilo4Im/jheLKeKFTSRgsxXEEbGW/r5NfShUnx3djstrY2a2kFJx1AzyN1FlJ4SWk85rbuqs7u+i9nc3dvBHMQNjpLHhEy5TrC8OXvj7vWHTx6fvvzh1fcfgZLn+7d//sqUt69fPTs+uHVlY1ImJDdXJwR7eTuBfZwhvk4gP2crXxeojzPEwwGMsgch7UBIeyu0MxTpYBHgCgqDW0Q4GxaHOY80Z8+PYtfF3RsTzGu64avq/mUBYWGscWagVErK6CsLImV6kHJ86MURxILo5sywomjfWE/nYLiNn6uNn4utP8LeF2nni7QL8XJOCEb2tBdcnmQdXpl9cvva84OjJwcPTx+9eHD/+NHR4cPDm0c3N+9sTe0tSDaVw9Mj5PHO+jFMMb06tSbFLy3AIdINFoayDkHZ+MNtfVxsPF2sgfBytfF1tfGD2wYgbELdHYNQdr4uUE8HkJutJXAez9fVxt0ejLK3QthautpYwG2tUA5fNmUBUJxhZg5gY3uIqQPUzA5sYgMysjS5ADY3tIaY2duAHGwhdtZW1hALCMjUwvQCAIqZ8bfnTQHiPCtAB9ceYmoHNrK1MrQBGdhYXLQ2v2BjfsHG/IKdpYGrtbneFDjUzBVi6m4P9ofbBrraRnjBM6ICSzNia4vSmipyO+oudTSUYpvKvzKFiscDmnSSSZ1kEsAKUA0B3+ut0ecveFw7FtOK6WgBoqP9y7VvwPQHSFWArkpDRVldyaX81Jj4IM+M6KC0yICEYK+EYC9/tKOHMwxI91AOUHdnG3dX+4hA78ykmMyE6PzEuG/u7N1amJrTSDWTikmNXKtVTE5q5tWqmfOmrGzc2Ni+s751e3Xz5trlm2uXb65v3Vrf+k++/G5BpDcFAOU8K1+Z8rdKHgCU86YAoOhZ2T94fv/oya17d6cX1X2jhK7BhkFe2wC3eVjQMSLCsSXkL3sfYvyoGDcqIQwLqCxxN1vCZEuYY6KuUWEnR0jnijvHBCQWF98/2trNamCM1PdymgfF7axxwpiYxpZQR0S47pFKHCOtlRrdwQgn9EV0sRNY0hyhrkw0WSnQVPPVtXxVI1tdM6Qt6tdmM5XJdHE0mR1CGPIn9AeT+yN7WFkDo2VjvBaBhDgu65xQdk2o6ONqyqikZUBY3cUqIfTktFFTW8jJ7eS0Dko6ubuIyizt6q3u7mvs6W/pHewYZJGG2dQRbqdAOjS5INvaXd0/vvfk9PnLN+/evP38RZO3f/7+7Z/fvP35vClPj+7f2FpTS7i4urIYfzdPB5C/C9jXCeTvAg5whfi6gL0crdzsLdzsQGgHK3cXKNrBMhBuFYEERbkal0Y4s9vyljiEzXHmZVnfNd3IVXX/Eh8/P9ow3V8yQUzvLw+mZHtR8/27y6LJRbHNmWGXYvzivFyC4Tb+cNsAuH0gyjEAaR+AtI/wcU0Oc+vDXroyzT7eWXh6Z/f50fHjo0enj8+ODx88PDx4eHjz6Pblu1dmry/JtjTsWTZdymjpbSyszwzPCEYk+rnEejsFIWDeTmBfF2tvZ2sfFxtfV1t/hH0A0j4QaR+AsAuC20S4OwUjrb3tQUiYCRJm4mZr7uMM84Pbom0tUfYgtAPYzRHi4QzzdLH2crHzdrVH2IFcrM0dwMYOYGNHmLkjzNwObGJtaQgyvQixMLKBmtvbgOxtwDZQSwjIFGRuZGFqYGFqYG5y0dzkIvBsaWZoaWZ4/tnKwhgCMoVamcHApq52Vk7WFrZWxlDzi2DT7yBmF6zNDWwsDCFG3zpamXo62wagXXxd7VE2Vq4QcwTM3NfF2s/VJtzTNT0yoCTzV1MwjWW45grAFGCWTMJhqUQCoIk+9NnKb78E6iACvgNgBYtpxWHbsJhWYKLc/suiSnPdl2ZtY2V5fWlxXkp0XKBHRnRQRnRQYoh3fJCnL9Le08UaqCLdnKw9XGw9EY5Rwb6ZSTEZ8VE5ibHf3L1+e35yVjWu0sl1OuXklHp6SjunUk5rVPNa7eLk9Prcwvby+vW1y7fWLt9a2bixunljdfMGIIsel/WtW/qcRW8KMPE5r8n5+AqU36139KB8aZ38Ysr+0en+0SnAyv3DFwfHz2/v35td1g5xyb1jzSPitmFhE0vUyhK1jog6RsWYEVHHkKC5n1vXM1bfx8P188mDPPIgjzzIIQ1xyaN8MltIHuUTB9mtXUO1ZGYpqbeYOlzWza3uFzYPCTAjIhxL2N7HqaEN5ZD6k8mD8TRW3IA4g6suGp+pmpitlUzVS6YahJrGMVXloKagR5POkMWTeWGYYZ92pmdbl09HZzBjILN3uHiE0yQQkybkDLmqW6bulmppI5LGAWFl92gJuS8XQ09rpaR0UNKx1Cwqs7hroLJvuLF/uK1/uGNwBD/CprAFDLaAMa4am1/T7N7eOjo5fP7y7NX377//8acvmvzSoH31/cdX33988/3bH169ODm6u7uxKBew2iqLInxcvewsA1whACiBcGiAK8TXEezpAPKwt/JwAHu6wDydLIMR4CiUZSzcuDzKldOev8IjbUn7tuT9u5OjV9WDizzc3EjjVG/pOCGtvzyYnOtNLQjQm1Ic65/gAw+G2wTB7YKQjkFoJ8CUSF94aoTHAL5kZ4bz4Oqi3pQXT14+PH786Ojw5Ojuo/1rB7uLt9c0O5OCeW6PtBtDrMjOj/GLRNtHujtEuDv5OoI97K384ba+zja+zjZ+Lrb+cFtAkyC4TRACFgiH+ruAve1BXnaWXnaWwP/L3Q7k7QT1dob5utr6IOyAtijaHoq0BbtYmztBTYFOhz3EFAAFan4RamkMA5lYQ8xsoOZAhqIH5Twf+jj/PcjcCGAFAjJ2toM4wsytLQ2tTL61NPoHS6N/gJh8BzO7CDb8gwPIxM0B5otw9IM7eDpao2ysEDBzT3uIlyMkGO2YEuZblBZVlZ/cUJbdWluIbSrHtlTgWmqw50wBMhQ6hawPvSC/NQVIVYgEDMAKDtsGfH45B9Tc0NZY11JfA+y/tdZWN1VVNJSV5KfGxAV6ZMWGZMeFJof5xgV6AJ0pT1c7oPDxcLH1QjpFh/hlJcemJ0RlxEd9c+/GnTndjEIi08rVOuXktGZmSjunUk6qVTMazZxuemVu8fLS2u7q5o3VzZurmzdXNq6vbFz/Spa1yzf/9035betE7whgij5JOWfK6f7hy/2j01v378+u6lhCWj+vdUzazpI0DosbhkSNg8KGQWHDkKixj1dNH7lE7i8iD1SRB+uoQ/Vdw43MkZYBTgeLhx3hY1i8jr7RenJvMaYzq70zHdubQR3JY3DKBgXNLGH7qKSVJa4bElX0Cwr7hTkDokyOqlAyUyFfqFMsNsoXmmRzLSJdw4iyjKnI7JQnkIURmBHfJia6gYZoILs1k/wYA9n9I+Vsfrt4gipVdEsVXeIJKn8cOyyqHRCWM9kltME8fHdmR2c6rjOLQM9lDFb0shqG2W0sNm5oFDc0ShjlUDnCLq6oR6blLm1O3ri38+DJ8fOXZ69/+PDDu5/1prx68/Or7z+/fPPh5ZsPr9/88Obs+YP7t3ZW58Y5A40luSEejp62FoFwaKCLVTAcEoKwDoRD/Z2hXo5WXo4QL0eIjyvUx9EyFAGJRYHiECaVUXAepnCVT95WDGwpB/amxq6qBxd5+FlWwxSzZAKX2lMWSMz2pOT708uicAVRDRkhxbH+SX5IwJRglFMI2jkQ5RCIcoj2RWRGevUTyq7M8o6vLT65u/v86PjJ8cnZ01ePHjx5cHx48uDeyf3dw72V26vaLTV/kkUXkFsbclNyo4JjPBER7i5RnvAoT3i0FzLO1y3B3z3WBxXp4RqKsg9G2AbDYaFImzCUbQjCOsgVGugCCXCFBLpaB7jAfBys3GzN/Vxt/OC2QHwZddlYulqbO0JMnKCmTlBTB7CxDcgIZmEAszCwtjQEjvnBwMDA2NjSzNDc5KKZ8QUzUwMgzM0MgQdTk4umJhfNzQzPh6WFMcjSBGxpZA+ztIWawqyMrMwvWJl8CzL+A8jwH6yM/gAx+c7W0sgFaoGyg3g42Xg42bg5wFA2lu62Vh72VgFI+8QQ78LUyMq8pPrSrNbaQlxzBa61EtdSg2mpw7Y24jtayXgcjUQEKOmiUrqoFMAUAJGvTPl1HkTEEgkYPK4dj2v/ggtwZPmXVKW1oba9vhYwpbG8tDA9LiHYKyc+LC8xIjXCPz7I0x/t6I929HS1Q9pD0I4wT1c7H7RLXHhgTmp8ZlJMekLUN/s3787pZmSiCbVUqVXoAFOUCp1KOa1Wz/4tU/Ss6GX5L5tyfmwM1DjnTTk/4jmfpPzCyund+y/uHjy7ub8/u6phCSmDgma2rHVkom5kom5QVNUvqBgQVg6Jq/v4pTRWDoaZ2tqV1dqV28HIJ/aXMUZq+zktw9y2YV7LMK+le6SS0J3XQk1qoES3MuLwQym00bxhcdOopJ0jbecpWvmqRr66lqeq5KpKxFMVsvla1XKzarlZtdSuWGgT6RqG5SU0cRJJGIllBzX3u9fSEbVk1zqiWxPRnzmcN8yuFUjwUkWXTMkQT1DHeG0DYzWDgsp+YWkv9xKdlUfoycB2pePp2SRGPpNVO8huGeXhRrmE4TH84AieNUYe43fyxEy5jreyNX1z/6relLfv/wiA8vr7P7568/PLN5/OXr8/e/3+1evvX50+Pb5/fWtlRjzWV1ucFezu4GFrGgiHBrmCQxDQUKRNMBwW6ALzdQT7OkJ9HcH+zlA/R4sIJDgeZZmINK2KRvCxRWsC2hXl4LZqEDBlgYubGWqc6ikdx6Z1lwTisz2Ieb60kghMXkRdWtClGD/AlGCEfQjaOdTNBTAlxg+ZFeXdTyjbnuF+ZcrJw6dHh/cfHt17ePfa/WsrN5Y0azKugkkZam8oTY4tjI9ODw1M8PNKDfEtiA2/lBCVFx1SlZFYnBSRHe6X6IuIdneMcnOI9rCP9XKM9XSOdHcIRdqEIKxDkXYhSLsguE2AC8zf2drXxdrXxdrbGebpCHW3B6NtQUhrC3uQIVD42IEMoeYXoeYXba2MHWHmwMwYamUCMjewMDUwM75gavSdqdF3piYX9awAoJgYXzA2+s7C3Oi8KRbmRgArthBzW6jplw06CwOw6Xcgw3+wuPjfoKYXYGYXbcwMHEAmcGuQmwPMzQGGtAW724M9HcCBKIekUJ+itKjKgpSGipz2+kvYlgpcayWmtQbTUodp+2IKkKQAoJxn5Xwz5at+Cpn0JVUBQm8KpqXxK1Oaqysby0uLsxKTQn1yE8ILkqOAlkqgu3OQh4u7s42+LeXr5poQGZyfkZSTGp+VHPvNvRu3ptXaCYFILZWrZSqtQjOlm52eWtCoZwFTFpa3l9f3ltZ2l9f31i7fBB4AU4DaR5+qfNVVAVbdvmrN6uc+5+sdoJlye//J3YNnX813vkJk/+j0/vGL+8cvDh6cHTw4O3jw8ujx29uHT/ZPHsxtTo5MkEek7UMT1SOKapa8amC8rFdUDASDV0AaTutgxtdTo2tJMfWk+HZGZudwaT+/fljYAmyLDApqu1iFmO6kekpIAy2ovS+COJLcy6sYFjZxZR0iDUYy2T4x3SadbZbNNcsXmqY2cbPbRO0qVrXUrlxsF2rre4S5uLGYluGAOqZ7JdWlGGtX2mHfSPEm9caxRVXjSqx6kqGe7FXoesaV1DFhM2OoeEBQ2ssv6h7Lo7NyqQO5lP48am8hrfdS32h9/2jT0Fg7i40b45HZfBpH0MkRdgkn+mVa7uKG7vrdK4+ePXz5/Zsf3n0GTDnfT3n9w6cvs+SXzw7v7V5ZmxOP9ZXlJgegbP2crUJQsCBXcAgcEgKHBLmCA5zBfo4gfydIgDM0yNU6BA6JQcPikRYpKPOWNC8ptXJFQNtRDe1Nsq9Ojm3Iepc4uOn+OjU1fxybxigOIOR4EvN8ycVh2PzIpqyw4lj/OC+XcLRDhLtLENIxGOUU7ukajHaM9nLNjw9g0xs3dZyHe6snt3efHh49ffjk4dGThw+eHNy/9/Tk6Pju1a1F9bpGsqESK/oY1MrS/OionKioooS4+rwcbHkxsbKEXF1Gb6xiNNfQGyswxZmXYgNS/OApfvCsEPfccK/0ELckf3iMp0M4yjrYBRrgDPZ3gvg5QYLgNv7OUG97sIe9FRButpZIa3MHKyN7KyNgImMDMrK1Mra1MrYDm9iAzaytTKFWJkCeAjI3+lLgmBubmxmZmRqamhjo4/yPZqaGZqaG5mZG5mZG5maGEAsjYLpsCzGHgUxAphdBxt9ZGn0LNr0IMTOAmhpYmxvZW5oCNxuh7CAoG0t3e6sQd+f0qMCijJjKgpTGylxcc1lHUxmutRLfUU/ANhNxbSRcB4mIp5CJXVQKg0Zl0KjdnbTuThrw3EWlABnKVzURjUSkUggUMp5ExBLwHUA/BdjW72huwLe34NtbOpob2utr2+pqWmqqGstLc5Oj0qMCc+LDClOiUyP8I32Qge7OXq427s42QEsFaQ8J9EKlxkXkpManJ0QlxYZ/c+/GrSmVRsITKCQTKqlSI1dPamd02hmNelpvytLa7uLqNSBb+coUfaxu3gC6Kpd37gKf29f2/zdNOV/pnAflnClnB49e3zp4fO/R4cyGijVOYEmbh6QVI4ryYXnJoPRSv6SoX1I0MH6pV1TQycnADye2MWMaGVH1tMgWegJ5II/JqRwSNLBEzeyJNpa4rptdROhLae4Kb2QEtA2EElgJvbyyYWETT46R6AjSabxsFiufwygWOpSLmJnL5Lltqm4Nr1nBq5dx4snGQUkRfiSmdSikielbR3erJiPqyGh8b3gvO1s1g59e7J5d6p9a6FdPd0vUhCFeFaU3o2skhz6aRR/JpLNy6aw8+nARY6iUMVgxyGka4rSNcLFjPCKbT2HzaWw+bYxPE4z3STWc+TXN3p3th08fAKb8+OFPb9/909t3//Tj+39+++6ffnj3p+9//OnN28/f//Djm5fPjvb3rqzNiMaYpTkJQSgbfxdQKBIW7AoOgUNCEdBgV3CgE9jfycrfCRLoBA12gYa5ghPQ0HikRSrarDXdW0ar0ptybYp9WdG/zMXPDNSrKYUSTGp3SSAh14tQ4EcpCT9vShjKPtzNOQjpGIJ2jvRGhLg5xXjDC+ODOV0tW1OCR3sbj+/sAaY8evDk0cOnDx8cnTy4f3j76u767M6selUuknRRKeUVJfGJxQlJNZlZuPKynpbGoY4WNqFDQMWN4loG2mooZTn1qVFlMYFl8cHlCSFl8cEZQeiUQGSCr0uUu10YwibEFRbiahOKtAtytQ5G2AYj7IPgdr6OUHc7ENrGAmlt7gQxcYSYOICN7a2MgNN99hBTe4gpDGQCA5lAQMZgSyO9KZZmhv+TpuhZsbIwhoFMbMBmNmAzqKWxlZmBlckFkPF3QFgZfQc2vmBtamhnYeJoZe4MMUdaW7jZgYLdnJIj/QvToysKU5qq8rAtZdiWCmxbFQHbSMK3kvDtZDzm75tyvslyvs9CIeMpZLw+W8Fhv+zptzfV49qa8e0t7U31wNkfwJS8lOiM6CAgT0kO8w33ggP7KcBmCtIegrAD+7nDk6JDs1PiMpNikmLDv7l/69aUSiXi8OTicZVUqVVoJrUzWs20WjWlUk9ppxbnlzYXV3cWVq4srl5b2bi+tLa7tLb7W1NWNq4DqcrmlTvAJ5CqfDXu0a/k/x1TftuO/ZugPDi7/+jlzfsP7zy8N7kqHRC1DU3UDoxfGpQW9kqymeIspiinfzx/SFY8MFHQI8ymcVPIY8mYodhmRmRLVyyhN50xVjIkaBiVtPLkWLa0pV9QQWNltTOjm3uCWvuDsIPRPZySYWETX4GTTlEVczTlPFW1QFEtkpQLhMk12vQGXbNMVi3iVYt4sa55eLyUOJKMGYpu7w9tYwa39wTg+8L6eRlCVfXSZeby5eGlTdbs2oB2oUugau0eK2jrjGrrisT0RBP7kmhDmYzRgp6x0t7Ryt6RmhF+x6gAyxYQOAIyV0jjCKhsPm2URxWM902o2TPLyqs3N48fH+lNef/xX/Tx7uM//fjhTz+8+/nHdx9e/WKKYKS7OCsuCGUT4GoVioSFwMHhcEg4HBrmCglxhgQ4WgU6QYOcYWGusAg4JAkNS0JapLmZt2X4yOmVa2Latmrw2hR7d5qzrRpc5ZNnBxvUlEIJJo1RGkjM8yYW+pNKwjvyI+qzQi/F+sd5uYQi7cLdnENRThHurkDjI94XWZQQwutu254VPbp5+eTuzWdHx88ePT15+PTk5Mnjx48O7t++c2Przs7q9aXpOSGPSyYzahtotQ3Umvru+qahjg4ukSAkEyRUvJROEJBaWG3VtPKctuz4htTI+rTI6qTQkriA9EBUqj8i2dc13tMxGm0bgbaJRNtHeTiGIGyjPV0S/FBxvshwN2d/Z2svOyt3O5ALzAzo0QKzZH0Aq7FgSyMrC0PAFCAszI3NzExMTY1NTIz08dsfgTA3M7I0MwRbGsHApjCwKdTSGGxuCDK9CGQrIOPvQIbfWhl9BzG5CDMztLU0sbc0hkPN0LaWvki7uBCvvJSIisKU5up8XGs5vq2KgKkl4ZspxHYSEUMiYklEPJlEOA/KV6ycL4h+rYBIuPOs4HHtwJJ+e1M9trUJ29rU1ljXXl/bXl/bUlMF9GizYkPyEiPykyITQ7zDPF19kfZIOxDQTAG2ab2QTnHhgdkpcTmp8Wnxkd8c3rkzrVYDpqhlKp1SO6Wb1ZuimVyYW9xYXN2ZX95eWLm6vL4HJCzL63vnmymrmzcAZc4PmIFU5bfHfPT7sr9ryvk2CmCKnpKvQDl8+PLw4cv9h6e3Do9vP7ilWuQz2NU9/OIuXkYXP4U0EkMejaWyExiC9L7xnAFpXv9Ebo84q1uSQeWl4IcTMf3JpKHcHnbFsLBpTILly0kcGW5Y3NDFKcIOJLUyI1p6Q9r7orpGiwf5DTw5XjpFU84xVPMM5VyXcr5TOk1UzpNVCxTZDEE6g52YxgjUzcPjlbSxLNJIKomVSGHFU4fje8ZSuPIy1XzH8lbv4uWBhc3BmY1e7QqVp66nDCfXkPyqsF51RL92eiS5P40xWtDLKR/k1g5yGkYFmDEhjiMgc4WU/2wKU6IcBWbJh48Ozt68fvv+p3cf//zh07/q4/2nf3738c9v3//x3fuPL8+eHh3sXlmf5g13FmXEBKFsAuHgMJR1mCs4AgGNQMDC4dAQZ0iwEzjECRbqAo1whUbDwclu0FQ0KMvDEpvpp2RUb4zTAVP2ZrhX1EPrQurcYLOGWizuSO0uCyIU+JAuBZJLIzryI+oyQ4pi/PSmhKGdozwR8X5u0V6IRH90SXK4sBezMzfx+PbO43u3nh8/OH38/MnJ8ydPnj1+/Oje3Rt3b+zcv769uzSrY48JqHQ+maYZGpX3DkjpjPFO2gSNMk4jSClYKaVjnNzK7ajurS4kFKS2ZcbVp0SUxwUWRXgXRPhkhbin+iNS/OBpAciMIHRaADrRFxHt7pzgh0oL8coI80kJ9Ir2QgTB7bwcIXpT7K2+FD5AgM0NweaGwHEevSkW5kYW5qa/a4qxsaGxseHXrJgZmptcBJkbQEDGUCsTwBQgoOaGEDMDiMlFiMlFoAKytTSxAxk7QUwQMDMPZ2i4LzI9PqgsP6mpJh/bUobvqCHh6qmkNhoZQyHjyCQcmUQ4b0oPvbOH3qk3Re+L3hSgpQKYQqUQqBQCmYQj4Du+HPxpbsC2NmFaGgFTOhrqWmurAVOy40LzkyIBUyK8Ef5oR6QdCG5rBZjiagPygDvEhPpnp8TlZyRlJsV8yVOEbPaEQCAfn1DJ5Fq1Tq2a1Kin1Zpp7dTi3OLGwsqV+eXt+eXtpbWrelPOt2nTuG8AAAAgAElEQVT//zBFn6T8HVAOH744ODm9dXx088H18RkWcfASeTQDz4rGDIa29Pq19gZiBsPJ7HiGKK1Pmj2oyBtS5vfLc5kTOQxBbhevqIdX0S9sHJHgxsbJPHknV0YZHcf28GqIQ7ntvYmtvdFtffF0VskAr5ErJYxr6bKpbvkMQzbdJZvulGjJ4zryuI4s1uJFGoxQ3cGVN7HENb28kh5uEZOb18fJ6eNmDwvyxaq6ySXi4hZzfpM5d7l/bpup2SCNactxw5EVRLdyHLqO5NPRFUkZTGVyioaEVWPiZo6kgyPGc8QErpDCFVI4AioQY3yaYJwpkrPUM5K17YX943svXr8CTPltnvL2/R9/fPfh5cvHRwe722tT7AFKfmpkEMomCAEJQ8PC4ZAIBDQKCYtEQMOcwaFOVqFOkHAXWLQrLBYOSXOHpblZZnta4LP9Ncy6y1LGlnro2gxnb1awo2ZtiOjzQy0aarGkI6OnPJhU5EcpCaaWR3XkR9RmBBdG+wKmRKCdw91cojwRSf4e8T7o1GDPivRoyQBxd1H+9O61p/fvPHv48PnT06dPXjx9dvrkyZPjo/3j/dvHt/d2l+aneHwdi70inFgXTSxx+dMDg6ruLiWdrGaQJxkkHQOnpLaN4+vYLRV9NQXk4rTWrJi61IjqpNDq1PBLMX5ZweicUPfimIDShOCCKP+0IPd4b9d4b9dkf7f0UO/McN+UII8IN0cfB4jzL0mKHcjQ2tLQ2tIQGP1ALIzOmwKEpYXx3zfla1bMDM2MLwAbK2BLE7CliZWFMcTCBGppCrEwAZsbQ0yNwCaGUBMjmKmxjbmpraWJPcjQEWyEsLXwQ9nHh3tdyo5rqMptbyzGd9SQ8Q00cjuNhqNS8BQynkQiUMjE86CcZ+V82nI+TwFAoVGJNCqRQsYTCRjgDgRMS6PeFExjPbapoa2uBqh9gGZKflJkcphvtB862NMV2M1HOUABUzwRjnHhgblpCQWZyVmJMd/c3t3VyuX80VExlyvmC8aFIoVMqVSqtZppjXZGN70E1D7nTVlcvfa7pvxu7XP+RPL5U8h/yxR9nE9Szhc750B5eXBydvjk+Z1HBzcf7oomezuY2diBhNbe4MZuzwaGR2O3ZwszADsUQeEk9EgyBhV5LE3RkKpoQFU8pKwYltWPSNtHpUSOtJMz0c2T9fJkzDFpZ7+gnTZagRvMbh9Mww5mMEYrB7jNnAmiSNU5rmWMaxkSTZdE0yVSUYVKCl9B4CtwfAWWp2hnS1tGJI1DwhqWsGpEVDkiLhsRFo+KSkTKes08YWm7d3aTObvVM3etR7NFGJ28RGCH1Xd7NDMCOnpCyIPxjLHMQWEZR9YoVuEnNFSxgiaUdfLFtPOmcIR0wThTIB2S6wRLGzN3Dm6fvnr59v1P7z/949+qfc7OTgBTRvtIucnhwW7WIShYBNo6AgGNRMKiUdaRCGi4CyTMGRzmDI10hsTCreMR0Ax3aJa7VZ4XiJgbqOtr2Jb3bGuGd2e5e7OCbQ1rXdi5MNw2SSudwGb1lAeTL/nTykJpFdHteeHVaYGAKeFoh0g3FyBPSfL3SPB1ywjzqc1JkA5Tbqyon+/vPTu4e3ry5PTZi2dPz56fnj19+vT5s5PnJ8fHt/d2FxfXleod9fT9+ZU9pe6qVLbO5cz29+q6qdM9lOlugo7eIcc3SDA1vNZyVuOl7oocXEFSa1Zca058VUpYQaR3egAiMwhVFOVXHBOQE+ad5AOP83KJdneMcnOK84InB7on+qNDkXaethZwGwtgRcUBbAws5n9hBWQCvDoDbGkEWPD3TTEyMvgtKyamBibGFy1MDfQq6U0BmRpamhiAjC6CjC5aGV4EGxlATYxgZoY25hdsLS44WBmi7EHh/oi8tMiasszG6jxcezURX08mt9FoOBqVQKUQyGQimUwE4PjKlN/WQfp+CqDJeVOAc8zY1iZcWzMw/cE1NxJamzsa6poqynKTo/ISI4pSYwBTYgPcQ70R7k5Q4EQ10E/xdXNNjgkryEwuzErJTIj+5ta1azqFQsThjPP5Qi5PxOMrZEqNRqfTzmh1s5MzywvLl5fWryysbi2sXFlev7aw8iVVOT9R1icpv+3Rnj/v8+Umt9/suf3WFH139u+AcvToFWDK3ZP7Nx9eE+gYbd3p2MH41t7A+i50HR1V3+Xe0OXT1B3QMRBOZsf3SDIGFAXD6pJhbeWYtpGjwfDUFK6CwZcNCOTDAvmIQD7MkfUOi8kMThNltJw4WkwZK+njNg0LOrhSslDZKVLRRUqGUNElVHTxZBT2OHFUjBsVY0Yl7aOSVpaomSVqGhE2jgkbOJI63kQdR1wxJiwTymrlUx1zG4zJtU7dOm1yi6pYbx2bKugcjyHzwijsmM6xBAY7rY+fx5JU8pUtskmKaqZbPdOvmOwfl/fwxXSOgMrmU/Sm8CcGJ9Tc+dXJW/s3vzLlw6d//SpPOTs7OT7c216bYjEJ2YmhwW7WoWjrCLR1JAoSjYLGIq1jELAoF2iEEzjcBRblAo1D2CQgYZkesGwPcL63FSkvaLK/cUfZu6Mb2Zvj7c0KttTDgClTnRUyfA6zIoRSHECvCO+sjAFMKYjyifNyiXR3inJ3DUc5R7nDE/3cE/3ccyL8m/JTFKOdt9a0z+9ff3Z078Xjpy+en50+f/Xi7NXjx49fvXx+9vTRvd3tawsLt5ZWDpa3Dxc27k3N7mu112UTm+yR5cHupX76dBdeRWqWdtRwGooGqrJ7q3K6yrIweQmNaVF1KZGXIn3yQtzT/OFp/vCMAFRGACrJxyXGzS7ByyXGzSEcaRuOtI1yc4pAOQQ5wzxtLdwcISgHMLBN6wgzBw4lA3MfYD8FamUCAZkCrPx9U36HFVMDUxMDc7MvmQ5QQIHNjaGWphbGF82NLlgYfAcEyOiilbEBxOQi1OQPMNM/wEz/4Ag28ne3z0wMKS9KqS7N6GipwGNrAVOoNAKFSqBQSIApACXMLjqzi65nRd+71Zc/XyZBneROGolGJQK1D5Hw5XoEYOiDbW3qaG4gtDaT2luxTQ3NleV5KdH5SZGX0mKB2ifG3y3Y0xVpBwIW3lAOULQjLNjHLSMx+lJOWmFWSnZS7Dd39vZmNBrglaYiHl/MF2jk6pmp+UndrG5ybmZmZXHlytLa1cXVHaCfojcFSFX08bdmyVd27+/s7X9lyleb+L9rir7w+V1Tjh6dnTPl8NajXYGO0dadihuKa+sLamC41Xaia2hu1RTPGqp3Q5d/x0A4hRPPEKcPqy+xdFVsXQNPh+FrqHxVj0g5LFZyRAquSMEVyEZHJD29fAKd00jnVjO4NYOC9lERkSelCRVdQkW3QM4AYkxMGeJhB7itA9zmQX7TAK9+iFc3xKsZ4TeMCRu44/V8WR1nvHJEXMKVVUqmmpRL+IkFzMRSm2y9bXy1bmQ6r0+b3K9J7hYl9vBTmLzUPkH28HgpT9U0MUVSzjFm1kY1C8MyTb9ggsEWUscEFLaQyhHSeRNM3vjAuIozt6K7ee/G85evfvzw8/tP//zbfsqPH35+9+H9y9NHDw72tpenWN3EnISQYDfrMJR1BNo6CgmJRkHjUDYxCFiUKyTcBRLuAolygcYjbZKR0CxP62wPcIEPmJwfMjXQdFU5cG2KfX1OCJiyJqAsDrdO08sVhOze8pDO4sBfTAmtSg3Ii/aK9XaK9HCO8nQJQztFuLsk+rkn+XvkRQW2FKapRul31rWnBzeeH++fPnl6dvr6+emrs5ffP3z48M3Z8xePjq9vrOzMzR1sbh1v7t6cmr+h0dzVqm+pZVclvCs81hZ7YKmfpqO1yzC1I9UFXZdSO4tTKSXpbblxFUkhl2L88iO88iO8csM8MoPRqf6IJB+XBC+nWC/HRG/XWE/nSLR9GMIm2MU6wBnq7wD2cYB4w209XW3cnWEoB7CrnZWLLcjZxtLJ2sIOamELMbeGAGtvpvpU5W/1aAFT9Kz8rin6zX2wpQlgipnhd2aG35kbXbAwvggyNYSYGYCM/wA2/gcr4/9mY3nBG2mdGhtQmh9feSkZ01yK76ihkJoBU8hUEplKolBIgCnMzk5mF72XTgeeuztpDAqli0rpplIZNGo3ldpFpXSRyXQKuYtOo3eSaVQyhYwnEfFEAoaMx5HxGEJ7O6GjFdvSgmlpJLa2UTDtuKbmlqqK/NSYwtTI4vS4vMSI+CDPKF9UgJuTC8zMzemLKW5O1mH+7jmpsSV5GUWZKQWpid/cuXF9YWZaJZMqJsbH+cIJgUQn102pp+emlyZ1C1NTKwtLO8B+ytzKtdnlL7UPwAogCxD6E0BA1QPsvO3sHQCvIjx/tTXwJkOgt3LjzsmNOyfXbz+6cefk5t3Ht/ef3rn/7M79Z3cPnt87PL13eLp/pO+knAJx+PDF4cMXRyenR4/ODk7O9h+eHTx9duPBtTE5rZWR0tEfXU/3rqGhqinuZXh0KdajiuRbQ/Gtpfm09QWRODG90uxBdQl7soY32SKaIspmemS6EbFiTKIQiGUiwTiPI2GNirqHRKRBcfuAqG1ETORMdPHlvUJlv1DZL1D0CeV9QgVzVEQe5uMGxpqZrGrmSMUgt3JEUDUiqBgT1XAkNdyJGo60akRazlKUjk1WcOerBUt1wtU64Wotb6mCv1IqWC3hLheOzGSzdbkjsszBiYxhae6IsoyjqZfMEdTrzNkdzuwVwdQGXzHL4sm6RwS0EQFtTETnSLoFsgGphje9qL528+qzs5cfPv/TT3/893cf/uXDp79+/PzXz3/866ef//Lxp3989+nzhw/vXj1/9PDute157RAVkxsTFI62iXGzi0HbxKBhcagvEYOGAY2VCDgkxhWchLTK8oJluVsV+kI6L0XMDHZsSfuuaMd2Z/g35kVXJ0cvS2hLrKYpepGamMm8FMAoDuoqDaWVRRKKI+uyg3NjPOICncO87IPd7aJ9EeGezvF+qLQQr6ww3/bizKXxwYPLky8O9k4fHZydvnhx9ub56euzlz+cPX3x/bPn97a31nXqO2srD3eu3lvfvLe2fm9p7tas5oZWekMzcUMhvCJgzfVSFaSW8Y66sfoSenEGJje+MSOyMjWkKN4vN8ozJ9IDiMwwdGoQMsnfNcHXJc7HOdrdMcrDMdLdKRztEAK3D3Cx8XOAejqAUfZWCDsQ3NYSyFOAJMXWyvj8LPnX5RRTA/0g2cT4oj7Oz5W/iv+8rvLrENrS1MjCxNDc2MDM6KK5sYGFiSHIDHDnooXJH2wgRvZQIyeYUVKkV2tlVlNZenNVTkdDMQFTSyW1UWlEIo1EoNEIFHJfN4NJp/ZQSN00cl8ntbeLxqSS6WRCXyeVSaf2dVJ7Oim9NEo3jcykkrupVBqVTKWSqVQqhUKikMhkEoGMJ5BwWAIGS8Ri8G0dmOZmbEsbvq2tvbG5sbKsIC22JDM6LyksIyYgIyYg2h/p7gRB2lm62prDbS1dbSxQDuBQP1R2SlRRdnJealxOYvQ3d27fXJif1SjkKpl0QiCRCse1Mu2kampOtzSpW5ieXFtY2llZu76wtje3sje7em1xdVcPynlT9Ctw51nZvnb3iynA6wfPmQIkLLfuPbl178nNu49v3Xtye//p3YPn+tCb8ku28isoh4+eH52cHp2cHpyc7T94efDkxY3jvVEZtaUrub0vqq7TC8hQynDuJRjPMpx3Od6rnOBW2+ne2h9A4SV0S7NGtGW8qQbxDE4+16WYHpZqOHLVuFQ+IZZJhBN8nnSYM9E1KiWOyvA8eadA2S1W94vV/SJVn0DBFMh7BHIGW0IeFeOGeU0DnJoBdvkQt3SYXzrML2YJStiSCp68hqusZmsq2VOV7PkKznLV2GIZd62Cv1El2KgQb1XKrtRMbFVJVktFs/kcdSZLnslS5o9pSwUzDfI18vTVwfk97vyucG5HpF5hi7QDY5IugBW2mMGX9ks1vOlF7bWbu09OX759/+f3H//13Ye/vv/4bx8+/fXjT//y8ad/fv/5jz9+/PT+/Y/fn56c3L2+PasZILfnRAWEo6xj3Ozi3O3i0dbxaOs4FCwWCY1GQaOQkEgkLBIBjoVDEpBWmZ7QTHeLAj8YvTh6dgizLRu4Osm5Pie+uSDe/cWUaUahmpg5UBzUWxLWUxbJqIghlUY35IbkxbknBLtG+jmGednHBCAivZ0TA9zSQ72zw/1wpZnLkl9NefH89MXZm6enr89efP/6+cvjW7evzs/vzs8eb28db2/dXV+/f3nj3tr87UXNzSn5Da30hlK0Ixxd6O9UUzGi9rqRulLAlKbMqOr0sOLkwPw4n8xwZGY4Mj0EmRLomuDrHO1lH+luF+Fmm+CHiPV2iXR3CkbY+jtb+zhAgP03pB0I8UvA7cGudlZAWFuZ6nfewJYm+v2U/5opvw3gXzA2umBk+J2x0QUT44sAPaYmF01Nv7MGG9tDjZytjRPC3ZrL0lvK04lNl4itZSRMLQnfTCRhiTQSuaeb3tvb39M9yKAPdHX202kDXZ19nVQmldxNJvZ1UoHopVF6aRQmlcykkrtpZBqVTP3lD4VEJhNJZDyBhMMTMFgiFkdox2Bb2vBtHYR2TEdTS1NVRXFWQnlOXEFKWFZcQFZcUGwg2tMFhnawcrU1h9tZwG0t0Y6QMH90dkpUYVZCbkp0dkLUN/fu3l5cmNMqFWq5TCaakIkmNFKNRq6d0SzotPO/a8pvQTk/Wtazcnnn7tbVO/pXJutNAVi5cefRrXuPgazk9v5TAJT9oxcAJedAeQEUQb+CAiQpv5hy/+Grgycvrh/tsibITZ2JrcyIWpp3NcW9kuReinW71O5e1OZW0ILIb3G6hHGsICObewOI3IQBRRFHVyOewSjmGeq5UeU0T6kZV6ikUtXEuFIoVo2K1f1CbZdQRxVN0iVTPdKp3olJpljD4CtofDmVL6fwZET2BIYtaRkR1g7xy/q5hX2cvD5OHktUzJ4o5amqhJO1wpla0WKdaKVOuFHPWa4QblRLtuomdupUu026663q3QbF5crxxQL+ZPaIMmNEnceZKhUvNGm3u5ZusZdvCVZvj6/elM1dkSgXOEJl75iIzuJT2WKGUD6omBTOr05fv3Pj2dnrH9796cf3f9Gb8uHTv374/Jd3H//49sPnd+/evj178vjejfOmxLrbx7nbJbrbJrjB4lCQGIRVJAIciQBHImHRKGgcCpaABqd7QNLczPN9oV0lMfMs3I5i8PoU79b8+K0F8TXdyKaYujzSPMMoVhMzh8tCB8oj+ytieqriqeWxzXlhRQleKaGIuEDXKF+nhCB0nB88JcgtO9wnP9KPUJq1LBk8uDz94uDG6cMjwJRnz1+dvXjz+vmLnaWlDY3qcGv96d7Vw8ub+5ubx1c2D9fn7y1p7szIb09Kb6nE18Ts5SHGFJ0gxTbxmqsGqvJpxem4gqSWvLi6rPCqtODieJ9Lcd6FMZ65EejMEGRygEu8j1Osl2NaiEdSACrSwzkIbuPrCAVWad1/YwoQCAcIsEcLnPcBCh+gG/JfM+X8bwJ2GBl+Z2T4naHBtwYX/2Bw8Q+ALKYmBibGF0xNv4NZGdmCDZytjWOCEXVFSW2VmYAp5I5aEq6JQOwgUIkUBqOL2dPT3dXfTR9kMgZ6uph0KoNK6iThaUQck05l0qk9nRR9dNPI3TRyJ40CBI1KplJIZBIB2NknYDqIWAyxowPf1gbcno1vbmmtrizNSa7ITSxIiciICUiP9o/2R3o4Q1H2ILidBcLeEm5r6eYEDQ9wy0mNLsxKyk6KzowP+2b/3p2lxXmtUqFRyOViqUw0oRpXKcaVU6o5jXp2enJtcfnqytr1+dXduZW9ubXdpbW9r0DR91O+AgUwZWdvf+f6Xb0pelaAforeFKDe+QWRr+J0/+gcKI/OAFCOH784Pnl58Oj14dOzvcNrQxJiAzW+uTusmuJZRXYrxsAvtSMLWlC5jfCsOsfMOpucRpuCNrsKMrptKLxbkjWiqhBMtslmO1Wzw6oZvkorUWllco1MphFJdVzZ9NDEbI90nj4x1ymdp8nn6NIZmlhHEqjxfAWWr8DylR0cWTNnop49Xj0kKGKOZTFG0rpH0zmyUq6ygq+tFM3WSRbrpWuNssvNsu0myUadfKdRtduk3mvW7rVMXW9V79RJ18skC7ncybQhZcqwMoM9WSxeatRdoa/cYa/viy4fyK4c6DbuqGYvS6QzI1wpY0RA40i6JSqWdm5ibXvp3uHBqx/effj8lw+f/vrh4398+PgfHz//+8fP//bh81/ef/rHHz/+9P79+7cvnj29f+vqwiSrE1cQFxLlbhfrbhfnbpPsaZvobv2VKVFoaKwbNN4NnOIBTnEzy/ODdZXHLI4SdtWsG9P8O4vSW/PjO2rWppC2OtY+212qxGWOVEQOVUYPVMb3VyfSyxPa8sNLErzTQpFJQYg4P5eUEPdEf2R6sEdehG9RVACpPGdlfOhwa+bF4c3Th0dA7fPs+auXL96cPXpyeWZme0r3dO/qk92dw8214+2t462Nw9W5+4uaezOKuzrpHaV4V8ReZzHnmVQ1oU3SXj/aUMKsyKWUpGMLk1pzohuyIupSQ6qTAivi/UqivfIjPDJDkCl+rnHejmnB6ER/JGCKt9OvpgA3qrhYmzvDzM73aM/nKef3aP8LppiaGAD5iJHhd0A+YmFufB4Ug4t/MDT49pdsxcDS7CLY4iLU4lsHiEGIt2NZVhSmJqe1MqujvpDYVk3GN5OIGAIJiyUTcSQivZPa20UbZDL6u+kMKolKwJKw7SRs+3lNfmWlk9JJI3XSSJ00Co1KpFJIZBKOQsCT8RgCpoOIbSdhMMBNtxQ8htDS2lZTVZKdVJ6TkJMQkhzunRTmFebljLIHIWwtEPaWSAcQwg7k7gyLDPLITYspyEzMiI9Ijw35kqdoFHKNQq6QyGSiCaVEKRXJtPJptWpmZmr9vCnz63uAKV+BsrJx/atbmn65melXU/RdlV9SlYc3754AGQpQAd25/+w/pycv9o9e3D8+A/opv4Ly6OwLKI9fHJ+8PHz8+ujp6d7B1UERvo4U00QPqSZ5VJHQBc1Ohc2IgkZUTq1rZrVjVq1NToN1ThOsGOda3xNA5iT1TRSOKevHp0iKmX755JhSK1RqxuUaqVwrlE1y5DODsvke+SJtYh4nXcROzOMksxihroWnbuSqGriqBp6yYUxaNTJRNiwp6uNm0gbjKP0xdFYcX1PC05YIJsuEs5Xjy7WyjUbFlWblTov0coNyp0l9rUl7rUm32zx5rVl5uVqydEmykM2dTGFpkka1GbzZS+Mr9ZNXqcv7oxtH4q0HimsPp64eTa3fVOlW+eO6fq6UwR3vmVCzpxYUl6+tHT16+MO7zz/98d8///zvn3/6H59/+h+fPv/3Tz/9x8fPf/3w+S/vP/3p48fPb188e3Zw+/rKLKeHXJwUEevlGOdhH4OGpXjZJXnYxKOhv5qCgkShobEesFh3cJKHVYqbWb6/dXdl3DKbtKcZuT7Fu7Movb0wsaMevSzq3uAQ5nuqFdjs0YoYVmXccGXCQFUiozyxPTeiNN43MwSZGoRM8HNNC/FI9kdlhXgWRvqXRAVSy3NXpaNHV+bPjm6fnTx4+eLs5dn3p89fvXnx+vH+/evLy/sbK6d7Ow82Vw82Vh/tXDlaXz1cnjmYV+9Pye9qJ+4ohNfF7O3R/rUBho7UJsc08JsqBqsL6CVp+IKE9uzo5syIhpSQ+oTA8mjv4nD3vCBUhp9LvId9JBIW6+UY5WEfgrIJcIV4OoDQduZIa3O4jbnzuT1aWytj4OJImIUB1NIYagks5n+5ygC4M+V/1RTgNwFBADiAPAVQBvjS0OBbgBtTEwMrC2OwpRHI7DtLo/9mY3nBCw7OiffH1OS2VGS31xbhWyoJmAY8vgWHb8cQ8DgCvpNGYXbR+nu6+rrpXVQShfDlJv3uTsrvBr2TTO8EWCF2kgk0Mo5CwJIJHSRsOxnXTsZ1kLBtVGwHDddBaG1urSkvyU4szYrLjA2MD3aPC/QIdnNC2lnCbcyR9lZIeyvgKt/oEJ+89Pj8jITUmOC0mKBfTdGplKoJhXJcrhpXSUUy1YROpZyemVpfWrm2snZ9buXa3Mrewsb15fXrvwVldfPG37hQ8s6V3Xs71+9+SVV+6dTu3jzcu/Xgxp1HQCfl5t3HQIP2q07K/eOzgwcvzw16vsQXUB6/ePD41dGTN0dPT3fv7/QLsNX4yAZaUCXBrYKAzGt0KGxGFDahc+uQ2bXOuQ2OeY32OY02RRjnyk6Ptv4wCjtlYLxMqMFJJ5kTmmGFRqBQi2QakUzLl02Nymf6ZQtd8iXS+ELz+GK9ZKFOOFvN05aNKUpG5cWj8uIxefGgOKeXn8HkpXYOx2AZAbjuQMpw5Jgqb1STz9YV8mdLJUtVso1a+WaDfLNOslIp26xWbdWptuo0Vxp0O/Wqy9XS5aKJ5RzhXCp3Jk2wkCdZLVdutUxd71zeZ20ei7YfyvdOpnYfTW/f1y1endAsjk7ohgSyPpmWO7Ok2t69fHzy6O37n37647//9Mf//vMf/9+ffv5/Pv/0f3/66T8+fv63D5/+9f2nf/z06acfz54/P7p1Y22WyySVJIefNyXZ80v5E4WERCEhkShIJAoS4w6NcbNKdAelupsXBdn11iSucMiAKfeW5XeXFNc03CsT/Tsi+nJ/oxKbx65KGK1KGq5JHqpJ7a5IweRFVsQHZIe4pQeikvyQWSGeaQHo3FDvkqjAipiQrupL63LO8bXlswf7r56cvH755tXLH85OX/9w9ubBzdsPrl45ubr95MrG4eri4drSg831o7WlgwXd4axqf1J2Tz1+Vy68JebscVlXRvqXeshzdLya0CJqrR6pL+qpyKIVp1KKkjsLk0k5cW1p4Q2JQdUx/pfCPbMCkH0sIGEAACAASURBVEneThEIWAgcEuAM9nSwQNmauVqbOENNnCBf7ojV7+Z/eaEX2ATYzQduigQuOgDuOvhfNUVf4wBwAAUOUA3pWTn3vYGVhTEMbGpp+q2F4f8BM//W1dokLgjVXJpJaCzGNZbimiuwzdWYtnoctpVEIdLoVEYXtZfRCZjC7KJ1UUmdZEInmcCgkRk08nlNeujUni4KvZNEpxPonaTOTjydSqCRMVQSlkJsJ2HbKPg2Cr6DhG2hYtupuFZcc0NzVXFpTlJpVlxGTEBsIDrG3y3YzQllD0LZg1AOYJQDGGlv5QW3jQ3zK8hMzEuPT44KTIsJ+ub+/t2lxXmdSjmlUesUGq1crZVp5RKFQqJRKqa+MmVx84belK8uPdAnKf8Zl9tXdu9d2bujN+XcAOj3TdEPffaPXhw8eHn48NXRo1fHJ69/BeXk5RdQnpw9ePzq+On3R09Pr+1f6eV1VOEi6igBFXh0BQFZ0OxS0u5R2u5T2OSeV48obEYUtjjnNtkWdjgVExHVVO+23shufiFf3T6h6x7XDCg0fLmaL1XzZVqudGpQPsuULVDly9jx5VrJcpl4oYQ7lc9SZfZL0wbGUwfGUwcn0hi8ONpIJGU4vKPHp4GCau3ypLCCGaKYnvH4QWU6ZzpfslwmXaucWK0SL5WKFksmVivka1Xy9QrlZpVuq0azWSVbKZxYzhIvpIoWs6Trl5TbNdqrbdM3aEv3BjePBVsPJ3ZPtHsnU1ePdBu3FPOXBbplrlTL0s6LFtcnr9648vDJ4x8//Pzzn/7jvCkfP/1fHz79n+8//sv7T//88cPPH16fnR7f3luZHqFjC+KCotzt4jzsgdon2cs60QOa4A6JQUOikFYRSHAEEhzpDolCgxI8QCmeFsUhDv11yatcyq6adXNKeLiiPlyfvDktuaFm35APbYxgVYQSTm3qWG3qaF3GcF1mb1UGviCuOiEkN9QzM9A91c8tN8Q3K9CrIDygIi68JiGKWV+xrhQc722+enTw8tnjN6++f/P6x1dn/x9rdxnciJkljDpffXvvt5N03G1mZrbMzMzMzCRZtsCSBWaSbVmyZUbJtizLzMzMzLJMzZBOMslMJju7e3+o4/F0T+bO3rpVp7rakn4/dc55z3veq9vLq8Pl5ZPF2b2xoZ3Brv3h/u3+7rWe7r2h/s3uti1681Z740Zr3Tq5ZrW+YrmGsFRRMkcsnCzNGy7EdmbCyEhgDSS6PCmkDBRMAgbjY3xzQ12x/vZp3rZgV7NIW/1Acy1rNUlTZVF9OSGAJI+yOLe8KKe8KKe8OI+CON8/rH0e8hSWKf+f85SH0oYFB6vAYVVDj1OVh8KHj/uZqBC3IC+bINfXEgJPJfm/1VeRiPBxSAOFI0DhqUmR8KQYeHICEp6MQadmZmGyszBZmeisTHR2FiYnG5uTjc1iwfFbZGagMjNQrN9kZaKz0hFZ6fCsdEQmFpaBgWNRKVgkBIMEo+BgNCIJm5qMhgExcDAaBoQlxiSEBwR52AW52jib6VpoK1toKxuoSLP2/qvKCKtICylLCWspSdua6fl7OPi6OTiYG7ha63+1ubHW39dDa23pbKfSW2k0CpVGppHrKU01Lc1N7f+vpjzM0X65TXJ0cmV0cumxKY/fS3587sMKlimPeyubu5fb+1c7B1e7h8zPTNk9uvjMlNzylAioaSxKLxyuEp6qFAhWDIdpRcD0gpK0AoCAILBaULKSL0g6ACLrD5MLgaskZBilE71IlOSG9qy61vzmNmJza0VjW3kjFd9Ay2vsTG/sRTb2J9UPhtUN+VX3+pR1uOHIdjl1FjnVZtlVpvl11tgyIwROG16gDcpQiUbIANMVUaX6qSW6qHKj3AY7Is27biC0cTCypieE1OFf1xfWNBDWPBjeNBBKHgpvHYugDIU29PnU9rpX9bpU93s1jYa0TMW1zCS3z6d1r+SO7JDGdmum95tnD9pm96hja+T+2bqu0QpqL6lrqGl4qmthbebw9OT5q/fvPvzl7fv/ePP2v16/+a9Xr//64uUvz1/+fP/ih7vn3794/ubVNeNsZ3m6l1qIAntZ6JipiNqoi9triDtpijlpijlqiDqoi9ioiVipCJkrC5kpCZqrCVmo8DtoCLpo8oeaSRfHuwyRULMtJUsd1bvD1N0x+mp381J71XJr+Xg5thUVRUzwJCZ4ExJ88Qm++bHeyEDnGEczPzMdTwNNN10NXxN9byPdEAuTaAfLeGf7fFDMSEv97sLE1dHu1enp9dXNDfP++oL5/JJxtrZ2ujC92dex0d12Mt6/3UdfbG89HBnY7mrZpZN3aE1brfVb5NqNpuqNuvL12rKlipKF8sJpfM5QAaYzE9aaBmpCxDWmxtYkhZXF+uNC3bMCHDE+9hB3i1hbgyAzDRddBTsNGWMlMVaeoijOrSLFpyoroCYroiojrCwlqCDOJy3CwxqlZc3R/v9ylvyU7eunbF8/mML6/WNQHsTh4nzKzfWUi/2JmCC3KN8zEd6n0kKcYjxPAFKC/s7m0NhAWEJYGjgGA03AwEEoOBiNTMGkwbIy0elYJAadmo5FZmdhcnPSs7Mwv2tKVlpWOpwVmVhYBgaajoZg05IxSDAqFYRBgrGpSWgYEA0DoqCJkPiIuFAf1lS+naGGMUDOGCCnoyCuKM6nJMGvKiOsKiPMMsXOXD/A09HH1d7WTM/FRv+rleXFkeFBWmtLG7mZRqG2k9taG1rJ9RRKPbWxoa2LPjo0stA3MNs1MNM3stQzMv/QT3kw5fc21P5zU37ba32wsHLwAMra1hmrsfJQAW3sXGzvM/aOrncOLlmxe8jYPbrYO77cO77cO7raP745Or+aWRnNKEqISDaOQ+pGp6olZxlEp2pEwbSjoAYxcKM4hFEsQj8KphkKVQ6AyHuCpPzAcrEYfWSRS35FOKEOUtmU0UApqieX1FKKalvy6miYejqsphNY0xNR0+9X2edCpDuWUG0LKZbZ9cbYSt20Ms3cWhM0URtSoAzKko/HSEUjxWLTpBIz5JMLVOClmtm15gSqWxnNq6zNs7LDt2kgrG0shjwQXt8TWN/jTxkKpo6HUoYD63o86/o8SF2OFT3uzWOh7XPAtjkIdQ7ZsZg1tEMc26+eOmyaOSDP7rVM71CGFmu7xki9Y3VDU20T871LGzPHFycvXn94+/6XV29+efX6r6/f/OfrN//5+s1/vHrzy4tXf7x/8cOL529uzo6PNuZHO5rTkyNdjFQtARIO2tJWKkIPoNipCVmrClupCFmoCFqoCFppiNppirpqi3poCUaayxJAHqNV2HlKyUJ75e4w7XCyd2OAutbVvN5RO11TSMtOLk30IwD9CUnBBHBYYWJwWrBHjKOFr4m+t5Gep6Gur6lhkJVZuJ1VnKsDKjy4BA6e66XtLE5fHR9cn59fXTJvmPf3V7e3p2eny/NH06O7A/TN7pbN7patHupWb+d2T8dOV8tOR/N2e+NmS91GU+VaA2m9tmy9tmyrvmylsni2NHcMhxnOT+vPRfRmw3uyYLS0hOaUiMrYgKIQ9yx/Z5SPXYqrZYKzaYCZpqueooWahKGSsIGymIG6pAFAWl9NSkNBXE1WhLVPn7Xg+tM1QmFeMUFuIX4Ofp6nj5dCskx5cOHhDPghAfnsnPiz2ufh9w9py9+3b58J8HIIcD8V4X0qxs8uzvdUQuCpsiS/nqp0uK8zLCEsMxWEhSWiIYmZaSnZaCgGkZKVjsjEpmZiU7PSETmZaXnZaFZkZyCz0hEZGDgWBcWkQbAoaAYGnolNzcTC0jHJGFRSGiIxDZ6AhMUjYfFp8AQMPBEFjUelxGGgCelwIColLiUuNC7Ux9/J0s/Rwt5I0xggZ6KuYKAioyotpCotxLrvoyojrqUka2Oq7+fu6OlkY2mk5Wyt99XqytLoyFBHWyuVQqa30uittPbm9rZmaktDe1MjtYs+Ojy6+GDK4x7tZxskPzPltyJo6fdqn98u/nwCheXI6ubp42btgym7h8y/gfL3puwdXR+eMWZWRrNKEmJg5kCMYTxKC5prHJemHYfUj0eaAtFWSVgrENY0Pk0vEqERCFF0T5R0i5UIhqgnZ9tllgaWVINJjeiGlsJ6Mq62Ja+2NbOmHV7dnljREU6i+1b2epB6HAh0m5J2y8IW09wm/YxqbVQ5AEVUhRYqALMk47Di0UjhCLhQFEIkFiMRg5UE5Sqgy/VKyPYkmgeJ6llF823oCW7sCqqm+1bSPGu7vMlDAa2jQU0D3lVdLqQuZ0KHA6nbvXEsrHUusW0O0jaHpC1m9KwVDWwSR7arRndqp/aapnebxtbqemcq+ibrRmao08t9q9uzp4yTF2/ev/3wp1dv/vTq9a//0JTr06PD9dnh9npMUriTgbK5qoithoSFkgDLFHuA8GemWANE7DREWKZEmckSgR7jVdg5cvFCe+XuGP14dmhnrHtjgLreTZ6sw1PzUnHxAUWg4NKUSAI0tggckxkdkuLnGevqmODhFu/lmeTvBwsNQUWEZcXHlqOQ5OLCpeG+/ZWFq+PDq/OLq0vmPfPu/uLqen9/f2p0b7hru6tlg9a4QWvc6Ghep7etdbTudLXs0sksUzabq9YbK9YbSBt1xM064kpl8RwhZ7IofbQQPZyfNpCT2p8J60AmtECiauKC8OFe+UFuaG+7ZBeLeHujABMNdwNlWy1ZS3UpMw0ZEw1pA1VJLUVR1uGFgjifnCgPq/B52J8iws/527MbnzZa8/P83XTJAyIPp8X/iincXM9+zxQ+7mf8XM/4udiEedhE+Z6J8T4T42WTF+XRkBf1cbKIDnRPigpMCPONC/EGRgaAY0KB0cHJidFgYHQyKAYCjoOlJMBSEqDJ8RBwXFoqGAlPSoUCWR/CUhJSoUAEDISAJabC4mCQGGhKNBQcBQVHwZKjYcnRKQlh4LiQpOggcExwcmwIOCY4IdwvNtjLy9bUy9bEzlDDVEPBXEvZUFUWICsCkBVRlhJmmaKtLGdnbsi6kWxuoOFoqffV2ury6MgQndrW3kLpotK72zs7Wzs7WunUZnpzU3t359jw6GL/4Fz34GzfyFLn4Ezf0N8atF8uu/57UFZY/ZR/2KNlrc5/PDv7cK780E9htWkfTPkEyiHjEygsUw6YR2eXs8ujuaXARIQ1JMsMhNFNzTdNwholYUzBGBtYliMyzxWR5wDJtABiDEPgas4xkjZBQq6R0hFQI0SeV0F5HLEOUU/Jq6fk1bRkVrcgK9tApLYwItWH0O5S3uVM7LYr7bQq6bAopprlUwyy6nUwVeopRTKJuWLxGSKxGJFolFB4qkAEQjgGLR6BEEzIkEQRtEopdrVdvo3d/k09QeS+kNp2n4pWt3KKUxXdrbHfq2nIq6bXiUCzJnY4EDqcK7p9msYiW2dB1Dk4dT6NtpDZuZzXu4YfWCcObpBGNyvHt2tH1qr75yoGpuvGF9rn1wc2DxbOmacv3755++GnV29+fv32L2/e/pUVD6Y8v3/NPN0/WJsZotahQWGO+kqmykLWADFTeV4HdREHdSF7gKCdmoC1mqCVqsBvpog5AMTctEQ9NQWjzWTLgB4Tldh5cvEirWpvrOtkYfxgZnh3rG9zsGOaUkUnZBPhCSQ0uC4b2ZiHrsvBVmLT8Eh4ERxWjkknZWTW5uWTS/BtxLLOquqx1palgb7t2anjzfXL42PG6SWTcXvPvLs5PTtfX98c6tnsbd3saNpsr9ug1m5SG9bam9fam3e6KDv0xu32+o3WmnVy1UZT5UZj+XpD2XotYaW6aKEsb7Y0e6oYO16IGsqBD2RCutEgKjy2ARhCivYpCnFP97WDuJjF2+kHGKt5Gag46yraactZa8qZqknqyAupSfGpSAkoSwmyRkJlxfge+ilCvOyCPM9+e3aDjYeTjcXKgylfTqB8dtbz2JSHeHDn90zh5WDj53giyMUmwvtUlOepCPcTSQF2RQl+FSlBfTVZMx1lIw15PVVpQ3U5Y01FfYCcgaaSvpaqoQ7AWE/DRF/TWE/DSFfdUAdgYaxrZqhtaqBlrKfB+srUQMvMUNtYH2CsDzDSUzPUVTXUVTXSUzPVA5jqAayNtC0NNM311M10AeY6n8JCT83FXN/VwsBGX91cS9laD2AMkAfIiAFkxFRlxFWkxVSkxXRU5B0sTP3cnF1trYy0VRwt9T7VPqw8pYtK76F1dVO7u9q7aZQuCrmDZQpr5o1lCquf8rjweVid/9iUL+dTPjtLZl3/WVw9fMhQ/uGgyoMpfwPl6IoFyv4JY/+EsX94zTIljwBKQtnBcy1BGF1ojlFKpmlKhgU00wGZ55Ze7JNR4pVW4ADJNg9H6DhFS5l4cVv4CHjHqIHQDlklEfhqWHUTtqY5vboFVd0KJbVGl7X6l7a54tsdiHRHQqc9ocuW0GVd2mFZ3G6aR9bPrNeCFMuA8sWB2aLAbPGEDPEYtHA0Siw+XSIOLZaSJ5tXaVRLd+8YDe+eiKWPxrQPRTZ2+lW2uhCabcva7Kq6HSp6bIl082KqWXmXa1WvX8NIOHUWRF9G0FfQHUvpHYtZPWuF/Zv4gQ1C7wq+fwU/uFo2sETomSkdnK2ZXGpb2hraOV68vD19/eHN+48/vXn/85t3v7559+vbd//55t2vr9/++cWrP96//Pj8/vX12cHB2tQQtQ6dFOJooGiqLGQNEDFV4LYHCLLiM1Ns1MQcAWKeWmI+WkJxZnIVQI/JSvRic/EyvWZvrOtkaeJwYWJ/Zmx3ani5nzraUt1RUdxdRxwm1462No60NA2Tm4fILSMtbaOttEla12zvwNLQ6OroxObk1NHS8uX29snGxsXB3uXx6eXJBZNx++L6/urw6Ghhbq2XvtXJ4qN2u71+q71xo5280U7e6Wje7mjYotatt1Svk6tWmyrWm8rXG8pWaktWqouWKgsXyvLmCFlTxdixfORQNmwwC9qFApKTI6rjA/DhXtmBTgh3K5CTcZStfoiFlpexmrOuoo2GnJmqJOtQWUtRXF1e7FP5IyHAaqmIC3CwTOHnecrKUx7Kn8eDsI/HZP8VUB76KazzoH9oCh/nU5YponwcYrzPRLjZxHifyQhzyYvyaClKmGgpmmgpmqjLm6jLG6nJ6ilJ6qjI6qgp6AIUH0JfQ9lAU0VPXUkXoKijpqCtKs8KHTUFHTUFNSVJNSVJVUUJVUUJFQVxFQVxNXlxNflPWyCVJIUUxAXkhHllhXjkRfgUxQScTHWdzfSs9QCWOqq2BhpGanIqksKqUiKqMuJKkiJKkiK6qgqOlmY+Lo4OFqa6AEVHC/2vlhbnhwb7qRRya3MTvZXW3d7JMoXe2sMyZWRsaXB4oXd4vn90+bEpn1U9j+/7PNp0vfp7M2+/ZworSdnYudjYufjSlL2jK5Ypn0A5YRwe37JMyScmpWAdU/OsElHaIKxOSqYpGGuRkm6PyHXNKPHNKvXBFDnD82yiUAbO0XKG7lyGrtxOwXJREHN0fhCOlFRei6hsRFZRUitbQOWtoYQWdzzVFk+zKaXZl9KdCJ2OZd2OZT32eLplQYthTpNuKkEhpUgaXCiVlC+dlCMdny4Wh5UEZkhBc+UziBokij11KGhoLnFsKWVwJql7LK65y5/YZJtXaZRfZ1hMMSqmGhS165XQzOqH/VsmYumLKf3rmIGtrP6t3N6NfPpqbvcGrm+rtH+D0L1c1DVf0L1Q2D1X0DlV0DdFGl8kL271bx/PXdwcvXr/8sMPP73/+Ke37//y9v1f3r7/j7fv//L67Z9evP7h/uWH589f3pwfHm3MjNAasMlhzkas2kfMQpmPBYqDupCDupCturANQMhSVcBSWdBOVcwZIO6tLe6vLZJoLl8F9Jyqwiw2F6921e2Odx0tTh4sTu0vzRwtzxzMj29NDi4Oda+M929Nj23PTm3NTG/Pzu7NrxwurW9OLe7OrR4sbx2ubB+tbZ1u7l7sHl4dHjGPjq9PThknFxfHlzeXt8+Zd4y9g/3pqdWuti168w6tbpdWs0Ot3aLWbbU3bdCattobN9vr1ttqVluqVsmk1aby1aby9abylXr8Sm3JSnXhckX+YnnuXGnmJA49moeYxKEGsyDtqXENSaGk2IDicM8sf+c0b1uop02Cs2mIla6HoYq9pqwlQNJMWcJYWVJbSeKhpSInzs96ilBcgOPxfMrDkjcBXo7PVkM+/vNx1fOZKQ98PP7292ofAc5vhbifivFzivFzivA+FeN9JiXIpSEvZqaj4mFtFOhiHeZhG+5pF+JmHeBkGeTuGOTpFOjhGODu4O9mH+jhGObrFh3kHerjGuLtEuLtEuzlHOTpFOTpFOzlHOzl7Ovm4O3m4OVq7+lix9r26O5g5WZvaW9m6GBu5GhmZG9iYG2gY66jYaatbqql6mphwDLFSlfNRl9TX1lWUUxASVxQRVpMUUJYWVLcAKDqZGXu6WhnY2KopSJnb6H31dLi/EB/bxu5mdLYQKNQu6j0rrauB1O66KMjY0vDo0sDY0sDYytdQ7MDIwtfJikjE8tfmvL4vs+Xs/m/V/s8TKZ8ZsonTY6u9o6uHkA5OL1imTKzNFJYngzLdEkrsE9EaSekaYHQxglI4wSERTLGAVXgkV7sjSp0hOZYR6WZuMQoG3sI6Dtx2/hKBcbrQdO9ckpj8JXJZbUQUnMKiRxHIPuXkO2LWsyK2kyL2+yKqQ6ldKeybueybkc83bqAYpTdqMMyJalA8jdTJOLTpUCZskicSmG1UWOnR+94xPhC0uQSZHQG3DsWU9/mXkAyRuJU0vCKGVWqWY2qea3qJXRTykR41yJsZCdr7KBg4qhk7BA/uIfv2SyirxT2bJT0ruE7Fgpo0zm06SzaVGb7WFbHCG5wunZqmbqyM3J4vnn36ubdx+8/fP/ndx/+8u7Dr+8+/Pr2/S+v3/304vXH+5fvnj9/fnO+f7QxM9pRn54S7mqiaqUh6qAtaa32CRRHDWEnTRF7TVE7DRFrgJC1mqCjmoS7umSAtmSwrjjIUrEmyXuuOn2Zgl/vadiZ7D5cmj5YnT9aXzzbXmXsrl5sLx+tLx5trpxsbZxub51u75xt71/unVwdXJxtHjH2z68PrxgHF4yDC+bxxfXJJePk7Pbs8uaCcXXGuDi+vL64ub+6vdrZ35uaXGonr7c3bLfV7LRWblEq1yhV66316+2Nm9SGDWrtelvNWmv1GqVilUxaayatNZPWGgkr9fjlWtwnVspyZvEZkzj0LD59tADRgwVTEXGNKVGVicHFkb45oe5pvo4p7lZRdkZ+JupOWvI2AClLFUlTFSktOdGHHu3DWbK0CM/jXQePZ/M/uxP4wAprT+3vJSlfnvj8nimCPByCXGysPEVcgEuUj0Ocj11KkEuKn1NNRthCW9nD2ijY1SrCyz7ayyHS2yku0DMu2Dc+xC8u2Dc2yCch1D85OhSeEAWKCHoIYHggKxLCA+LCA2PCA6PDAqJC/aOCfSMCvcP8PUP9PCIDvCMDvKP8vSP9vMK83QNcHb0dbNxtLDxtzFzM9S11VC20Vax01XUUpOSEeZUlhJQkRRQlhAGy0qbami42lh4OttbGBroARTtz/a+WlxYGB/oeTOls6/jSlJGx5aGJlaGJte7hOZYpn93u+cyUR29xrP2TO4T/sEf7MOrGYuVLU/aPmQ+gsEw5PL2YWRopqoAgcz3SS1ySsHpAtE4sXDcyRSc8ST8Wag7JcEjLd0vNtU/OsApPNXaJVjH1EjZw5jX3EPUK10xMdcIWhhWVJxKqk8oaE4lN4UUNbvn1ZjkNOrnNegVkq8IWx2KqE4HuQuh0LG63zm3ST6/RhOLlkwqlgLmSwFzJxBypuExJYJZsSq4iCqeKrzNr6/Xtn4wamwNOzCePT4P7RmNqW1xziHrQXFkoThpZLoOuls0gKxV2GFKmovpWMJMHuOlTwsxp+cx55dhxef8OvnMV17NR0rteTJ3Lpoyim4ZTGwdg9d3wpi5sxyB+cLpueqVz82CBcXf2+v279x9/ev/xl/ff/fr+u1/fffjL63c/vXzzPcuU67O9w/XpEVodyxRrTTEnXWlbdWEWKM5aoi7aYo7aog5aIrYaIjYAIWeApKeGVLCudLieJMRGpSHZd74mY6WldKO3cXeq52R17mx79Xxv8+po+/pk9+Z0j3lyeHlyyDg6uDo6vj65vDlh3pwwr4+Z14dXzy/uX1y+vDm/vTm/vbu6v7u6v75g3lww7hhM5vnV+SmDeX59x7hh7u0dzE4utTdtUGt3Wiu3KGXrTcTVpvI1Ss1GW8NmR9MGrX6dVrPWXr3eVrXeVrXRVrHRVrFGLltrJKzUFa3W4FYqC5ZJefOErFl8xiw+fbIYPZKH6M+GdmaAKYj4CmBYUYxfepAbOtAF5uOY6GoZaqXvaajmqClnBZDRV5bSVJRQlRFm9VNkRHnlxPnlJQRYuw7ERXhZuw5Ymwoe+im8PBx8vJwP+655uNn5+bhYpvwTUL6cc/vSFCFeTtZifWGeZ2L8nKJ8HOJ8nFKCXGLcT6UFOdQkBQxVZWz1VT0t9IIcTMLdbOL8PYCh/ilRIZDoUNa/iIQodFIcPC7iccBiw6ExYSkxYaCYsMSYiKSYyKSYSFB0RGJkWEJYSHxocGJ4aFxIUGxQQEygf3SAX7iPV4Crs5e9tbedhbOZnrmWqqmGsrmWqpachJwwv5q0uKKEsLKUqLaSgo2RgYeDrYeDra2pkZG2mqOV0Vcry4us2ofS2NBOodLbOjqpXV3t3bS2HnIzjU4fGRlbGplYGZ5cHZ5c7x2efzDl8QWf3zPln+w6+L2z5AdTHlj5zZRr1inP/jFz/5h5cHL9KY5uDo4vZpYmiivSMAVB2QRfSKYFGGsamaIVkqgZGKcZDjIEoaxhWfbQLCsQ1jQUYuAepWLhLWrkzGfuKuwWpBqTYpOWG1BIjMVXxRMbzL22qwAAIABJREFU40obQgprnLMqjTKrtDKqtXMbrPKaHHCtTniaE77DsbDVIqteD12pkVIsD8yXic+RTMiVSsyRSsgWB+VJwYrk0wqVCA0WbQP+A1NRI3Px4/OJI3PxfRMRdTTnvAptaKEUpEQCQZJGVkuiG2Vy23Sbx6N7l9KnDkvnTsvnzqvmLmqmTiqGd/F9G4WD28X9G4XUmYzGIXhNdwqpPYlIAVW3ISld+V3DlSMz1KXN8RPm4fO3L99+/PHd9396//GX9x9/effdn9+8/+PrN9+9ePn2xfM75vHO4erkcHstNjnsN1MkbdUF7TSEnDRFXLTFXHXEXbTFnLVE7TVF7QHCLuoSXpqSIfqyEfpSUFvVBoj/XF3mchthvbd5d7r/bHPx8mjn6viAcXp4c37IPD++vWEyGdeX5wzGxfXN1fNb5qs7xsvr8/uLo5ubi5e3l6+uTm8vz25vrl5eM58zLq6vLpk3zFvG5c3ZKYNxcX3LuGHs7R3OTS3Tmrdo9bttVduUsvWm0tVm4npL7VZ741Zn/VZn7Sa9aqOjcpNWsUmr2Gqv2KZVrlOIq82lK3VFy7W41apPqco8IWuqBDNVgpkoRk8Uo0cKEN3pSQ0p4WWxvqWxfoT4IEJicGFMACbIPdHZIthcx9NQzVZbwVRdVk9RTF1aSFGcV16MV0GcT1FKQEaUV1KUR0KY99OzYTzP+Lme8XCy8XI+4+Hm5OPlFOTlEuTjZKUVApzfivKwi3BxCHA85WFn42B/+uwZGxsHOxvnU3b2pw/HzA/i/BNTBHme8XM84WP/RpCLTYSXXYSXXYyfU0qQR1KAU4z3mTgvm4wQB0BK0EhVxsFI3cvGOMrXFRjqC4sNRSZGIhIiEAkRacAoDDgWnRSDAcdjwPEocDwKnJiWlIAExacCE1LiYyAJsdDEOBgwHgaMhybGQeJiUmKjkUlAaHwsOCoiKTI8OToSFBESGxQQ5u3uY2/ubKpjpq5oDJA31VDUlBVXEOVXl5dSkhRRkRU3AKjam5t4Ozt4OtrZm5uY6+u421l+tbm6Mjb0aT6lrbmV3EShkKkdtO6Ojv6OrsHu3sm+odmhsaXB8eX+0eXe4fnB0cWhkYWhkYXh0UVWjIwtjYwtjU2sjE2sjE+ujk+uTkytTU6vT81sTM18YoW1j/bxQqbPXiB82O3GcoQ1QbtzwNw9vN47utk7utk/vt0/vtk/vj04uT04uT08vTs8vTs8vd8/vDs+u52YnSyvxeXik7Lxkah8L1iWYwLCPChe0yNU0TdKLTJZLx5hlIA0iEfoByequofIWrjyGTtw23iIB0Zpg5GO6FxfQk18aU1UaW14cbV/bpkjBm+KKTXIIBmhykzTq63ymu2KqQ74Dsciqk0e2TS70QRdpQ8uUonJko7NlgDmSyTmCwELBZKLRLAEZVyVQR3NsWsyeGw1dnw9pm8hhDrpWdZunNcAQFXIwsvEIUTR5DJheI14Jlm7YTimbyV3/rRq+bJu6aJ28bxm5qh8ZDu/cyGNPo+kzyHap5CNA7CyFiCuNq64BlRNwdRTc8hd+M7hhtm10ePro+cfXr/+4fu3P/788adfv//jr+8//un9+58+vP/x3duPb148vznePVmb7qNUoEBBXpbq1lriNlqiDjqiLnoSbnrirrpirtqizhoiTurCTgAhJ4CQi7qYp5Z4oJ5ksL4YzBnQigldJucvtOBX+pt350fO9zYvTg4vT08Yl+d3zMu7m9v7+3fMm/eXV2/OL19dXr1hMN8xr95dMd7e3Lw/P39xenp/dfXm9vYDk/mayXx9e/uGcXV7cnF1dnlzcnl9dMq4uGBcHu7vzk0u05uWWyuWGorXGoo3m0s3ycR1ctVqS8VeX91WV/kGnbhBJ252lm12lu10le91kZYa85ebcGsNuLWG4vWaopXKguXygsWynEVSzgwhY7IYPVGEnCxKHS+EjWSD+zIS2+FRrbCIelBIeYx/caRvfpg32scZ5Gjura/koiVjrSpurChkIC+oJSugLMkrJ8YtL8EnKcolzP9MkJdNgOdbEd6nIrzsIjyckqJigrx8/NxcwnzcQpxsfN/8b4mn/64mxKnI8a3UN/9H9JuvxTg4eDm5/sDG/m8cnN/w8z/l5ODgZHscjynhevYpuNnZeDie8nE+5edi4+d+ws/9RIDnWwGebwV52QR52UR4n7JOl8UFOKSEOWXFeJSlBDUUxHVUpB3MdPxcrIChPoiEcExSJCYpMiMlLhuWmAGJz4AkpENB6fBkLByCgUFSk5NhSUmpSUAECJgGTmIFMgmEACWmAhMg8VGsSImLhCZEQxMiE8KDwrxdw1xt7XVVrLWUnUy0TTUUVKQElaUEAQoSilJCirIiRtpqtmYGvq5O3s4OxtoaVgZ6Po62X22trY4PD7FMoTS3NDdTWijttI7udnp/R9dgV99k//DcwCNThkYWvwTlsSksUB5Mebzj+rEpD5o83mi9sXP+YMr2/tUXptwenNyx4vD0nhUHR/en5y+m5+eqGkoLiciCsqSMolBkrhcozTYUqOsVruwVrhwQqxacCAiMVwqIl/ePlnMLlLB247d05nf2lQqN101Oc0DnehdXRuKrIz6ZQnTBFlmhCo3TiozQ5VYZNbb5zY4l7c6lHc74Dkdcm20+2RpTZQop0U7IVUrIkwcWSicWCoOKhaB4scxy1cIq3XKKRVOvU/u4F3XSs3nYsbbfqrTDIJesjqmRQ1ZJQyskkstEoVWS6DqNqt6wzvmMqYOy2eOK2eOKuZOK6YPS4c1s2gykdRLYMgZsHkqq6gDi6mJyiFFZ+NjKZmwDtbCtt7JvvHVuc/KIeXj7/uXL7z++/fHnDz//wjLlw/sfP7z/8d2b797c39+e7J2sTfaSSWnAQE8LgLW2qK22mJ2OqLOumJOOqKu2qIuWiKumqIuGiCtA2Fld2E1LzFNXIsBAItRIHOqi3oINW6Lkz7XiF3qbt+dGLw63mRenzKvL29vr5/e39/cvLpmvLphvL5hvL6/fMW7eX91+uLr9wLh5d3X97vLqzQXj9QXj9eXli9OL+4uL55fMF1e3z08umaeMm+Orm1PGzfXNHfP8ZG9+aoHeuEqt2mglbpHxW2TCJpm4Tq5YbyUtkYtW2ou2e8r2Byo3uwhz5NyJaswYKW2ChJkgYWbKM+bLsxfLc5dIBasVuNUK3GJ57lxZ1hwxfZaAXihNmytBzOCgM/kp47ngkWxwLzqhDRbTlBxZAwwvCfdL93NOcTOPs9cNMlXz0FOw1ZIxA0joKAqryPDLS/LKiHKLCnII83967VSM95koDzvXN094v2XjefKNyLNvtaSEvEw0o+2NY20NYsz1PABy2rxcIn/4d162pzwCgt8ICv4vdnY2rn/VFN5/ZMoDK6z/CPM/ExXkkBDhlpMSVFEQ11KR0laRNNdV8rY3jvZ3hkb7oYCh6cnRmZDYbDgwAw7MgCVh4RAsHJoGhyFhcAQUlpacgk5JxkBSMJAUdEoyKhmMTAIiQInQhGhoQjSLFTgwGpYYBYwMCvd1iXS3ddRXsdVWcjbVstJR0ZAXVZMVUVcUV5QVUZITNdJVt7M0DvBw9XV1MtXVsjU29HOw/Wp7fW1iZLijrfWxKR30HmpHX0fXYM/A9MDI/OD4MsuUvpGF4dGlzzQZHV8eHV9+yFAekpTp2c3p2b+9GfbZ4sjHb4M93hH5kKQ8NuX3QDk8vT84uj29uJ1ZnK1pJuCr0CVVKTmlkegC3ySUXRjQwCNE2SVQ1jVI1jVI2i1Ewj1Uwi9Szj1I0tFH1NFb3DNYITxRH4y0R2Z55OJDcKRQfHVEcVVAXpl7RoktutACWWiKKbfNqLbPb3YqaXcl0N0IdDc8zaWY6pJZa4MiWaQSjOClBrBSzRS8AqRUDlmmkF2hnl+lVVSnRyQbV9IsK+gWpA5zIs24mGqQR9bOrAdgalVSqxQg5TKQchlYuWoJ1Ys8ljK0mT++i5/YK508wI9tF/SvYlvHExsHo2t6Iqo6I8sokXmkEAwuOC0vlNSAJdNLe8aaJxb7lvcWjq9Pb969evHx+zc//PT+j3/5+ONf3n338/t3P7x/98Pb1x9e393dne4fr070NJcjEvw9LQA2OmJ2OuL2umKO2iKO2iIuWiIPpripi7hoiHjoSPgYSAcbS0eYSsHdNNsyIpZbCubbShf7yDvzY4zj3duri7vb6/u7mxe3N7fXNxeXN5fMF8zb16xXyq5uXl3dvGLevr6+fnX//M3zF2+vb15cMe4YV3c31y+ub57f3b+4YF6fMq5PLplnjOv7+xd3F2d781NztPq19uotavk2pXS7qXSzmbBFIW20Vay2EldaSpfIJdO1eT1FqfXIKFJSYAU4CBfpVhztQYrzawRHdCCBw9lpc0XZS2X5c4Ss+fLsRVLWIiljiYheKE1bLEUuEdIWS9Pm8aipQsRgNqwnA9KBSWmGJpASw4ti/NJDnZPczcNsdN1N1Ky1ZfVVxNTkBOUleaXFeSREuMWEPr3OIc7HLs7zTJKLXY6HQ0NMwFUPkBbq0ZAB7ipAdGYmN0GiCdH+0Sa6GjzPBJ/8H2F+Hh4hgX97+s1Trmf/I1N4ub7l5fqGj/sJK/h5vmUF60N+nm8FeNmEBdglxXgV5UQByhIAeREdZUkLHUV3a/0IL1tIlC8WHJUNi89JBWWmgjLh4PRUaHoqDI1IRSOQaAQSC4NnwGGsSIdBMZAUVHJSGhgES4yBA2NhiTGwxJhUUAwiKTYpOiQqwD3Kw85RX8VaU8HJRNNaV1VHWVJdXkxVTkRJTlRZXsxEX9PJ1jzY28PPzdlcX8fR3DTQ2eGrnY31ydEROrWNSiG3kFsfTGmj9dK7h3oHZ4bGFgfHlwfGllimjIwtf6bJ6Pjy2MQKS5PPQZn7/BWOx6Z8lqE8PFf62JSHJOVLUI7Onh+d3R8c3ZycM6cXpmrJpaXVyNLalLyySEyhHxBpExyv6xIgb+claect7ugn6REq5xejFJaoFhCt5BUq5xEk7xuuFpFoBEY6IjI9MwoD8wlhxZXhRZXB+WXeuUSP7FKndLwdluSYWeOU1+Rc3OZOoHsQOz2JdG8i3Q9H8cZRfIta/ArJHjkN9thqE1SlDqZCI6dSI69So6BaC1evXdKkV0IxKGkxLmkxzmvSy2nQyarXSa/TQlerwytUIGWKKQS1zFq76t6Y7iXs8FbB6A5udAc3sJbRMQtvGIiq6gopaw8ktoWWNkbkkcLSi8PQBZHV5LyO/tqJxb7l7Zmtk+2zW8btu7cvv//x9cef3/34y3c//PL2w0/v3n7/7u3HN6/ev767uzvbPVoZ72wgwON83c1UrbVFWabYawrZawo5aQg5awq7aIi4aoq6a4h6aIp56Un5GcmGmclFW8giPXXas6JW23ALVMLqUNv+0uTl0c715dntFeP+mnHHvLy+PGNcXDKZN9fXt9fXtwwG8+KCcXl5xWAwLy8vb29vn9/dX18xry4ZN8zrG+Y168Ora+YF8/r4nHF4enF9fX17fnowN7XU0bhOq9lqIW40FW814nfJxE1y+UoTYZNaOVqWRUYnEoFBeeHumUFOuCivCnBoGzapHZNEQyd1olN60JD+dPhwBmIoK3W2NHOelLlUkblIymDlKQt4xBIhbbYIPleEnClKG8tHjOQhhvPTejPgrWmgMlBwbrQnxNs6wk7f3UTNSktOR1FUWVpAXoJPSoyb9dQxa2BfnI9dgvtbJe6natxPXDTk8qL9OvIg9JykDnRMb3pcHypuKBNcDwqLMtUB8LHzP/k3bo5vuPnYPwPlXzTlIR5w4eH8mhW8XN/w83wrKsQpIymgLC+mD5AzAMgaq8uYays4mWgGu1qAw30wSZHY5NhMaGJWanIWEpqJhGORcAwSgUEiMhDwLEQqKzLgMCwUwjIlFRSHSIpPBcWlguKQ4DgkOA4cExod6BHhZmOvq2SpLmdvCLDSUdFRlgTIiSpKCSjKiijKipjoa7rYW4b4ePq5OVsY6LpYWYS6u3y1u7kxNTbaRWuntba0tVDJ5BZW7dPa3kPvHmItmh2aWGGZ0j+6ODK2/JiSh3hc8nzSZG5rZm7r4e3BxxvzP8tT/p6Vy609xuNmyuMk5e9BeX50dn98dn16yZheHK+llBBqEYS65PzyKEyhDyjNPihOz8FH1spN3MZD0jVQITBOMxpiEA8ziEzSCohW8Q5V8osAsExBZvlk4kIKy6JKKmNwpNB8YmAhyR9X4ZdH8s6p9sitcy9sdi9p9STSvMvpvhVdgRWdoRWdEbW9iY2D4IYBYGVXBL7NK7fBJqPKMLdKI79arbBeA1evjavXzq/Xya3Tya3Tw1ZqZlTrZtQYpNcaYaoNUBX6iDIdWKk2gmhKoAXSZlMH1rOH1vMG13Lps2lNw8ByWhC+xbek0RffGFRcF55fEZlDiM0lgCn08qHJzpWd+b3T3aOrM8aL5/cfPr76/ufXH//87sdfv/vh1y9NOVgapdWWpER5upooP9Q+dhqCdhqCThpCThpCj03x1pcKNJaJNJeNtZJH++jTc2NX2/GLtPKtcfrB8tTF4Tbj/Oj68uz+mvH8+vLu6vzm6uyWeX5zdXbNOL26OL66OGZenlwzThnnR8zLk6uL44vTg4vTg8uzw7PjvcO9zcvTI8bl6dU18/Ts4uDw+PqKeXdxdrw0vdHbut3VsN1attlYuNNUskcpW2/Ez1bkd2XBiXEhKA87pIdtTrBHWWIYNQM2SsxbaSxbayxjDdSuV+FXy3ArpQWLpTkL5dlLVTmr1TnLlVmLBNRcCWK+BLFYmjaVD5vFIaZxyLF8xGg+cqQANZCTSsOCy0DBOVEeKV5W4bZ6bsaqlpqyWoriKtJCcuK8UmK8EsK84kKfLgGJ8T6T4vxGie1/20hwQJ0MKciogVxQGzywKc6lJc6tJcq1Jzm4HxlPivbx1VaQePIV9x++EhNi5+T49n9uyt+Ch/MJK7jYv+bm+IYVPJxPBPnYxUV4ZSUFtFWlDTXlTbQUjTXlTDRk7YwAAU7mCUHu0JjgNGBUOhTEMgWDgKFS4Wg4/MGUzFT4Y1OQ4IS05EQkOAGRFJ+WHJ+WHJ8cGxYT5BnhZsPKU1im6KpIAeRE5cR55aQE5aWFjPU0XB2sQn29fFwczfS0Xa0twzxcv9rZWJ8aG+2hd3S2U2nUjpaWNgqZSm3vbKF207uHBkbmRydXHpsyOr7yWBNWyTM+ufolKLPz27Pzf3vT55+Y8lme8mXh81m98xsoz4/P784ZtxfXl9OLw9XNhfhqWGltUi4xDF3gnYiw9Y/WtvOStXSVcPRV8InQiEo2SULbgJBmsRCD4FgN71Alr2DV4Bj9BKgdDOuRXhBUQIwuqYwrIIbnEYKLKsKKK8PyK/wL6n0KGr1wZI/iFo9SqmdZhx+pM6iiM7y+H0QehreNp7WOI5qGkqt7okpaPbNrTfOqNQvq1HAN6rgGzZwazQwSAE1UTytVRxK0MCR9bKUxpsIERTJDV5inlZvCS42hxcZFLX6U8WT6PKZrPoM+i6WMwqu74/PrvHNrPAuqfXA1wYVVkXnlMYUVyfhqTM9w2+zy5M7x9gnj7Pzu9vrVm+cffnz58U9vvv/1/R//8+OP//Fb7fP929fvXt/d3Z7u7C0Mt1YWgsJcnQwVLDWFbbREbbVFPjPFRUPEXUPUXUPUS08ywEg6ykIuzloB42vQlR+/3kFY6iBtT3QerEyc721enhxcX5w8v758eX3+gnH8/OrwjrF3c7Fzc7Fze7l7e7l7fb59dbp5dbp5drBytLNwuD2/uzaztTKxvTK1uzl3sL16frLPZDIuLi7Ozs7ubm5vT4+3JocW2us3Omp3qaRdSskeuXS/lbhWWzReklEQ6AGztwBbGWcHeNRDE+k5qBFC/lxt6Uxl8UIVfrWOsNNI2m8iHTVXHDdVHDaVrdfi1usLN+ry12tylyvSl4joJQJqiYCaxSEWSlDzeMxUIWI0L3U4N7U/E0LDAKtSQgtjveB+NlEOht6m6ra6inqq0gAFMXkJAWlxPtZNQglBTkkBTgledjmub/S4/g1kolwZ40FO9qdCfAfSQoaRQT0gjzof02pvU0qUBzU5DOtpaSDCJvjvX4lw/Ts3xzf/Q1OePqbkwZHHpnBzfMPHzSbEzyEmzKUgya+rJm1lALA11rTWV7ExUPWw0g9xs44P8kyODEAAY9AQEAaSjIIkp0GhaDg8PRWWmQpnBcsUdAoYlZyEhoDQEBCLlbTkeFaewqp93Ew0HPXVnE21rHVV9VSl1eXF5CX4ZCT4ZST4jXTV3RytQ329vJzsTXW13Gysglwcv9paW50aG+3tpPfQOzo7ulpbqRQytbWtg9LW1dkzPDi6MDa1+mDKwNjS2MTqZ5qwSp5PHdnfSp7Z+e25hZ25hZ3PQHkw5csMhfVkDytJeTDl9zOU58fnL47P786vmGdXJ2OzvcTa9HxiYgEpOr3ID5bpEpFk4h6sZukiZe0m6xGsGZZoBkQ6QDNcIRi7RLhZWIKOV4iyi6+8e4BKQKReRII5GOGCzQvKL43OxUfklYbjq2IJtbGFlcH5dd65da659Y55DQ75jY6Fzc7FLV4lLf71/aDmIVjzUGrjAKRhILmuP66MFpTfaJ1dDcivVcE1qOfVqWdWAtAEABKvgSjWSi3RRZeZosstkARzZKk1uswOXWafWmIFL7bENfnX94Obh2DNQ8jmIWR9D5RETcwiemeX+eRXBuGqowrKY/OJIHwVurq5aHx2cGVz+eDs6IzJvLh7fvPqw/MPf3rx3Z/ffv/XDz/91/d//OtvPdof3r15/+b57c3J9s7cILk8LyHYyUFfzlxd0FpTxEZL+KH2cdIQclYXdlYXdlMXcVMX8dAR9zeUijSXjbNWwPoZdhUCN+jElc5KlilnuxvnR3uM08PrswPm0ebZztLp5uTR+uj+ytDB6vDh6uju4uDiRMdEf/NYb2Nfe2VXS1knhUiuxdWWZ9LIxNlR+t767Mn+JuPylMG4YDAYtzfMvZWl7vqKxmzESEXeJoWw10LYpxD2WghrtUUT+Ex8iFeWh0OOr0t9cmxvfvoALmugOHOUmLdBqd6iVG6TSTvNxN3G0r16/G4tbrcWt9tYstVQuFmXv1Gbt1Gbt1ads0rKXCJiZ4uRiwTMUilmpihtIh8+kgsfyEzpwgCbU6MIQH90kEOsk6GPmYadnpK+moy6oriStLCshJCkCJ+EILekAKe0IIcMP7sKz9dOEuxYe63KcMdSP5Myf5OeFO9pTPhQsnd3lFONu2G1j1VbYkBJiIurqojM0/8l/PTfeNj/Z6bwcLJxcT3h4nrCyfkNKzg4vmYFJ+c33Nzfsr7i4nrCw8MmwMsmKcShJi9qqqtsa6xpb6zuZKblbWsU4mYd4e0UH+SZFBkMiY+CxsfCQQlIaDIWCU9PhWXAYZmp8EepSgoGkoyFgbEwMCoFyDIFkRQLigqO8HON8rDzNNd2M9FyNdex1FbWUZZUkxWRE+eVFueTFucz0lV3d7IJ8/NmmeJhZ+PvaPfJlL6uzr6uzu7Onra2dnJzW0srjWXK0Nji2NTq8ORq/+jiY1M+A+WxKX/LUB6Z8gDKgykPr4I9aLJzcLVzcPXYlMedlM9MOT5/wTLl9PLi6GJnYLwdVw5Px4VnFAenZrsBkTa+kZp2XrIm9mI27gr+UUZxUHsI1jM12wuR5ZqMsokEGXoFq9q5S1u7SNm7y7v6qobGmiUj3dPzg7NwYQXEaGItkNQALq6JyKp0y6iyw1ZYYCvNsZXmGdWW2bWOObVutb2Jdb3g6q6kio746u74uv44Ej0ER7bLqFDJrVbKq1fLqVHPrNDEErUwRH0s0QRRYowmWqOIdvAia3iRLYrggiK4pBY7IEocCxuCqzrB1Z3Qqg5YTSeympZa3pKSWRqYWx6Kq4orrgHhSMkFRHhZbW5TW9Xs0vTG7ubh+fnZ1c3F7aubVx/v3/98/+5Pn0z58b8+mfLh4/u3796+uLs+3tqeHWgi5sQFOtjpypgBBKw0hK01hb40xRUg7AoQdtMS9TOQZJmS7m/UjQNtdpatdlXtTHYdLE+d7a6dH2ydH2ydbK/sL02uT/bM9ddPdVeOdZSNdZSNdZB6mnC1eERxRnwGNDg1wQsa4wmN84oJtA3yMk1LCmiuyjvcnDnZXWWcH10xLphM5hXjYmqovwgNSw3xasCA5moKtsj4HTJ+p5mwWl+8QMqlIRLrE8PrgRHdmfCxkpyh4qwhfPZUZeEEKX+SlDtdnr1AylmtzN2uzT9oLDxqLtptKtqsL1ivyV2vyWXJslaRtUTEThXC5/GoRTx6FoeYyodN5kHHsiH9GUmtyGgSKCAjyD7O0dDHVN1GS15XUUJFWkhVTkxeSkRKlF9SiEtakENOkENekEOd7xuwmWqhq2F5gCXB16QyyJwOcp9EhkwhQxbSIjvCnRsDHMgxfkVBzj4a0ipc/0fs6f/1PzKFl/PZZ6awNGFn/wMHx9csR3h42B6+5eF8IibEKSfOqy4vpgeQMdVWcjDR8LEzDnW3CfN0iPZzTQj2TgwLAEaGJMdFp6WAs9IQD6BkIxHZSERmKjwDDk2HQdLhyenwZDQEhAQnIMFxqaCYxIjAMB/ncFdrT3Ntd1NtZ1MtMw0FDXlRZSlBaREulinGehqeLnbh/j5eTvZmetpeDnYBTvZfrS8vTYwM93V1DvR09/cOdHR0tlDaKS3tzS10evfQ8PjSxMz66PT60MTK4Pjq8OTq2MTq4wNjVnxmyuM85bMGLeuRsC+rnkevC149TlIOT++Pz1+cXr76+/TkxcnFy5OLlyeXtyeXpxc3B4OT1JwSELYwjNWdjQQbO/nJW7vJmDtJ23uqBkabgZBuqVn+abn+2HxfeIZzNNjY1U/B2EZAz5zX1FbUzk3OO1gnLtlB6Z7wAAAgAElEQVQele2fXRReTEqoaISU1YHzyoMxeFsk3iS1xACK04HitFJLdFEEs3SSHbEttLIjrqEP3DwIqe9LKKcF5dc7pVca5tRo4po1i8n6BfV6ubVG+XXmudXW6USr9HKH9HJnLNENU+qBKfXAlHqxIrsqsLA+soySXE1DVbdjSS3o0joYrhKUhY8uICXiSEn4ajixNh1HTMeTCijtzbNLc+vbW8eXl4zb51fP316//O7u3U8vv/vLx5//++Of/vuHP/73Dz/9xx9//PPHjz+8ff3m9f317enO9uxAIyE7LtDBQV/OQkPISkPYAsBvA+C30xB01hR21hR2Agg5qgk6qwq6qAm5qQt7aQmFm0qHGUtkBBgPEWHL7aVbg007Uz2HK9Nnu2sHm8t7q3PHmwuLw/T6IhQpK74Jn9KEhzYUpzSUQAqRIXF+pt7Wyg6G0s4mcg6Gss7mSh42AAdThYQQO3pT0cHa1Mn20vnR3uXF2f39/Yv756e728sj/eiooKwon8486FJNwS6ZeN5Zt0UmbtSXzJSmj+PSBnPhvTnQ3tzUrjxkR24qNStltDy7rwg5ik9brstdq82ew6fOl8C2qjPWKzM3avO2Gwp3GnHbDYUbtXnLFZkLZVhWtjJfnDaLQ8ziEHOFsJk82EQuhJoaUQXyzQlxhHqYR9obeJiqm2rKaSiIy4nzs0JGmEuS51spzj+oiXBYyQmk2enWhjmRYz0rgqwrg23IMS59SX4TiPClDGBPQkChvQE5LrAqIdRNVVpdgE2U/f/m52Lj5HrKzvEt+2+Nlb9b7/b0yd/mU9jZuNnZeLmecnGycXJ8y8nxLQf7E/Zn3zx7+vWzp1+zPuHk+JaLk42Lk42b6yk311Nerm8FednEhNjlJfj01WXtTLSsDdXtjAD+zubAEO/YAPeEYG9IbDgkPiohMjgxMgyaGIdKBqfDoCxQMuAwDCQFC03JgEPT4ckYaBIaAsLCwOnwJERSbEJ4QLivS5iLVYiTma+1oaOxhqm6vKaCmJKkgLwEn5gQp6qihL2VSYi/Z4iPp4uNpaOlmbejfai7y1fry0tjQ4NdtPbeTnp/70BnZ3dba0dLK62RTOvoGhwaW3xsytDEyr9iyuM85XGD9vFMymNTHkDZ2rvcOWCyQHlsysnFy79PT/5myvHFyfn1fv84JROXgMzxT832iE4xDYrTcfZXsHKVNnWQtHVX9o80SYS7wTJ84Zk+mDw/GNYlEmjs7KNgYMmvZcypb85vbi/uH66XALFHZftn4cIKibGEGhC+KjGr1B+Dt4fhjMC52qAcQHK+JqxIF15kCC8yza3xLG4KIrVHVXVGl7eH4JrcM6ss0eV6WdWahY06RU2GBfVGebVmhfX2hXUuuZWuudXeOZW+meV+2FJfdIkPusQHg/fF4P2zykPyqqPxDSnlFBSJkk5swuJrULgKWC4BXEiC4sqhJZUoQnU2jpBFqMC3drQtri1t7++dMZk3L17fvPpw9+aHF9/9+c0Pf/3npjSUZsUG2P8Lpgi6qgs8mJIZaDJUBl+hETYHGrcnuw9Xps/31o82l/ZXZ47Wpma7yaRMcCEssDIzsiYnrio7tio7NgvkEeqoYacrYq8r5mgoaacn4Wwi52Gp7GAimxBi09lYtLc0cra7wjw/vmYyXrx49e7N+1e3t8zD/YHGqmo0mJYDna/K32kpP2ivWm/E77SUb9bjVipyZkoxI0VpPflwamZyIyaxHhVfAY1oRMV2ZIMGCiGjRSmTxSlLRPhmNWa5DLNckblalc2qfTZq89ZrclkV0HJZ+kIJaqEodR4Hny+AzualTOWCBzLiKLBgfJQLytcqztHQx0zTSlNBW0ni0zZJYS4Z/mdSnH+Q5fx3HXEuZxXRAh/rpmiP5jjP2ghncrxXNyx4DBW9kgtZykzuT4oodDJvjA+piA/7f2i766A28PV/9Dtz5975/c7Z3XqBAi1F2gJtcXeXGBIsWPAEi0MgCQS3AAma4BaChhDc3d21QIWWyrZbo9uzR+4f2c3htNvz/Z7vvb+ZzzAhw/Dna57n/XzEXvm2muRFqUt/Er3yn5kiIEMIyrdMEbIiLnrhhvhFuetXVRSkjDTuGqjJm2jI21vowB1sgj0csQGeuECvcD9PVKAPDhlECAuOCA2JRqNi8DhhpBJLwMUScBQ8ioQNI2HDKHgUBR8WERaIhLvBnUG+dpZCU0zUFASm3LkpclPysvJdGRtzQw8Xe3dHO5CFKdDcxAUE8LYHfzc9PtbRyuNUVzVyaltb+Fwur47TxK5tKCmv5TS0tneP9Q3Ndg/OCk3p6Zv+2pQv5sf/BOVM7/P74xsbgtdLhaYIex/BEmjyRTr7x6D8bsr2wTK3s5ycFIiLgaLJQK9gbSj8PhimYA6RNbCWsoAouPoaBOMhWIoTLgYaneCKI0P8Qo0grvcMrSS0jK/omYuZAqTgSEN0FDg21TMpyy89F5FVGJqRh4zLcotOB6AT9REU1SDyvfAEdXyaLiHdAJdiFJ1lE5fnkFYCSy9zSWSBKbkmUXTtKLpGPFMzuUQ3rcwkpdg0pcg6vcQus8yVVuJJL/enFfun5MPj6Z6xmbDYTBg1y51K907I9U/OD85gEbJLyTklcfSiOFpBTFpudHouMbOAlJEXRcujMPITadmJufn0+sa68ZmJxdWVncPDh0+fPzx5/fjFu6dvfnn5/u//asovQlOONhfmB1tLsuKCYDa2OrcFppirXvuWKQ6q4lB1cR8jWR9D6Tgv045c4iQnZ4ZfITBlb2V6Y35idaJ/dbyrp5aZSQxIQTnlx3gXxQcWxQey4oKoIXYelvctVcUs1SVsdKSstKQA+nJ2JneBBnfCvW2bKzLXp3sPNuYfH+0dHuw/ODh6/OjZyeNnJwcPRrh11amxDankvoLkmXLGCoc1W5GzUJWzUEabLUoez0/ozY6poYSmBzpHuFig7UywDmZkT0BqgH0WwrEEC+PFB/eno/rTMcP0qBEGaSw3diI/boqZPM1KmWWlzrJSZwoSJnOpY9nRYzTiWHrEWBpuNAk9mBjelxTSFO1TGOwY72GFsjOEmWlYacjrKErfkxFTkLoqL3HplugPty//P0qif7JQlPDWl2fAIWUBDkV+kEI/cFW4WyMe3hGNmEghjiVEtkeEZDkCSoL96EE+EFUFjZvXbor8KHrl/H9kyqWLv7VIFy7+cP7C9+cvfH/u/J/Pnf+XBurS5XOCJTDl+rULUmIX7twU0bwro3lX2kBFDmyqCbXUQ7o7RCB90H7uIXAYFulLRAVHhoVgEUH4YCQxPIyCw/6eqhBi8FgSNkwQ0JKwYSRsCD7EH+Ht6gUF+DtYw8GmX5hyW+qq9PUrqvflbC2MYE4QVzsQ0NwEZGHqBgF524O/m5kYb2vhVpeX1dVU87itPB6/saGFU9dUXMY+a0pH35TQlC92ygo+/3NDyu+mjIwtjYwtnd2DL8xlp+e3hAHtF6YINqQIlzBJ+RqUrb1nW/uPNnY3tx4sNbaVRFJ9wojg4AhLtwA1iLs80PWOGVhG3+qGOVjexUcfgQVhyFAM2YFIdcFG2weGWzh7q1vb3zID3rSEyAKg8kFoi4hYh+Rs/6zCYEZRWE5xeFZhcHIOPDoNjEk0D47RQZA1Qqna+DTD6CxLCsM2OhNAzbVPLHSi5oGImca4NE0CTTU6Rz2BqZdSYpRWaplWYptaBE4vdsouhzMqAvKrwxnloRksRFKubzzdO57unZjjk5znl8oMSWehaUWRWcUUelF8VmF8Rl5seh45M5+SzaRk5EVl5JLoeQk0enw+k9HErR+dGplfWdh6sHd4fHx08vLR8zfHrz+9ePe330z58LevTZkb4BVnUgPdrK215ExVxf9rUzTEfA1lfY1k4r3NuvKjJ+pzZ/gVi/3c9anBvZXpzfmxlfG+1dGObnZBZqRvBsaVFetfmoAoiQ9ixQbGBzt4WinZqElYql6z0bppqXkDoHsLYnwPaKCA9gHz2XlbcwMPt5eePNw/ODjY3j98cHT8+NGzJwdHE51t3MJsXk5Ka2ZsDyNprrpwtqpgvipvtjhthpU0yUruZcQWYHwCzDXMb4vp3bikLvq9ruQ5q1siHjq3yI4mJSgYjxrcmYzqp0UMZUeN5sRMFsRPs1KmWSkzzJQZZspsYfJUXtwUnTxBI05kECbSMOPJqNHEkB6qH5foURzqkA63JTqZ+lpp2mrJ6ylIachLKsuK3r1+6e6175XF/mwgfcFJ+xYGoM0KtC8PdGD6APN9ACUIx3IEtDYM1k0JG0mI6CZjc2GORUjfDH9PiKqCttx1WbFL/wNTBH98FpRz5/989j+cZUXk6gUJsYviV89Li19Svn1dQ1HaSFXezlzbwVzHz8kW7QdD+7mjfD2wQT6RoYjIcCQ+GIlDIgSsCKoVagQ+Bo8VDn0EphBCAxDert5OwECorQ/ETGCKqbqihuLNuzLX5K5flr5+RV35NtjGzMPF3s0eDLY0g1iZu0FAcAfId3NTk20t3Kqy0tqqypZmHo/Hb25qbWhsKa3g1DXyO3rG+4Zme4bmOvqm2nunO/qmhKb8dpznd1b+YOLzuylfb8MXmiIIUwSaCDLaf2/Kv4Dyuymb+8t1vGIsySMIax2AMXH2VQbD7lhDZU2ANw2sr5tDbjt56wagbMOj7NEkeyLVDUeCBmMBXoEGTp7q9jAlRw8VF7haWIQNOck5qzCYWYktqsazqnD5ZajsYmRqgV9SrldMJjQyGYBLMI9MsYxj2KWxYMkFrqlMWHKBS0w2AJ+sj0lUjcxQjcnVjmcZJZWYp5YB08rsU4qhKUUwWplvTnUYs5aQX4Wnl6IymMGp+UGpBQFphYHpzKDMUnRWKZZRGsUoITOK47NZcVkFsbQ8Cp0VwyiiZOURaTnE7LwYGj02n5XRzOMMTfTNLk1vPtg8ePLo8NnzRy9+evrm9MX7v745/UNTjg435mf7W4posf4ullaasoKM9t+b4qgu6mMg42skk+hj0VNInmzIm24tXxlq3ZwZ3luZXp8dWRnrXh9t7+cU5Eb707DuxbFBpXFIZkxAXrQfJQDkbnHfVv2GpYqErbaslaYsUE/ezlgZZHAP7w/tbizemBl4sD738GDn4Ojw4PGzJ8/fPDv56fjoyer4WEVGcm5EeFE0qjmNMlrCmKzIX6kvXa5kzJdmTJXQuuhx6YEwe5VbKpe/v3/pezXRC5ril81vXXfVvOuvr4w216J5gOsiA7tSMAPphLHc2Nmi5IUy2kIZba6ENstKnWelzhQkTDMoU1nR0xkRU2nYqZTwiaTgzigPLsGlCuWQj7RLhNuG2xs5GamYqcgY3JPSvCWmcuOC+vXzBtIXQPevBZjeJzvoVwY7NYS5VgU7lgSCi/0heZ7WLDioEQ3vj8H0xRIKfVxYCJ9kb1c7NUU9+Rty4hf/U1MuXvhNkz805WtWRK5ekLx2SXCFrcJNUZXb1/XuywGNNF1tjWBAE39nENrPHR/kg/L3wgT6EsOQJAw6MiwUH4wkhARHocIFeQoF91uYcrb3CfaBwZ1BCGegr525m5UB0FDNTOOu5l1pRWkxWclLUhKXtNQUoBAbHw9nTycHextLO2sLVzDQyw703cLMdFcbn11Zwamuam7kcrm85qbWZi6/it3U1NLZ2TvRPzwnqFM6+mY6+6d7+2e+2CwrYOWfm9zOFinjy9+qU4RT5LNDn8XVB9/qff7Z7whB2Xu2vX+8ubuzvrtY1ZAfjHP2Djb1Cta181CwdZY1t5MyAd40AUpb2ss7eGh5IU0CMVbBBEBkLAxPdkFFOiDQNr7BJj7BRn6hJoEo06h4x+RseEE5uqKBWNUUXdEQUV4fWdYQXdWcUNEcX8SJyipBxjNgMZnQhBy3dBY8q9SfVuybUuhGyQTik/WxSeqRGaoxOTrUApMEllVqqV1GuUtaCSyF5UkrDcqrwRVxopjsqILqyNwKPL0UlVkcnMEKTGcGZJeEZ5ViGaWROaUURjGVXhRHZ1KzmRQ6i8woImXl42m5+Ky86Ax6VD4rtYlXOTDWNb04vr63dnB8cPT85Mmr1ydvT386/dub03+8Of372w+/vv3w+XdTXp48PjpYn5vp4zLTKX7OFpYaMsbKYhZqkhZq4v/GFCc1UbjBTT9j2WQ/qz5WjMCU1WH+v5gy1jZUV5AfHUDHe5XGIcsTQopiELlRvmQ/kKe5MlBDxlpNCqB921brDkjvnp2xCthQJSLQrZ9buTU78mBz8fBg98HB0YNHJ4dPX+8fPt1Y226srICDbe01laI9HOqSyUNFjJGS3I3m6s061mIZfZyZ0ZoWS/VyslGQ07wmYnhL1uT2LaCqio+ZCcLS3EX1LlhGItRAoyAQ1pGEGcjAT+THLpalr1Yz1mpylisZi+XZ88Xpc8yk2dzYaXrUTCZhNh0zkxI2mYTsjnLlRzrV450qME45oU4x3oAAsL6jsYq5qqyevLimzGV9uSuA+xLuerdQNqpxTvolvraNYVBOmFNZIIjlY81wM6U7mxZ5gzoig/uphBI/WGGQZ7yHo526vKHCjdvXLvynecqF819qIljnL3z/NSsXL/0ocvWC+LUrYpd/FL38Z1nxy/JSIqpyEkaq8i42ho4Wuh5gi3C4Cz7IG+XrgfKHR4UHxxJwZCyGGB4WGRYqOExIxqLJWLQgo6XgUbERmLMZbYgbxM/e4gtTZCQuSklc0tW85+oI8vd283J2dARYO9hauYKBHmDAd8vzc31dnfXsmnp2TWN9U2Njc1Mjr4XXzmlobeH3dPdP9Q/PdQ3MdPRNdfbPdg/O9vafOR/4lSnCdPY3UMaXv05nhaz8oSnfymj/CJQTgSmr24ulbLpPMAjqreXorWLleNMULGECkjQFSVvY3bJ2VAS5KkO9tdwD9eEhJjiSMzbaCRvthI12xJEcImKh0QmuMSmwrEJEYSWqqim6jh9Tx4+p41OauxJ4/bSukbKO4QpefwGbn1LIxmewApPzfJJy4ZnFiHSmX1KeOyUTHJlqgk/RJqSpEmkaJIZRbJ5VcpFDZqVHRql3ahE8syy4oDaypJ5SUh9TUh9TxCEVVhMYpWEZhQEp+b4p+b5pBQgaE51dRGSUxDCKqYyiWEYRJZsVSS+KzMxH0/JQ2Xn4DDo2nxXfyCvpHmoZm+lb3l7Ye7R78OzJ41cvT959+On01zenf/+WKdO9zYVpZF8ncwt16f+GKWJQVRGBKSn+1v1FsVON+VO8spWh1q3ZkQdrszvzYxsT3RujbYM1uYwIHzreqyohvDoFU54QXkgOigmw9zJXA2rIWatJA3UUbLXkQXpKECNVkL4qIchjgMfZXhx/uLv66OGD/aOH24fH24fP1raO5udWSvPy3WytTOVlXXRVE/1gLZmJw2X561z2Ort4rpgxVkDnpyXFeXnYKCrq3ZQFaupoSsoAVLURADucozPKGoC2tMrw9GyMxg1lUSbzKHPFSSuVmevsXKEpCyUZ86zkuTzqLD16NitiLgM7kxI2nYQYjHHviXZpiXDlRLgWYd3SkFCcm7U/2Biif99MWdpIXtxW+YanoUKYrTrJUTfRWT/LQbvaz7omCFACNy/2tWJ6WdKdjemOxlwUfCAWWx4AK/B3o7qC7VRvmyhK3hb78T+d+5w/9+cvNBGa8oesXLr4wzWxy2KXfxS59CdpsYu3r1+5f1NUW1EaYKDqYK7jCbEMcrML8XJG+cLwSD8SOjQGj43B42LwOAoOS8Kgo9GoaHQ4CYP62pRQPw9fV0gozM7fwVJgimB/iqK02M1r529KXtbXVnKDgn09Xdwd7RxsrRwB1m4QkJcd6LvVxYXB3p6mOk5DLbuhrrG+vrGpkdfK72xobud39PcMTJ81pWdooedfE1khK1+MkM+aImRFaMrXYYrQlG/Nkr8wZXv/RGDKxu7B0uYSszwT5mcOdLkHcJE3Bl7XsxIzBtw0h9y2dlS0gSoAHBXALnedvNTc/XTDCGBUpAOe7BIV5xGX5p9KR9KZqLxSdGUDqaaV3NQZ19ybyO2Ja+6N7xzLHJorHZhr6Jtu6pqo4Q0WcdoymOyo9EJkXLZXakFAcp53PMM1JgsSlW4ekaqPS1bHJqkRM/RJ2VYpTGhmBZxW5ptW5JdVHsJqiChpjirlRpe1kEq5RGY9LrsCmcL0ictxj8l2TWB4pOT701hh2cU4RmlkTklUTklkFgtDL8Zk5ofS8sKyCjAZdHQei1TPLeT3cAbHO+fXZzYfbOw/Ojg8efb09dtX7z+//fj3tx///vbDr+//1ZQHa7PTvc2F6dF+jmbmajeNlcQt1CSt1MStVK7ZqImDNASmiAOVrwGVr0FUxKCqYk6qVwWmpPpZDxTHTzUWTPEqlgZat2aGj9bm9hYntqZ610f43VWZGRhYFgpWHodkJ/9mCtkP4mqiZKkiZa0qKzAFqHsfYqAC0lOJCHAf5LG3Zkce7q4ePzk6enK8//jlwfGbg0cvd3cf7SyvcQoLMW5ORrKSgHty+fiw0cqi9RbOQiVzpihnpqSwP5dBCwxwUFYxkZGDaulhnWCJASH5BGJVDJWbnNJPzx4ryJ3Mz5ovTl8sS12pzFytZqxWM5YrGQtlWXMltMVS2kJRylwedYYRPZsVMZOBnUkJm0pGjMV595Pd+JEuHLxLGdYtKxhK8QKincw9TNXsNG8DlG+46sihABqxTgbJrsY0V+NkW9ViT/NyPxsm3KISaVcd5ljoaZVlr18f7NpPCa8MdGX6OlOdrR1UZUwVxW+J/vnfm/LbZfrnf7hy4ccr/w1ThKwITfnxh/8lcvWCyOUfRC5+LyNxWV5K5L6suNY9GUOVOw4W+j5QANzR1tcJiPZzJ4UHkjEhJHRoLB4bT4yIJ0bE4H87QBiNDheaIpwlh/q4+7tAQt3tAxxtXAV1yhlTpK9fMdBRdnUEebk5ukCAdtYWjgBrdweQrxPku8XZmZGBfj63uZFTW1vDqa2ta2xoaeV3clu72zoHuvomewdnugdnuwdnuwfnuwfnewdn+4bm+ofnB0YWhKt/eH5wdHFwdHFobGl4fHl4fHlk4p/3LQlvcvvi4Z4/vCdl9fe1tvFwffPRxtbjrZ3j7d2ngp/bu0939p7t7D0TfLO5+3Rt83ht7yCzIMnBUw/opmgJlTEGyOiaS1uBVGztVYFQJQBUHuAoC3K6BXZSBDvd9Qo0CMWDSEnw1BxUfjmlsjGV00rj8FPrO5Lqu+Mae2IaeslNvbG8ocSe6ezBxfLBpZahla7h5bbemYbmPmZJXTyNFZ5I901ieCcy3OOyoRQaICrVjJCkj0nUQMWrkbPM43KAGUVu9ArfzPKAtGKfjHL/nFpkcSu6vBNd3oMtag/L5QZl1PpQi9wi6ZCIDOuINCtSFjgh3yWt2CetyC+zGMEoD6eXhdFYIRkFIWl5oSmMUFouhlkew25kNLSW9493LKzNLG8srW9vHT159urNh5/f/+XDp398+vSPjx//9u7tp7c/n/7887uXL396+uhwf2lyvr+5IDnSG2xorSVnrnrd7L6YhYqYrbokUPM6ROsGREsSrC4OVBUDqorYqYpCVUU8dCT9DGV8DaSyg0AjpUnT9flzrVWrw5178xMHK3M78+Pbs0OrI63t5emMSHgOHlaVEFSTHFqeEFIUG0wNcnQ3V7VUkbJRk7PVugPSvWtnoATRvw81UUtA+461sg+WJx5vrx4/PHj0+Pjw8avDpz8/fvbu+Ping+39T8+fN+TnQDRVfCyNCqJwHcyc7S7eckPlYnXJTBmzL5tWRsCleHum+/oW43AdmZnd9KzB/OxxFn2qmD5VQptipU0wkxbKshYr6MtVuas1+as1+SvVectVuUsV9MVS2mJx6jwzYSaHMpUZOZ4aPpqEHI0PHIvzGSC5t0W4NeHdKrGuuUjHBE/bKGczNEjXXVvOU0sWa60aA9ZKstfJdjHMcTXOsjfKdbUu8AUVBUPZBK+6KO/yEMccV2M+xrMdA28IgeW520ba6Ljr3jZWuCIv8b3o5T9funxOMMc5W2X8S9Fx5ka4PwTlbPtztvG5cPGHixe+v3L5nOBVoGtXzt0QPX9bSlTplqT2fTnt+7L2VgaBbnbeDjaBMDAZ7R9PCI3FBidGYhKI+Fg8moJHUSPwFAI2EhVKwqGjsahoTCgJGxaDCyOhgzH+HoEuduGeTl4gC4ihppWOsqnGXc270nduXL0h+uNtmWva6oqu9jYBXs6uEFt7azNXiK2nAxDh5vDdwsz0cH9fa3NTQy27tobDZnPq65q5LW0CU7r7pwQZbdfATPfgfM/Qwn/HlJGJlT805exzyN+6J+ULUza3nwg1EYIiMGV79+nm7tPdBz9vPjhOy0uwcVEztbthCBQ3sJLWt7hjZq1iDVYHQ5UhzgpgZxkg9CbQ4ZaN3S1nb3UEzjqO5p9bSqxsTG3qzOX15bb001sG0nlDybzh+JahuNbhpM6JrIHForH1uuG1jpGN3tH13oEFXstgeWljKr0Yl8wITGF4J9Pd47IdyBm2xBRTXII+Kk4rLFaDTLOIzQIk5zlnFHumFsGTmV6pJZ6ZNfDCloDizqDSXkRRV0BOq09avSelFIpj2IQn64cn6uBSjEjZ1nH5dgkF0JQC94wiH1pRQFphYGouIjUXmcxApuWGF5SSKuppDW0VPSP8yfnR6YWppbXVoyfPfn57enr69w8f/n56+o9Pp3//8P7zh/e/vH//8eXLl08fHxytTy8N8VipRDjEyEpdxkRJ3FhR1FzpmsAUO20piJYkWF0MpCYKUr8KVrsKVb3qoSMZYHgz0EiajgCPliXP1OXP89lrQ5178xOHK4s785Pbs0Oro/yOikxGlE8ewa0qIbA2OawiMbSIioxFQt3NVa1Ub1qqyVpr3LLRvAPUUQRrK0INVRLD4WO8qqOliSc7a88eHT7+V1NeHn422u8AACAASURBVD9/+/gxr5gZbA/EudoXkPD8gpzNLv5yY/V8TclcRdFUSUFPZno9JbqBEt2ektidkdyfnTaWlz5dlDlXmjlXljFbmjxTkrJUyVipzluuKVxhM1fYzKXqgqXKnMUK+mJp1mJx6lxh/EwOZZIWMZ4aPpKIGIkLGInx6Y/y6CC4cQkwDs69OMw50xeS6G4TCdYP0L8TbKAQA9amORsWepnVBII4SIcqf5cCD7t0Z+t0d6u8ILtyjEsV2qUSadeB9+KjPBqQLoVegGiAjpumjP6tCwo3fhD5hilnfz27/memiF29IHb1gtjlHyVELshdv6ooK6GtdEtfTQFsruvhYO3taOXvCsQHulFQ/rEYRBIRnRKNpxJ+q0rIeEwUJjwai4rChAvmPjG4sKhwBNoH5u8EDoE5eADMgIYaljrK5lr3tZXlBPto78iK62regzkChKbAIAC4IyjUy+m7pbnZkYH+thZuc31dPaeBw6mvr2tuam5t5nW1dQ4Iep+zpvQNzX1tysDIggAUoSkCUIT3QgpNOfsY2B8fF/yvTBFc8yOQZWvv2d7Bm62DJ6l5VEuoshFIQs/mqr61lL7VbSPre5YQZXs3ZVdfZTdfRajnHYjLHRD0joPX/RCiLY0VVs1L4vXndU8U9U0X9cwWtE9ktU+mt02k8cfT2yeye2eLx1Y509vtoxs9Y1v945v9Q0v81uHy8ua0nFJCai4iNQeewvBIyHKIzQBEJpth4/XCYjWCyarEVJOoVAsyDRCfA43LdaHmOMcXOieXuuQ0eBXyfUr7Akp6/fPavWlNbpQyCJZhgYxTC4pRRsaqY1MNorKtyAwgNQeaWABLKvBOyIMnMvwSGYGJdEQSIySbFcGqSuDwitv6mvpHuwWb9A8fP3n/4fPnz/949+6vHz78/fTj304//vrp9NfT019++umnp48PDtemFgaaC5MjvEAGFqo3DRRFDOWvnjXFTvs6ROMaSE0UpCYqMMVdWyLQSBphIpsbYj9WnjJbX7DQVrs+3LW/MHm4sri7MLU7P7I+1tZZmZVL8iuIdK9ODBKYUhwXHIuEelioWatJW6nLWWvcsta4DdBWAGrKQw1VktG+k23sg+UpgSlPnjw9fPzq6NnbJyfvnz19/ebpywdLSy1FhRnYMDohvDYtYYRdeTTSv9lav1RfMV9dOl9dOlnK6qHT2lOTOtKS++jpg7m0cWb2bFnuYnXuUk3uSg1juZq+XluwwWEK1mota7mm8EtTckkTGbixlLDhhKBhqv9IjM8gyaub6MGL9KgneFagYXlBDuk+IJKDcbiZMt5KPdnZONfToiII2IJxbcV5VPm75LmC0qCWac5maW5maTDjPLh1TbBDO86TFwZjB0LzPYFRQB1nDWm9Wxfu3bzwLVMEXwq//8Nc9r9jyqWLP1z5/akQ0Us/XLtyTlr80m0pUQN1RStDDTtLfZidZZA7BOlpHw53JIX5xqCDEiNRqSRCfCRGMOgh4dBkPIaIDotEhUahQ8i48BhcWGRoYJiXix8UFOru6Ak0BxpqWOmqWGgr6areFpz3kZeT0NdW8nQGB3q7uIBtHGzM3e2APlBwmLfzd6uLC+PDQ11tfD63mdvU0tTEbWrkNXP5TS2dbZ0DvYMzAyPzQlN6hxfPgiKoTQSfhaAITRG+rP5F4yN4uOeb96T8DsraxsONrceb208ElJwFRXiB2M6Dk82dk/X9g9S8GGsXZVM7SUOgmCFAysBGzsha3sr+vgtcxR+lhcBq+oWqeQWquftreIXqEVNdSupJvOHc/pnSoaWKkdWSkTVW10xG53R6+2Rqx1Rm93Th0CJ7aoM/tzswstYzttE3sdE7tNjaOlRWxU3PLYvIKAjJyPdLy/VKojtTaWBiijk6Ti+YpB5EVMHG6WOoBrgEU2KqDTEdSEwHRmcDY/NBGdVOuS2wkh7vsgF4UbdXNs+FWgHC5Roj4u4HkBUCyHfDEjUJGabRdOvYHLuEfBcqA0bJgsXSvOKyfOMyA+KzEGn5mJxSSkV9XmN7dVtPc/dA59T8tMCUX375x/v3f/vw4a8fP/z1w/vPn05//fTp85s3b549OdxdHJ3srGVQ0e622mbKN/QVrhrKX7ZSlbRVlwRq3rDXuWmvc8NO87dSBax21UlN1F1bIsBYJtTiTiHKabwidaahYKmjbn2468Hi1NHq0t7i9O78yMZ4e1dVdl60XyHRoyYJwUkJF5hCDXbytFS31ZC11bpjq3XHVkteUKe4mKhnEIIWepsOV6af7G2ePHr05PHJ0ZOfHj97d/zs/bOnr989e7kyMsIvKmCnJzRkpgxWFq93tR2N9G+2N642VS/Uli+yy2cqSoYKcnqzMnoy0yeK8qZLCxcqilZrSzfqSzYbizcbi7bqWTuNJTuNJdsNxVv1RWucouWawuWq3MUK+lJZ9lJJ2jwzYYYRPZGBG00OHYoPHIr1G4/zH6P69ZPhbZGeDXiPcpRrPsIx3RsY72JOsjNIdjHL9wWVBII54Y58vHsrGlYBh+a7ALOdbLLcrJLs9Sk2KnRXEy4W1hLuykO51wQ5ZTibY6w13fXvmN0X/zemXL5yXsiKEJQfz/3pf2yKyOVzIhe/F730w3WRc9Lil3SUb9uaaEMs9FzB5uG+zig/lxBPO2KwNzk8IJ4QlkoiJBCxgtM9JBw6NhIfiQolhAUTUcEUPCoGF4ZH+oV4OPlBQWhvFzjECmysZaWrYqZ5T1inyMtJGOqqeLvaBXg5OwGt7K3N3O2AcEdQsIfjdysL8wJT2nktfF5bS0trc1NrU3NrI7ejvWuwf3huaGyxd3j+a1MEoAhZ+bpI+cIUYZEiNOUP70lZ+32dDVPOmrL34Pneg+f7By/2HjzfPXi+tfd0ZXcnPivCzEHeBCJhArlmZidrBpE3BcpbO8q7BighI3UwFL3waN3QSKOwKCtiqkt2Jaqxj9YzxxpcLB1aLR7ZYA5v5HXNp3TOJXfMpnXN0fsXy8bWuLPbg4v7E6PrvWMbfWNr3QPzzbzB0ipuen4Fkc4Kz8gLSMv1TqK7UjMgEUnmYTG6gZEqvrh7SKIakqgRQtJFU03CqaZhVGN0knEEzSyhxCazwa6o27Vs0LOk3z2vzSmpGkAsMAxKuOtLloNHyQVR76FTdSOyzMkMIDUfSsqGEjOgxFQXUoYXOcOXQgtIYITRCiOZVenVTcUtHfWd/fzJuYmDRw/fvjv9ePrr6enfP3782/t3f3n39tPHD59PT395/fr1sycPtucHR9sqaCQkzEbLUk3a8K6okcIVK1VJGzUJgSkOulL2WtfB6uK/1SkaYu7aEoEmsihrRSbOdbIqfbaxcKWrYXO052Bp+uHassCU9bG2roqs3ChfZpQnOxkpMKWIiqQGO3lZaQhMAWjLC0yx070HM9fKIgavDPKOVmeO97eeP358/OT5o+PXT07en5y8e/70p19e/bw5Pt5bVcYvpPeUFCy3Ne8N9i63Nq20sFeaK1eaqlcaqxY5FXM1pYvsytV69jKnerW+erORvcPl7LbU7vJqdnlVu9zKveayvaaSncaSrfqiDQ5zjV2wUp23XJWzXE5fLk1fYCXO5pAmMnAjSSGDcQFDMb4jMT5jVL8Bik8rwZ2DcakIdykIcqR526a6W6Z7WhcFO3Nwno04j3aiV1cUnIdyq/ZxYthbZULM8z0ATG9gnodFNdKxn4rgodzbCPCqIKdYoE6g8T0PY0Vz1etyYv/7/7Qpgn36IpfPXb30o8AUiSs/3BA9f1fmmrHWfSsDNQdrw1A4FOXngnQHY/3dokJ8YzDIxEiMoE4hooJJOHRcVAQRHSY0hYINxQTCkTBHfycw2tvFG2wJMtK00FYy1bireV/mrsw1WclL8nISxvpqPjAHf08nBxtzOytTdzugtwMQ6e7w3cLM9FBfbzuvpa2FKzClsaGlvoHb0Nze3jUoeNmrd3i+s3+6e3C+b2Spf3heaIrAEQErggrliyJF8Pjx10XKNxufzUdfmyKgRNDs7O6f7B+82D948eDw5f7Bi73DF/tHz1f3NqmZOHPHOzYusvbeCi7+2i5+evYe6o7eSt5hyqgYncgUw4gkY1KyLTXLLY9NZHdndM4UD6xUDC6XDKwWDq7l9K+md8xRO+aonfOJvYuM0fWamZ32hb3Rpf3pqa2Byc2+sdWO3ql6bg+roiGloCySzgpPofskZbvH0aDEZAA6xjiAoO6OUnAOloOFyHmFKfjh1IMitf0IWnCcmn+Uemi8FinXKKXKoqDVrqTXuaTXOb/DIaXWOpqlj0hS9CZLe0Tc8CXdDk1Sx6YbRmXZUHLsozLtCKl2+ETHyBRYVKonKd2HmhWcko9nFCdU1Bdw22s7+/njM2N7hwev37x//+Hzp0//OP301w/vP797e/rx46ePHz++eHHy8GBrfbq3t5GZhPd1tdKw1pQ2URI3UrhioSwuMMVBV9pRT8ZB+wZEQwKkdg2kKgLVEINpSwSZyuGASiWRHlPVGXNNzNXuxq2x3sPlGYEpe7PDa6P89tIMeoQ3M8qzJglRmxxWFh/MikXEIqGCOsVa45aN5m1BnmKne8/dQpseHbo62PZwde7p/u7z46dPj188fvrm+OTti+dvXz376fXho83RkZG66oEK5kxj9eFIz6OxwaXW+rVWzia/dotfv95Su9JQvdJQvd1Sf9DRut3SuMNr2m9tfMBvesBv3G+t2+Nx9lpqdptKdxuLBXXKBoe5Xlu4xi5YZ+evVtJXy2nLrKS5XPI0DT+WHDxM9R+K8e0jug9T4H0kby7WmR0GrQp3ZiEd6T6gRCeTLLhNDcaDG+3PI/r0UAJ6yX4t4a6ZAKMEY60MgFFDqOdQPLqXguDhvHhY945IXz7Bl+kDwpqpeOncdtGXN1S8Jnnh/xK5/MP/0d5HYIrg9VXRSz+IXf5R4soPkld/lJO4pHlP1lxX2d7KIMANhPJzwfg54wPdIxDeUaH+MZgQKgElrFPioiJIOHREeIjAFDImBOXvhXBzCHK1F2S0AAN1c637JuqKWkqy9+UkbktdVbglaW6s5e/pFODlLDDFwx4EdwSFeTt/Nzs5MdDT3dbCbWvhtvM7Wlvbmhp5dfXN9U1t7V2DQ2OLo5MrfSMLnf3TXQNzAlOERcrXpgjTWQEoQlOE6azwPbBv3ZOyfmYJwhShKYIiRQCKYO0fPd9/+GzzaDuDSfYIMQ4n25DSoDEZ3tEpHmiKfWi0BSbekJJtllBglZAPyGC557ExnB5G60RF/0rd4Hrt0FpF31ph70pG52I8dwrfMk3gz5J7lmmjW+Uze60L+0MLe6NzO0NTmz1Di61tIxU1LZkFFaTM/PBURmBsMoySBCXGg1AU00C8FixYEeIrbespDvQUc/SX8gy7D0erugbfdQy85RZ2yzdKEZuuHlukl91oVdABZnXb5/HBqbXmZJZ+SOpdOEXGjXDdK1oOkaCKSteLyLSIZoCiMu1wyWB0vB02wTky2T0q1Ts2E5mUi81mUcvr8rntte293OGJwc29rZevXn/4+Pn0019PP/3144e/nH78yy+//PLhw7vj48db63Pj3XV1rES8HwRiqGCtKW2mImmseNVc6ZrQFKi+rKOO9D9N0bz2mylglfJo7xl25lwTc723eXu872hl9tH6yu7C1M704MpgSxsrNQvrUUj0qE4MYieFlsYhCymBMQhHDws1gSm2WncA2goQ/ftQQxUva70ccvj6cMfD1YWn+3vPj58+e/rq+Pink5N3r56/e/3s9eHS8tpg33RT3Ty3dr+v/clY/8FQ724Pf7O9Ybezbru9bq2lerG+YrG+YrWpeoPL2W6p3+E17PAadlsb91sb93j1uy11u1z2Vn3Rdj1rq465VcfcrGNt1v32eb06Z72StlqcvJBPnsnEjaeEjMQFCEwZifEZIMO5GKeaYIeqUGgx0oEOt02EGub4AusI8NbogJZIeA8loI/izw1zSzBSzbAyrPZxGonFzKVFDcUEt4TD6oLse8lBVQhoPEgPYXAXpnMHpCatIXtR8vL//S1T/v/KaIWmiFw+J3b5R/Gr5yWv/ih59cdbkpeVbkmaat+HWOjBwKahcCgpDB4VAscHeuICvYghARRsKAWPisaECkyJicBFokIFppDQwWG+HkiYY7A7FOvjBodYCesUoSn35KWszfUQPm5BcFdHWwsHG3NvqJ2vEwTr7/6bKe28lo5WXldHd3t7Zwu3raGx5b80RQCKkJUvRshfmyJsfL425ew9KUJQBGHKt0w5OHp1cPTq4OGLrf2j7Uc7xXU0UrpPIRvPbqNWtSQw2VFZJSHJ+R5JhaDMCjC92p5eDWXVI2o647mj5Z2z3MGV1qH15sH16v51ZtdKeus8qW40pH4suHkS27kYP7zJnNprmN3tnNnum93pn1zr6JtuaO5mltQm0gowCRn+MSkexFjHyFgwhmSJIBh4hao4+Mpaul4zgV42c7wI8rzuilDwCFG297sN8LxhHyDlgZENTbwfnauRwTbN49kw20E5rbZpNWYklg6KpuxHveUeKeVNuoVIUEVnGEZmWZIYdlGZdtgkcDgVjIl3IiS6E1PgMTREYg6GXhRXUZ/X0lnb1tPcP9K7urX28tXrj6d/+fDx88fTv3w6/fXz519//fXXDx9/Pnq4v7ww3lqbl5eE9nMwNFe7YaF2w1z1usldEUGdAtKSctSTEZhip3lDaIqLtniQ+S2CnVoFCS40ZWei/2hl9vH6yt781M704PIAl89MoaFhAlNqEkNKqIgCcgAlyMHDQs1GXcZW6w5IV1EwRXY11fAFGhVQsVsTPQ/XF5892H9x/PzZ01dPn74+Ofn51fOf3z599XBpaXd0cK2T96C/7dlE/35v62prw0536zq/dpNfs9HKXmmuXG6qWOVWrTXXrDZVbzSzN7m1m82cLW7dDrduu5mz3czZbqrerGNtcgoFa4PD3KxjbtezduuZ2+yczarMtZKUpXzKbBZeYMpwrN8Q2XsiPmA41o+LcapCgiuRdkx/YKa7eZaHRWkItJUS1BEbxCfC+6mIQWpQK9qD5WLTiPQcJmPG4zDtGJ9aPwduiOsgJaiHHER3Mw8zkPczUPAwULRUuqEidV5O/Ny3TDk7Sz77/f/AlEsXf7hy8QeRy+euXTknIXJB8HCHrPjF29ev6KvesTZUBxqr+7kAyOE+xGBvXICHYLc+CR0sOItMxmPioiKoRAIRHSYwJRqFDPVxR8IcQz2diUHegU4gezNdK10VQe8j2JuvpCgNtDYKDfBE+sKgAEsowNLXxdHfxR4f6Pnd2tLiYG9PS2NDWwu3s72rra2D19LOb+tq5HZ0942OTq4Mjy91D852Dcz0Di/2jSwJM5SzoezZxmdkYkX4YqmgPPm665lb2ju7AV+wBDHt5vYT4RKGKcIYRWDKP0uVo+c7Bw/X99Zaeipq+bS24byu8YKe6VLuQA6nO7GgLjijwj6LDWLU2eXUOZe1orjD9J651p7FvpGN/ondnrFdbt96MX8+qWES2zCOrBrwqu6HcyexA2sZEztls7vNi/vdE2v8iWV+x3BVGSc1mxVJy0MlpPkRyA7RcU4ECjiEYOIVouEIv2PjKmniKGJod9HE/pIFVAwAuwn2lLVyvWkKvWbpJgb2veZNkA5LVqAWaWXVmRXwAHk8YFq1KalAJzRNyTdGHoa74Y6/GRijjE03jsqyic6CRKRD0PHgMAoYTXWMSPIgZ/in5KKyi6ILKlLK63Ib+VXtvU2D473LG0vHz56+fffh3ftPv/71H59Of/38+fPp6Ye37356/OSgq6OekYyPRNjDbNWA+nLWmlImSmLGildN74kCNW9AdKShenJQPTkH7ZtgdUmgqjhQWRSicsXbWMbHUAoLUeEkImbrspd4Jeu9zZujPQ8Wpw6W5rdnxnemBlb7ufzC5MxwtzyCm2DuUxqHzIv2i/IDw8xUbDVkrdTlANry1hq3oSZqjgbKHpY6pSlRK0Ntx1vrLx89fvbo6fOT18+evfnp1Ydf3n9+vLX3YGZ6o6djp7v12UTfq6nBB3389bam7S7eWit7t7Nur6NunVu53FC62lS+1li5xCld4pQu15Wt11dtNFRvNFSv11et1VWtccp26ou3OQXr7Px1dv4mp3C7nrVbX7RTV7jNztmopK0UJc3nRE9lYMaSg0fiAoZjfcaofmNUv+FYv26iZyPKqTwAlO9tke1ulge3bojw6qQiumIRvVREN9m/I9JrgIwYiEF1RYaMxRFGY1FNQa4twbAhMnKQgiz2AVGBWggDBT/je64Gd03uit8T/0FW9Purl74/2+MIj+qcPdTzhwd8fjz3px/P/emHH/+3YH1rz5vg0gNBnnL1wp+FGa202HlZ8Yta92Qs9VVtDVVdgcYYP2cKyj8qxDcC6YMP8sEj/Sh4VBI58jdN0GGC/SkxBHRcBBoTCEe4OYR7u+J8YUHOYEcLfTPNe3r35dQUpQR5iso9WTcnYGiAp7ernTPI2gVs42EPCnB1wPq7f7c0N9vT0d5Qy26ur2trbW9r6+C3dra1dze1dPb0jwlM6Rma6x6c7R1e7B9dPgvKWVMEmggbnz80RbgnZW5p74toVsjKvzdFAMpZUw4eP919uNM92sAfKB6aqx5ZrB5Zru+aLOWPZZfy0Nlsh+xaAKMOnNPgXNGG4Y3lD632D61PjG2Ojm/3D281dywW1o+Ry/uCaoZ8K/pgFb1unKGgjvmYsc2Cmd2aue2m8aXm0YXmjsHy8vqUvOKo7EJsSmYQKd6NQHZARdgGoAxc/JVAMFlzx2sGkCu6wIv6gItGYBFzB0lL6A0jOwldwBVDu8uWsCvOIRKBFLmoHPWUSuOsOqvMWuvEUpMohk5Ysqo/5a4HQdaTII+gahLSLUh0CJnuGEVzwic6oqmOuHgXUopPfFYwrZCQXxFfyslitxTyutid/dzB8d655ZmDowcvXr18++7Dr3/9+y+//OXz58/vP7w5ef54fWOhpio/Fg8PcjUBG9620LhuriphfF/U5K6IudI1gMZ1kJaUg46Mg46MneYNkJqErbKYjdJVsNpVLxMZuJEUzk6Vk4iYq6ev8Ms2+rjb431HS9OHywtCU1oLkmhhrkJTSqiI3Chfoi/IzVTZRl3GSl0OqKNgo3lHYIqnlW55Gml1uF1oyotnr0+evfnpxfvTN6eP1jZ3xkd2+jsP+tuej/e9GO876uNvtXN3OnnrvJqdttptPnulsWyxrniloXiloXiRw5yvYS7XFq1wilfrStbqylc5Zavs8hV2yRaHtcnOW6vJW6vJ2+QUbtUxd+oKd+oKt2oYG5W0FWbiHCNqKg09kYQci/cfo/pNxQdMJwSOxwX2Rns1o6GVAYBCb8tcTzOmr3UjwbOdHNBBCuiLDeqjBPZG+wxSQzpJIe1RIQMxqD4ioiPMe5iIHI0JqQ9xTrDVxJgo+hnc8TRUsNe9Y6gocV/ivJzouf+PpghZ+e+YIpz73Lx2UVb8orTYeZXbkmY6SkBjdXeIGcoHGoHwjA71iwz2JSB8CcH+ZFx4IimCSiREokKjsSgSDh2NCaXgUVQCSmAKCu5G8PdAuEAEpujek1VVuCGoUzRU7ni4QlAIuA/MwRViKzDF38Ue6+/+3dzUZEcrr6ainFNd1dLM4/Pb29u6Ozp7m3ldPf1jIxPLAlN6hub6RpYEpnwNyr835WzXIwDlW6asbDzc3H6ysfVY2PicNeVLUA5fPjh6fvjk5OD4YGS2Y2i2aX6rY367fWarfWiR07dQXN1NyObYZ9Za0+tBuU2u1d2E9inW5M7Y5Pbs1O7k5O7g6BavY76AMxhd0uFf1uVe3uNa1ulc1uHeOIwZWk6f3CgaWyofnK7un6zh9zArOMmFpaRcFiGTERqf4o2LtgvDW8ORuvaeipYOUoZAEW2bS5o2FzWtLmhZX9a1FdMDSGhaiqmaXtC0Om9of8HG84oHVgqTohqTr5dYbJJYbBabb0rMNgiOU/OPVvHC3/WJUAmhGkSk2lKynWKy3ShZsKhkV0K8CzHRKyY1IJkenlNMFrwW1tRZ1tHf0DvSOjDWNTE7trm98ejJ459e//zL519/+eWXz58//fz21dHDvcmpoVxGIsrfzh2kZqkpaaIiaqosanz/qsm9KxYqYoI8xU7rpp3WTbDadYCyuM19MRslUbDaVU9jaW/DGxg7lbok5HwDQ2DK7uTAo5XZh6tLezMTu5MDq33NrXmJ6SHOuXjXqoRAdlJoCRWRQ/SJ9AG6migJ9qcITHE0VnU0UPa20a/MoKyPdj/a2nj++Pjk8fOXJ29Onr15efLm46u3h0vLa31d+4OdT0e6n491nwx3Pupv2+1q3e5s3mip3ebVbnKrlutKFmoLl9j5y7UFS+z8+aqcxercpeqCFTZzhV20wi5arS5eqWKus/PXq3PWqhjr1Tmb7LxtTsFOXeE2p2CrhrFekb7MjJuhE6bSwyeSkBOJgRPxAdMJgbOJwdNJwYMUHx7aqTLAhultXuBlVhpg20zw4BPhfCK8LzZoIBYxQA4cig/rjcf0xuMG4rF9UcihSORMHLYD45VqqxGmI4PQu+VjqOBmqAjUumWgKKkkeUnm6o9Xz/Qp/5EpX7DyLVMEtzQJTRG7/KPAlDs3rt4UPXdXWtRQXQFgpOYOMQv1skf7upDC/KNC/SOD/SNCAkjYsPgofEwEjogOI+MxFAI2GhNKxoXH4sPRAd4INwe0Dywy0AvhArE30zVRV9S5K6N8R1LhpuitG1f0tO77eEKxIX5+HlA3O4ArxBYGAfhAwVh/99/OJddUlNdUlDfWN7W2tglMaeH39A6Mj0wsC2bJvcPz/aPLA2Mr36pQhJvcvjDl7PxYOO75YoQsfLtndfORAJSzpnwLFEGesv/weP/RwfhC/+Ry1/rhyPLewPzOwOhyc/9iSWUnneZR9QAAIABJREFULq0SkFxpSuPY5jXD2H2kzvnSkY2e0Y2R0c2Bkc2OgdX69ulcdl90Md+/iA8r73IraXcubHSobA/onKAOzNE7R+ntQ4X8/qJGPqOMncAsiy4oITLy0WlZgaR4N2wUxC/UyNFbycJRWh8kpmVzRdP6sqaliLq5iIa5mIa5uLLR1Xv6F1RMzusALphAL0KR15ExShE0XRLDiJJjRmaYR2VaBJE0/YgafhGagUTdcKp5RIpdDM2FmuUZn+1DSfWKSvAiJ/slpCPTc/FFFYk1zTkN7ayWnoquoYa+UX7/aOfI1MDK2uLhw4OTF88/fjo9Pf3wy+cPb35+cXC4NTbRm50ZE+oDgAFVrbVvmKuLW6iJmyiJmNy7Yq4saqMmAdC4DtGUgmhKgVQlAcritkrXbJXFgCqX3QylYHoSKLASJxEhMGW9t/lwevjJ2vyT1eX92cmdif6V3iZebkIaEpqP+82U4tigHKJPBBzgYnxfsI8WpKtoqyUvMMUHYMjOjtua6Hu8vfniycnzJy9fPf/55NmbV89evz95/WB2fqGddzTU+Wqy72S4/Uk///FA+2Evf6e9aZtXt82r3eZWrdUXL7HzF9m5y+y8ZXbOXEXmYmXWclXOak3eGrtgtSZ/tapgtSpvo+Y3UzZqcrdq8wVFyi4nb7Mqc700damQOpdNmEoPn0pFTichppMDZxKQ88mhsymhw7F+PLRTVYBNsbcZ09u8IgjYEuHeFuXTEeUzSEUOUpH9pIC+GCSXhOBSQjspob2k4KHokAFCYImbJVZDOkRbJtBYHm5y19Hgjo3mbcO7UkoSV26c/98iF//YlG9ltN+qVv5LU0QunxPMfa6LnJMSu6BwU1Ra7LziTREdJTkzLUWotT7SHYz2dSGHB5BRQdFhQZGhgdGY0NgIDIWAjcKEUwhYCgEreJGDjAkJ9/MMcrUX9D6+9jZAQw1DlTtaCjfv3xJXuCl656aIsb6aP9wFF+rv6+7oCrF1Blm7gmy87AG4AI/fzhA2cmrZlRX1nIaWllaBKfyO/r7BieHxpaGxxb6Rhf7RxYGxFaEpX5cnguGxcIT8tSnCIuULU758Z+OPAtovY5QzGe3ewfHe4dHEwvDs2vDWw5nl3dH57eHx1dauGRaLGxbLMqUwdVIqLRlN7tV9lM750q4FTvdCU+9iY/dCbdsks24gqZSPKWzyYbV4lLd5FHFdcmocijjejV2Rrf2JDW2J3M7spjZGbVN6OTuhpIJSVEYqKCIwCsJTaP7kBLdQgrVbgIat620jyHVd4DUdgLiGuZiqiaiy4bX7+mKKOlfltS4pG1zUsrhoan/V0U86iKiKTdSNTDUh0SwpWbZkGiiUZBxMNg0jW6BjbCIS7UlprnGZ3glZfsmMoISMQGpKQHwaIjUTlZ0fVV6d2sRnNrazmrvKOgbqeoa53YO8vpGuhaXZw4cHz1+++Pjp9OPH959+ef/T65MHB5sCU0LgtjCgKkBP2krrupWGpKmyqOn9qxYqYrbqN4CaNyGa0hBNaZDqDYCyJEBZEqByzUb5orOepIu2WAjwXm0iYraBscIvW+tpOpoZOV5fOF5b2Z+d3J8YWOtpamXEpyGhBXg3oSmMSHgEHOBsdM9SRcpCVQasdxegreBgpOJooOwPNqnPTdqdHny8s/3y+PmL41evnr97/vTNy6c/vX/28sHM7Dyv6Wiw49V478kg/3F3y+O+toe9bXvtzQdtTQ/49XstNVuNZaucwsXqnOXqrFU2faEibakyfaWatlZDX2fnrrNz16vz1qvzNtl5WzX/BGWvgbVfX7BXl79RSVsrSVkqpM7TI2Zo6Jn0kLnUkLk05GxisNAUPta5Jsi2zMe82NusOgjAj4B1kXx6SL7D8SEDsYiuCDif6FuIgLJC3arDPVoj/LsJAWy4XaqVGl73VqjhbT9jBVeDOwAdOQs1OYEpEj/8r/+ZKV+z8i1TLl74XmCKYB+t0BR5KRE5iUv3Za9p3pXWvitlY6AS6AqIQHiSwwMoaAQFHUwMC/ptNwoBS8KhKQQsGY8hooKj0CEkdHCoj7u/EzjU0znMA+pua2qpraR3X05TXuqe3DVFaTFF2WvmxlqBvm7YED+4m70zyNoJaOUCtPaA2BCCvL7bWFmeHB1p57XUs2s47LqmJm4bv6ujs7e9a7B/aFJoysDY0tDE2uD46rf6HcGUR7iEpggqlC+KlLPbUs7eDrm+/eTs3Edgyhfz43+CcvTq8OFP+4cn+0ePJxcmFjYmdx6trOxOLe5Ozmz2dkyy8uoRUbn6xFz1uDLTzDq30g4Sdzy/fb6kc6G8e7GidYrJ6Ust5REL6pG5HO/CBveiJlg+xym71C63zKOsLrSqIaqMTaptSq2qT6moTSytjiupoBSXk5klkfksPI2BjEv1wkZBPJF6YPd7pg439cESesAbGubiyobX7uqKKWiJ3dEQu61xWUlPRNNMxNxB0sHnli9WLZSsh0swjUqzJadDSKl2OCqAkGAXleREToXFpHlRM+AJWf6pdGQqPSSJFpyYhkzOCEvPwjHyoytqMrh8VkMbs6G9mNdd2dZb19pVz+/mTkyP7D3YfvnTi9NfPn74+PPH059fvDze3l0aGGpPSyEGulu42CjZ6EhZakoK6hQzJRErNXEbtesADSmwxk2wxk2hKUBVcRuly066Ek7aosGAu5wk5HxT7mpb+Xpv8+Hc6NONxafrqw/mps6aUkiACfanCHofQZ0iMAWifw+oo2hvqOxooBxkb95UkLo/O3y8t/vy6SuBKSfHr396+vrDyauD2bkFXtNhb+vzobanvc0PuxqPunmH3a37HdxHXbyj9sYDPudBS8VWPWupKnuhIm25Kn2xInWpMmWtmrbBztqspW/W0jfYjK0axi4nb6c2d+v/Je2uoxo/t4Xx95/fet97zmk7ghPcIbi7u7u7hUCAEEJIiCckhITg7g6Du7u7u40zzDDamWlPj/T3x3fK5U7bc+9571p7sdI08+9n7b2f/eynIf+wseC4uei4ueikKf+oIXenMn2njL5VSNrIRa9lJa6x49aZseusmDU6bI0OW6JFTxPCBpJ8WmOc6sKsKoLNasKte1C+w9jQYWzoODFqGBvei/BvTwqsw4RVosOq4v2a4/3bYb75LsY4PWmMsXyUnoSPjpidhpCFuoiJipi2tCCY957g93/6I1NuH998dZTzu3XQvzYFmM3n5fiOl+M74LV2aSEuKUFOFWlBDbCoiiSfkZp0qLtVMjQwBRaGh0fh4dHoWAgqNgqLiMUnIfBJiK/ylJhg31A3e6ivG8TT0cNc31QdrKcoqSkrApgiLwmyNNWJDPWJjwr293Bws7Vwt7P0drAJdLFDRQV9s7u5sTw/N9zf19bc1FDX+OBBa3dXf//ASN/gxI0po9Pr47Obk/O7t025Dcr0/Pbc0t6/MOX2LeTb2wx+awow7fYvTLkNChBnD58trC2t7y8dPdrePFpcP1pcPZoYWq4obIlB5+qhclSJ5aaMOs+8tsTqIXrrDLNrKbN3KevBBK20PSmzNoJdHZhbF5BT45lZ5ZJR6sQqdGEX+eUUhxeUJhSWJpVUYQvLUwpKUAUlqKJiVGFRUn5hQl4BnMYMxVF94pLs/CA69j5gY2dRXXsBbRsBLQtRZUNBsLaArCa/jAZIVpNfRV9Ax0LYwlXCOUgmIEY5EqkVjzdNTrVH05yRJMckslsKzZecHkxlhZLTQ8npoRRmBI0FpaRBSDQIORVCpcfQGLEsdlJJGa2xJa+lt7ipu7ilp6y1t7Khrby+pXJotG9ze+3p8yfvPrx99/76/YfrZ88f7uwt9w20EvFxYd6mHlbyVlqCZmp8psq8hvKcJgpclqr8VioC1qqCdqpCdqpCtkoCNoogG0WQrTKfrTKXh66AhzZvjL1CMz16o6NgZ6Bmf7TjfHnqtim7w23dOZR0qHtRki8wR1tOispFh6CC7YDax0xZ1ElfwV4HDJgS5WrRUcw8X51+fnpyffn65bPrVy/ev3z65vXzN59fvnm0trrZ03bS3/ZkqO3JwINHfQ8e9rWe93Vc9Hc+Heh60tv6qLvpUVftcUvpRhVruYy6VkFdr0zdqKLu1jD265gH9ayDevZBXeZBXSZgylFD7nFjHlD4HNbn7NdmbZWn7ZSn7hSTdgpxW3nJWzmIzYz4jQzYNithgxG3mAqdJUWMYYN6EJ4PoA7VYZZVoRY9Sd7DuOBBTPBoSvggKrgnwa8bEzpXmTZUQKxBBhUF21cGOWQ7GWD15ZKNwaHaIm4agjYaglba4iYqYsrCXFIc34rc+/b/wZTfZeWPTLl758/3733Lw3kHuEPIx/k9YIqkAIeUIKearLCWgriqFL+hqlSQizky0g8TE4qHRxESYtCxkCQYJCUBRkAlEpORBFQiAZX4ZW9+YmxsqH+YuwPU1y3Ky8nDXN9MQ95QRUZHXlxBkh8wxdbSABLmGwcJ8nWzc7Ux93Sw9ndxCPN0RkeHfLO9vrayMA8cJ9fXNjQ1Pejq7BsYHO0fmhybXJic3RifXhudXp+Y25qc352Y2/mjNgowg/+VKfPL+18dIf+uKbdXWP92iPZ3TbkB5fzxm9NHlzOrC8t7C3sPN1b251aPFleP5iY2Wso6kvF51uhcPUqpeVqVS1YDpLQTVdGLqB9NahrDlHfHZVQFkAucUwucMsrd2GXOjEI7eo49M8+VneubkR2YlQPNL0zIyotj5cQwM6EZ2THsHFhGdkxGJoSZFUlI9U7COUfBTXxC1Ww9ZYwdRHWsBbUsBfVtpdVNxJV1heV1BBW1BZV0BTRNhA1tJSzdJB39ZX0iFUPhGjCMCZJsgyTbw3G2KKIrLtWPwgyjsiJJaRH41FACLYyUFoEhBKLxARhCMI4chidHUuix2bm4impWR29Vc1dZU0d5Y3tZRX1+aXVuW0/z3PLM4dnB5dXTq1fPX7+5evL0fGNrvrO7HouGQPwtfWyUbHSELdT5TZR49OXuG8rdN1fmtVDit1IRsFURtFEWsFbgt5Lns1bgt1Hks1fl8dIX9tQBwRyUWxiw7e7ivaG6/YmO8+WpZ7trT/c2z1bnThbGd4fbuvLI6VDXYpRfEw3axIBVUCC56BB0kI2XseJXpjgbKEHdLDtLMs7XZi4vzl5dXb94dv3qxdsXz67fXL756frdk43Nrb6u/d6W096mxwONT/oaHvXUPe5tfDbw4HKo9Wlvw9Oe+qc9NaetResVactFpNUS0kY5ebOCsltN269NO6hlHtaxjmoyDmozThpzjutzj+pyjutzv+QsNVm7VcztUtpOKXW/hLxfRNgtTNnJRW1lJW5mxO9kIdeZ8Uu06FlK5BQxbBjt3x7rUh9uXRli3o30GsIG9aEC+pMDe5ABfYkBAwTIbkv+dEVaCcwLb6vBdjXOcTchmCsjTcEh2mLumkLOuuLORmBTVXE5/u+Ev/8/Ihx/2KP916b8trHyx6b85cYUPs67fJzfC3DdEeK5IwHilBLkVJMV0VGS1JARNlaX8Xc2jw/xREeHEOKjiAgYOhaCioGkJMCISYlkDIqYjCShkwhJcDIKQUbBE8IDwz0cob5u0T4uHlaGFlqKJupgXWUpRSmQjCiPnBTI3toIGuEfBwnycbV1s7XwdrINcneO8HXHxIR+s7OxvjQ3Ozo40NXW2ljfVFtb3/Kgo7dvaGh0ZnJmeWZhe3J2A8hTbmqf29P3Mws7N/ePf7eZ8kem3J5PAfKUXzfOPts7erp7+GTv6On+8bOjsxdnj64vnrw5ffjq7NH12aPr04evTi5enj58df749aNn748uXu+cPhpdmpjfm9x4tDB3MLF0vLx+sTGxPtQ0mJdVG51W5p5e7pBR4ZRd7ZNXH1jcHlrQFpjX7MOudWOU2VLyzPAs/RSGDpltQmWb09k2jExnJtuTmeHLZAUxWSH0jGBKegA+1RdD8kTh3VF4NwzRBUN2RhFtEVjziDgdV19pcwcRExsRYytJfUsJLWNRDWMxDUNhNUMhNQOQhpGAroWggbWghYuorZeYc4C0dyQ4KFYZkqQdjzdOotgm4B2SKV64tCAcPSyZHJSIC0jE+yUR/RMw7olYzyS8NxLrk5jih6NEZebhq+sLHrQ1PGhraG6trW4sLqrMLKhk17WW9411ru6snD0+fXr15PzhyeHRzuLyREVldiI8KMzdyMMMbKMlbK0uYKUGMlXkNlPgtlYFWSvx2Sjz26qAbJT5rRV4reR5rBV4bRT5bJX5XDWF3DUFEO66HZlJG13FW/3Vh1Ndj9YnL/dXH24vna7PPdqY2RxqbsrAMGHuFdigBwxoczqsjgYtwoahg2w8jRRs1MUtVMVttWRttMDOhqoOekpQD9ueyrzj1Zlnj8+eXT6/fPHyxeX1q6s3767evX364vXZ+Wpv92ZX635n/XFHxUVH6dPOosuuwhfdRacPss/aCh53Fj/qKDpuytwop85loydY8O0y6k556l4l/aCacVzDPKllndSwT2szLxpyzxpyTuuzzxtzL5ryzhtzTmrY++WMw4q0w1Lafgn5oJh8UEzcLyLsF+D28jG7uaitrIT1jLhlRvQsJXIUG9SD8GyDOddF2jZFO7YnePUmB/RjgrqT/FpgbtVRLvuN+eu1OeXx/mhrdaaXaXaANc5eI9lOFWIi56sr7qwpbKcpaqQoBBa8K8zxf0H3/8TN8T0H5x3gds+/oOS2KbfdASZrv/v+T1+lMLfvDXFw3uG4/z1wk5CX63t+rjsgnu/FQBxSwlxKUoKaiuKa8mL6qlIedkaISF9sbDgWFoGJjkBBw5JhUXhkPDk5CVidT0GjqGgkLQWVmpyACAuM9HKGB3nHBLi7WxoAPVodJUkdFSlZMV5ZSX4nO9NoSGBkqE+Qn6uzjZmfu6OXo02ol0tiZOCX2md8eKivq/NBUwuwP6Wzq29geGpiemlmYXtqbnNsZmN8dnN8dntsZuu3pgCs/G7hc7PT4PbtnpvtkLe3WH9lChAHJ8+Pz6/+hSkXz98dP369fnTSOdU1staz+mh64WRi6XRp+XhtamOyfby2tAWfXR3CKnNmldhmlzsX1HnnN3nnNrhn1jgxy62pBSYEtjaGrp5EUcXStbE0fQLNlJRqRaLak6kuFLIbieKGp7phyM5InEMs0hoSZx4ZaxIFN4pBGsUg9aCJWsFQZWcfMQsHIVMbERNLKQMzaW0TCW0TMW1TEU1jQU1jkLYZSN9K0NheyNxZyMZT1DlA0itCLiBGITxRNSZFB04wQRBtk6keuLQAHD0smRQCmIIk+MWh3eJTXBNw7vAUDwTWn0CPyy9Pa2yr7uvr6evr6+pta2itKqrMzC6hF9flNvXUTi2Nbx1uHp0fbx9sbWwuT04PFJewEmA+EZ4m3ubyNurCFip8Zop8RmAOEzC3lQq/pTLIRpnfVkXQRpnfSpHfSp7HSp7PRpHPVonfSV3YWV0I7qrbzkaudxZt9FbuT7Sdr44/3V96uL10sjZ9sTaxNlhfn45MgzqVY/2b6BEP0mJqqJACTEhyoLWHkZyVqqi5ihhgipOBioOeEtTLrq+64GRt9snjs6cvLq9eXr+4evXq6s3bl+8+XL5+//jZav/gelfbTnv9aVfV066yi0bWei5ihBIyQouczU7cLCfvVtM2S4gL2ajJ9PgxOmy7hLJTSt0rpx1Uph1XpZ9UM09r2Kc17NParJOazJMa9nl99sPG3IeNuWe1GcdV6ScVjKMy+mEJ5aCYDPzdKyTu5GN3bptChYxig3oTvdpjXR7AnNvi3ToTfXpQ/t1Jfq3xHjURdkVB1p3EmG4KIiPADmGmRPMwYgVYpNirI21VIk2kfXTEnNWF7DREDBUEwYJ3BTn+Lz/Hnzj/F6YAvwcQ+UNTOO5xcNzjuP89J8cdIFvh57oD4r4rBuKQFOKWF+dXlRVRkxXWVZbysDNKhPglR4Vgo8NSYiLRMRHY2GgiEg6AQkAiKGgUJTmRikZSkfHwEH+IpxM8yDs2yNPT2sjOUENPRVpbUUJLRVJGlEdWkt/ZwRwGDY4M9Qn0dXGyNvVzd/R2sg3zdUuODv1md3NjZWF+cnRkqK+3s72rubkF2J/SNzgxPrU4s7A9Pb81Prs5Prs5NrM1MrXx1RXBm/TkpvABiqCbJAVoyt7uy95ocnuL9c1a/IOT5/vHz4A4PL0ETDl//Bow5fzxa4CVG1NOnr5a2tup76/tnKldPB1YPBlZPp2f25+f3pzon29uHEgrbYnJrHRjFtuwSxxyqtwzq1wyKhzSS23pBeakLH0MQwNJVkogKCaRVJEEDSRBJwmrl5RijMSYJSVbJiZbRCOMohDG4bGGfuEarn6Kzj5yHkFgv0hFv0g5/yg5r1ApB28RcwchExsRQwsJXRMxHVNxXTMJXXMxHTMRHTMhPUsBI1thMydhM2eQtYewU4CYZ7i0f7R8aIIyBKURjdaF462QJGdMqg+aEpBEDEhI8YOneMNTvGAolzi0WzzGPQ7tkUQISctKrmku7BvpmJgYGx8fHR7rb+tpLKvNzS6hF1Zl1raUDU8PLG4sbO5tLa0vzi9MDQ535ObR4NG+EZ5m7qby5qpCxoq8hvK8erIchrLc5kr85koClsogK2UhS2WQuQLIQp7XUh5kpchvrQRyVBNyVBWAOWo+SIcvt+atdpVtjzSfLo8+2Vu82Fo8Xp06Xxld6a2ppSfQIx3KUvwaaeFNNGgVOSIvOQjpZ+FmIAP0aG21ZK015Rz1lR30lGC+joN1xafrc08enz9/eXX9+u3LV29fXr55+/Ldx5cffrp6czg9u9nbtdJctddS+rCz7KSeOUGD1EXbd2ODxuiw5TzsagF+MQs9w0ycZSEXMpO3isnbJZTdUvp+OeOgIv2wknlUxTqqYh1VMo8qmSfVGed1WQ8bch425JzXsU9rWKeV6cflaYdl1MMy6mEZ+aCUtF9C3CvCbuck3TZlDBfch/TujHdri3drh7t3Ijy7kd7tCV5NMS4VIVb5/maZfpZFEDeah0mylQrLx5QdaI5zVEfZqkQYS3lpiTiqCtqoihiABWUF7whw/omX8y//S1Nu/6t/1xRxAU45UV4lKUFlKQFtRQlXa314uDcizB8TFZISE4mBReLiYohIODEpEYeAk1BIKiaZjEKQUQgyIjY+2C/Kyzkh2Ace6uNta2JvpKmrLKUpL6ahJA7UPm7OVrHRIZGhPv7eTg6Wxr5uDj7OdhH+Hti4yG+21lYXZ2cmR0dGBwf6ewc6OrpaWzpvTJld3JlZ2J6Y2wJMGZ5cv32d53YPBfh8e7PBVzsNfmvK7bX4v4JyeXDyHIjD08ujsxcnFy+/MgVgBUhezp+9Pn3+Yml/ra63pGm0cHKvdeage/5wfGp7YnZncmS5rW2MVdUJz6vzzii1Yxbas4qcmMUO6UW29HwrSrYJPkMvma6GICrE4+QRRGU4TjUeox6L0ohGaEITtCFxupFxet6hil7hSp7BinZe0uYOQsb2AjZuwk7+Ei7+Iq7BYm6BYjZeAmYOIANrQV0TYTV9QW0TMR0zUR0zUR0zEV1zYSBJMXMSNnHks3IXcA4U9Y6UCYCBQxMUI5AqUcmaMWjjOKwlguCcSPBMwHrHoT1hKHcYyi0O7ZGA9UzAesJTvFKokbml1M6BxpmliZm5ybn5qanZsb6RjrqW0qJqdll9XlNn9fD0wPza/Mrm6sLS7OTUSHd3U3YmGR7tG+Rq4mQoZ6IoaKTAZyQP0pPl0pPhMZHnM1UQMFcSsFAWtlAUMJMXMAXzmYJBlvIgGyUhB3Uhe2X+KFvVWgp0uo419yB/rb/uZGnk6e7Cw+2F49Wps+WR5Z7qGlo8LcK+FONbTw1toELKCaHZSP8Eb1NnXUkzRUEzZVFbLVkrDVkHPSVHfeX4AJfRpvLzzYXHj86ev3z1+s2Hl6/evbh8/fbl+8/Xn/725tP14fHRxPhCQ+VCZe5+Y/5JY+Z6IXo8FbKSi1nLx6/l45eyMXMZSfNs1GoebruEApiyU0LbK0vbL2fcxGFFOmDKWW3mRX32eV3WaQ3rpJp5VsU8qaQflacelacelVOOyikHpaS9YhxgyhorFjBlghA6mOzXg/BsjXMFWOlI8GhP8GqGudZE2JUGWzM9jQvDHHMDbVheJgUhNnkh1hQ3HbS9WqShpLeGsL2KgJWqqB5YQErgrgDHn/k4v//fmPKlruG8w8F55981RZT/vhiIQ1aEBzBFU17M3lQT4ucUG+iFigjEREdgYJHY2GhCYjzwvg8Vk0zDYijJiaSkBFICLD7YD+rtkhjqd2OKjpKkupyImoKotAg3WFrAw9UmNjokPNjLx8PexlTfy9nW28k20s+DkAD9ZnVxYWZifHRwYHRwYGRotL9/sLurv7Orr29wYmJ6CXjeeHIeYGV7ZGrjdtPkK0e+WmsAnPX8bu1zcxH5K1AOT18cnl4CmhydvTg+v7qhBPhw8eTNxZM3gCwXT96cP3t1+vzZ2slq01Bx03DWwFrFyGb99N7A1M7I7M7oyHJL2xiruiuhqCkwp8qdWeCcyralZtpQs6zIbDMC0zAlTTuJoppAUIzHyScQlOJwStEoxQi4fEiMfAAE7Buh4BOm6Bwg7Rwo6+grY+Emom/NrWPFaeLIa+0l4OAn6Bws7BwoYuUJMrbn17HkVzcEKWpzqxsKaBgJapkIa5sKapuB9CxBhrb8Jg4gYwceKw9+lyBRv2jZ4Hj5MIRCRJIiBKUCSdKOQZvGY+0ScC4InBc8xTse4xWH9kjE+6JIfihSAIoUSGbGVzRkDk91LW/OLy7PLa3OLa5Mj073tnRXVTbl17aWtvc3Dk0OTi9Nz68sTE5PDA71NDdXstJT4qE+Ac5G9gZyRopCRooCxkrC+mA+HRlefVleI3lBE0VBE0VhUwUBYzkBIzk+YzkBM3kBK2UhB3Xm1rPZAAAgAElEQVQRW0W+EDNwQZJ/bwF+pIq50FlxtDD0dHfh0c7i+frU+croUndVDS2eHulQgvapp4bWkSNKccHsBJ94T2NHbXFTBQFTJRFbLVlL9S87rhNDPCZbqx9uLT+5OL98cX39+sPV1XtgNv/T659+fvvjz1dvLzc21jsezJTnLJex9moyTuqZJzX0vdLUzQLychZ2IQO9yMas5uA3C8jbRdTt4tSdEtpuKf0mdkpouyW0ozLGSQXzvJp9UZN5UZNxVsU8qWAcl6ed1qQfV6UdVtAOKiiHldSDCspeGWmvGLedm7iVGbfGil1Kg86nRk4RQ4YxAf1JPp3xbp2/mtKR4NEa59oAdaqKcCgMtq6Mdq2CupSG25ZH2heGWdO99LBO6hAjKR9NEXsVIUtlMW05QUnB+yDOb3m57nJy3Pm3TLkJ4PccnHc4ue5yct39d00R5r0ryn8fLMYH1D7qciLmuop+TmZRPq6IEF8UJDQ5OjwFBiUkxgP7rmlYDB2XQkUjb5uCDPOHBXp4WBnaGWpoK0qoygipyotIi3DLywgCpoQGeni62lga6Xg4Wns52kT6eRAR0G+W5mbHh4cGerqH+npHh8eGh0cH+kd6+4YGR6YnZ5bnlnYBUybnt4Gz5Ntd2JsAip3f3u5Z2Tj5o37K7cfAboHy4kYToGkCpCRnj65PLl6eP3798Onbh0/fAqx8MeXZ4+2LtbbxsqYRds9S0cBa5dRu7/Tu8OzO6NhqW8dEVm1XUmlTaH6VLzPPnciwwdFMcXQTAs0oJVUPTdVCkr+YEo9XhKUoRCDk/GOkPMLFnQKE7XyEbLyFHQMkHAOk7H0lLdxEDO359Gw4jRx5LNz5XELE3MPFXULErL35De15tC14VAx4wJqcSjo8Knp86oYgDSN+TRM+HXM+fWteI3seE0duGy8B91CJAJhsaIJ8OFIhHAkORypAUBrRaIN4nBWS5JpM8UVTgpLJQcnkIDQliMAIIzAicPRwRg6qrrVwfLZ/eXN+dWNxdWN+eW16fK6vta+m+kFhfXt552Bzz3D3yOToxNTk8PBgT3dbY10pi4FBxgYEu5s7GSkZKQkbKgoZK4vog0E6Mry6snyGYAEjeUFjBSEjeUEjWZChDL+RLMhYTsBCUcheTdgSzO2hI06NcKimRLdmY8cb8/dn+x9vz/2nKT0VNbT4NIhjKca3jhJSSwovTgnMgHvHeRg5aImZyINMFIVtNGUs1WVstMCO+sqocO+ZjrrHO6tPHz66fPH6+vrjy5cfX119fHP948c3P//4+vM/337+cP7w0czUxoOa+TL2UnHqdgXtpJa1nk1YYWOXmNjVTNxmPmW3mL5TRNssIO+VMfbK0oC/u6X07eLUrSLqViHlsDTttJx5Xs0+r2bfgHJcnnZSzTiqpB9UUG5it4y0U4LbyUncyoxbZcKW0qALNMgMOWwMFzyE9u9P8ulN9OpEeHYkeLTD3VvjXBujnWsj7SsjHWqgznUxrtVRDhURtsWhlhl+BngnjRgTWT9tMQdVUQtVcW05YQnQfV6OO1ycd28Sjf+hKbcrndsJy79rCjChDxbjU5MTVZcTUZcTMdECu1vrB7vYxvp7ICOCb/opFDSKgkb91pQoL2dEiG+El6OLma61nqqWgriqjJAKWFhGlEdRTtjTzTY2OiQsyNPLzRYwxdPBOsLXnYiA/uf+lP7urpGh0dHR8aHBsf6BkZHxuem51fnlPcCUqYWd6cX9qYW9r/bLLqwc3N6QcnuF9U3V87u1z5ep2V+TlF9BufpdUG6b8ujZO4AVwJSz5492Hq62jZc0jWT0LxeOblQvHA7O74/O7YxOb/UOzJc29uJLGiDZpX6MbC9immMKyRhLMcRTDXCpephU7WSKOpKsgiAqJRCVY3CKoQhpryhRxyCQhTe3sSunoTOnpbeQpZeIpZeouYewqZuwqZughZeglQ/II0rKK0bKNULcygek78CjacmjYsynqMutoMWlpMOjqs+nbsSjacKjbc6tZ8VlaMdl7spj7yvoFSkZFAcORYBDEmSC4iUCYiUikCpRKJ04rEUS2QVLDyQwIgiMSAIjEp8WTmVHp2bCyMyYjHxcQ3vxyFTPzNLY0urM0urU7PLoyHRnc3d5ZVN+fXt593BbZ1/HwOjg2MT4yMjQUH9XR0tNcQGdToyHBTt7WGsbq4nrKQrpKQrpyPJrSvFoy/DpywkYygsZygsZgAX1ZUF6Mvz6siADOZAxmN9aRdhMhsNOiS/BTY8Z511OhvWWM7cmui42pi+25k9XJ86XBpe7yutS49OivtQ+gCmseK9Yd0PAFGMFIRtNGQs1aWtNOScDFQzEb7678cnu2tWTZy+v3r++/vj61ec3b37+8O4fP7z9xw+vPv/89se/vbh+f7D/cGJwrb54rpC+VEDaLqZt5VK3c6lbubTdAvpBcfpRKWu/lLlXknZYyT6sZB1UZOyXp2+X0jeLU9cLKWt5xN1C6lEp7awy/aKadVaZflKedlxBO6mkA6bsV1D2ysn7laS9CuJOGX67OGU7G7GVGbfGjF5OgyzQILOU8ElC8GiK/2CyXx/SuzvBA+ittMS6NEU71kHsmmJcaqH2DTCnBphTVaRNWbhldoAx0Vk9zlw+SE/SWU3cWlVSW05UAsTJw3H3/8EUjl/fLbyx43dHV/5bU4ApFRlhblVZEXU5EQ2wqKm2vKetoaeVMcTTCRkRjIuHkhDxlOREChpFQiEpaFRqCpqMQhCRcEJ8dGygT4S7Q3ygV4CTJbCMFjBFVV5ERpRHCSzi7WEfDwuLCPH+qvYhJkK+WV1cGBsa7G5v6+3sGBoYHhkZGx4aHxgcHZtcmF1YX1jZB0yZXtydWTqYWTr4agn+DSs3y6tvJylfTaP8lx2Rt0wBkpSjs6ujs6vj8yvAlNug/JEpD59dnV8+3nm42jZW1DiSPrhaPLlTv3wyMr83Prc9vrg3Mrla1zKQWlQbnVEQSGf7UuhuOJIZnmJEoBoT6AYEugGWro2maaJo6klU9ViCcliSrGe0mF0Qr6kXp77LXV3HewZOXIZOvMYuIDN3IStvCVs/ScdgKacQcR+YnE+sjFukhJUPyMCRV8uKV80UpGTAB9bgUNTmVtHjVTfi0TDmvjHFyoPf0V/IJ0o6OF4uFAEOipfwjRH0jhIMTZCPQKrBMCZIkjOW7k9iQsgsKIkZRUyH0LNj03LiqRmx7AJ8Q3vx4ETH2MzA9Nzw9Pzg+FxP/3hzQ0dJZVN+Y2dl72hHV3/n8OjQ1NTU9NTEzPjwWH97S31hSS4FFe3r72RkqiGpIy+gJcevLs2jIckNmGIAFvyNKQIG0nyWSoLGknfNZe5HWivjQ+xyk0PbCqjro+2nqxNnG7MnK6NniwNL7cW1qTBGpF05xu9/YkpKlP9ib/PzvfXXT69ev/zhzfWPb1///OH9L58+/vLD+1/evPr805sf//76w1+fPrland/rbFwsz1gqom+WMk6rc88q847LsncKWdt5jM18+m4x87CSfVKde1yddVSVuV/O2i5hbBRRV/NJq7nErTzSQTH1tIJxXsU8q0w/raCfVqWdA4VPJXWvnLxXTt6rIAKm7P5XUxZTIbOU8CliyDgusD/Jpwfh2Rnv1hHn2hrn2hLr0hzj1BTt2JHg0QRzbIl3aYW71kPtKiHWBcEmFGcNhIVisL6Ui7rYr6Zw83Lc5eK8/78x5au1Kf+uKYLc30sKcChJCarJCmvKi1noKfk6mjoaaYe62CZFhhARsFRUYiomiZycREAiiEmJ5OQkIhJOSIzHx0Fj/L3CXO1gfu7etiZWOsrmWoqa8mKAKbJivMryoj6eDglxEZAwX39vJztzQx9Xex9nu6gALxIy6pvVxYWRgf625qaOlgeD/UOjo+OjI5NDw+Njkwsz82tzS7szC9uAKdOL+xNzO/+T93pulzlfbV26uddz66Dn8ujs6vj85cnFq5OLVzdJyk0n5XYP5eY/gSLo4bOrs+ePlg9mHgznt4xl9C8Xjm3WLB0PT28Nz25NzG4Oji83tA0xi2pi6Zl+xFQ/EtWTQrdLTTMn0UyxVF00SQtFVktO1UCnaaJSNeBktWicclAi2DVKxMKf19Cdw8CF09Sd39iF39gFZOEpZh8g6xwCdgqWtQsQ9YtT9I0Fu0ZIWvmAjJz5dWz4VYz5ZLU45TW4wRocitpcqvo8aobcqgb3tcw4DGy5rDz4XYPFAmCyQfEygXGSAbFivjGCnhA+z0jh8ERVBNEKQ3PDMwIBUwiMSHxaBIERSWZB07ITsksI5fXspo7y9t6G0cnu4fGOnpGGlp6y+o7C+vbilu6aroGW/sGe0fGRuZnZtaXFrdXFjcXJqaHWngfFhUxcbJCrhZactpygDlhIW05QWwakIyugJyt4E/oyv4YsyFhByExR0FSWy0aBx89AMsZJJz3Op62AujXR9WRn/vH23NnK2OOVkaX24kpCRAbUoRzjV0sOriWFl+KCM+DeMDcDBy0xYObNVEnUVlveSkPWWlMOHxMEmPL2+as3rz6+f/vzD+//+eH9L+8+/PLh/S8fP/zy84d//P3t55+fX15vrm53Nk4UMeYK6fu1OUeVeUfluZt56VN07AgBOU5NnmHg5pi43RL2dHrKQiZxMg01RIoH/g4SYmYYyK08wmll+lkVE9DkrJpxVE65VfWQ9suJe2WE3VL8Xgl2Ly9xLytuixW9wohcokfOUUInCcFj2IBhtO8gyrs30asL7t4R59oe6wJEF9y9I8G1I8G1Fe7cBLOvjLDK8zdkeOlgHNQjjOQ8NCXs1WUMFSSlQDw839/huPM9Px8XF/c9gAAOzjtc3Pc4ue7e5/j+q/vH39/5881OJuDk+PZZMvB/b7q2NwfMd+99e+/enfv373Jy3OHivAu8yAE89APi/BZ4QkxOlFdBnE9LQdxMR8HRVNPN3CDKyxkLg9DQCFoykpSUQEAiCEgEHZcCnCVTkhNTYiKhvh4R7g5Qb5cAJ0tnUx0zTQV9VRkNsKicBC9Ygl9ZXjQ4wD0RDokM9XG2N/Nytg3wdA72coWF+BESor5Zmpsd7O150FDf2tTY2903MjI2PjY9Nj49PrX4W1Mm57+eQPldU25yk69M+S93Bf9ra/YWKy9vCp/biNz+fNuUi6tHy/uT9X3shkFa92zW4GrpwuHgzNbw7Obo1Frf0ExVUxc1txRKTfchkn3JFG8S1ZZMNyPRjXGpemiqFoqqjqZpYBhaKSy9JIZOHFUzEqfmnyDvFClm4Qcy9eQzcQUZOvHpO/CZuArZ+Mi4hCq6hSu4RcgGwlX945XcIqUsvQUMHPm1rPiVDfnBmtzyGtxgdS4gVVE14AJMMbTjtvEUcg+VCIyVC4bLBsZJ+scKe0NBbuHcHhFCYQiVBKI5YAqZFUVhwUjp0cR0CDEdQmZBaZnxGQXowkp6VVNufWtJR09Ne3d1c1dJXWt+ZXN29YP85s6qjr7moZH+6enJ9eWV/c3Ns73ts92VrcWhuaHmjuo8ChLiZqFtqCyuKy+sIyugJc2vLQP6I1OM5IVMFQRMZDit5Hm89aWiHbW/MuV8dfzJ6vBye1ENMTwzxqES61dPDa2nRJbhQ9gJPl+ZYqejYKMFttNRoMDD14baXx3vfLh68+H688f3f//48Zf3P/zy/odf3n345Ycffvnw9qfPrz98fPrs2drS4oOqXjZpOJOwUsZayKZP0on9uKRudHxvSkIfFt6Njm1PiupMjn6QEN6Ph7cgwmqj/R4kBOf725Gs1PuxkEV28kkF46w247wm/bwm/aKWcV6TBrRmDyvJBxWko3LSfjlxvwR/UII7yEfuZ8dvZ8RspEctp0EWUsNniKET+KARjN9Qsk8f0vsmWwGiF+nRk+jelejekeDaEu9UHWVVEGic4aOPsVMDTHFQkzIES8iCeEH37vLcu3fv7pfJNC7uezegAEnHzZfA6oPbdwVvZy43fHxlypdU5Tem8HPd4ee6w8/xF2DjgZwor5IkSEdJ0tpQ1dPW0N/BMtbfAwuDUJLiKcgEQmI8kKTQsBhychJgChYGifH3gng6xfi6+TtaOJlo/9aU0CDPG1O8XeyCvF2DvVyhwT7EpJhv1pYWRwb6WxobHjTUd7Z39fcPjo5Mjk/MTEwvzS6s3/RTbpvyL97r+W0v9saUr+8K/jqPDzRTAFOOz79kKL9rytegPH378NnV+YuLua2hijZqWTumaYTSOc2e3GwdW+maXu8fXWrrHsuvasZk5IeQ07zIVH8a3ZdCt6OkW1CZ5hSmCZ6hj2Xo4NJ18Bl6hCwjbKZREtMonmYQhdcNSFR1ipC29BU2cQUZ2vPoWvPo2/JZukm6BCn6RqkFxqpHJumGJWr4QMG2PiKG9iBtC35VA5C8Fp+8Bq+8Bq+CJo+yLq+yLpey3j0tMy5jB15HP3EfiFxognIYQiEoXsoPJuQJ4XMJ5XQPFwxNUIYTzDA0N0J6CCUDSs2IpbBgQAVEYkIoGdFp2QmZRbiCCnpJTUZFQ3ZlY1ZlY1Z5fUZpPauyObupo7Kjr3l4dGB2dnZnffv88PDq4uzVo8NHh0uHayOzA43FDEyEh6WVloy+vKC2FK+2FK+uDL++LOgmDGW+BFD+GIIFDKW5LOS4vPQkoQ5a6XE+7YWp25PdT3cXnuzMX6xNPF0bWW4vqiVF5MW51BACm+gRjalR5YTQ26aYq4iZKYs56CnZ6yo6G6qmJUG3x3venh98evnm45ufPv/wz0+ffvnw8Zd3H395+8Mv7z78883rTx+u371/9uzR+uJUXVkTPbkjDbVQnD6Ty+in4trRiM4URDcO2YFJ6EqB9xEQfQTEWBpmq4w9nYEbJMLHUpNqoL4UW51uTOg8G3lSzXjUnHVRn3FWyzyvT79oYB5XkP8zyomH5YSDEtxRScpRIeowN2E3M3aLFb3OgCzRw+coodPEoDFsAMBKP9KzB+HZneABRF+ydy/KqyfJsxvp0Q53aYi2LQ0xzw4wTrFXhxrLe2lKOqpKGYEl5AV5hTnvg4CqhOsuN899Hl4Obp77ACtc3Pe+/e4/AFY4OO8AFc1XOyW/6qEApnBy3b3dr713/7v79+/emHJT+/Bz3QFxfivCd09KkFNGmFtejFdLQdzaUNXHwQTi7ZIQ7JMSE0lEwIgJcbiEWAISQU5OomKSSSgkMPOGi42CBXhDvV1i/T2APMVcS9FATVZTXgwsyXdjCiI+MizI09HWBDAl0MM5MsCTlBz3zd7W5szEeFdba0tjQ1tLe1dXz+DA6OjY1OTM8tziBtBPmVrYmVnaA0z5b9/r+aod+4f3j2+ZcjtVuWnNfpWY/BaUR8/ePXp+dfLseGK1M78+Ka8hprInsW4Q1zNb1DVVPrzQ3DdZ0dSTVlQTy8jxpaR7MNIDMjKD0rNcGLl2Gfl2jDwrWq4ZJceYnG1EyjUm5ZkSc81SssyTWeaINHMo0cg3Xt0hWMbSXdjYEaRryattwWNiL+rgK+8bqR4C14lNMYWiDYLj1BwDpEwchLXNBdT0BRW1BOQ1+MHqfPIavIpavIraXEq697XNeM2cBN1DwEGxylHJmhCUSihC1h8m6hHJ6xR83y1MIASuBMdbYGgehPQQKjuGlpmQyob/ygqEzIpKzYSl5yZmFuFySsiFlfTiakZpLbO0llnWkFHdkvugq7proG1oaGB+dm5/a+/pyenbp49/eH52/XD7yf7c2lh7XV5qQpCLo76iAVhQS5JHW4rXQE4AiNugGEjzG0h/6dTqS3KYyXF76EpGOWgz4v06img7Uz2AKY83Ji/Xh5fbC+pJkYUJ7vXkkJb0qCYatIIYdtsUSzUJC1UJR31lR31lV2P19OSYnYnet+cHn1+9/fTux88//P3Tp1/e//DL9Yd/vnr/j1cf/v7qzad3b95/fHn1dGd1sqmigYbuSE9ersrabihfKMqZyEqfymKMsVKHGeSlQvbD1urDuuKHDyo+TfQ8bClfyCRPp6d0JkfVQL2nmIi1QtxJPfNxa87jB9nnDcyzOsZZHeOkknJSSTmpIJ9UkE/LiMcl+KNi3FER5rAg6SAHvsOGbTKh6wzICu2LKRP4oHFc4AjGbxDl3Z/k04f0BmIA49uP9ulL9u5J8uxEuDXB7CvCrQqCzEjOOnBL5UA9GRd1KVOwuIoQrzgHh8D9ewK8XFzc926wuDkevlHjJkO5d/+7myrpd1fV3pwr336A+caUr/opQjx3RPjuSYDuSwpwSAtyKEsJmOkoeNkZxfh7IEJ80dBwIgJGToQD8ynAcAo5OYmKRqZikvBxUFiAN5CnBDpbuZjpWuooG2mAtRUlFKRB8pIgFQWx4AD3eFhYSIC7vbWRl7NtoJeLv5tjqI8rER33zfH+3vL83GBvT2drS3trR2dn90D/yNj49NTsysLy1uLqwdzS7vTi7szS3szSwW1Tfvtez2+HUG5MAZopt+8K/lGecqPJ75ryX0B59u7R5eXZ872xpfqsamhWbXBxR0RJR0zDELm2l948mFnXlVrSCGeX+KVmOlFZTiy2X1Z+YHaJZ3a5c26FS1a5A6vYmlFknlZoRiuySC2ypBXZUQodCbkO2GynZJYjFGfuB9N0CQDbekqZ2YsaWAua24s7eCv4R2iGxusmYC3jsGYQhK5bMNjCUVzbVFBVW0BOlR8IgBWwBoeiNoeuBcjaXcIfqh6J1InDGcbidCJRSkHxEl5R/E5BnG6hgiHxKnC8FYbmRUwPT82E0bMQtMwECgtGZkWRmBFkVmRqJpSRC88oQGUVY3PLSAWV1JLatLL69BtTOvtbh4cHF+eXjncPL88v3j9/+vnq4bvHe1dHS9tTXe3lGYQYfy9zDVMlER0pHh0pHuDk+EvI8BvJ8BtK8wGhLwvSl+XXleQ0leVy15GIctBmJgR0lDD2Z3qf7cw925l7sjl1uT682JpXR4woQXo1UsNamdBmevRXplhrSFmqSToZqDjqK7uZaDDRsK2x7uuT3R9fvf705tOPH/766ePf3/7wz5fv//bi/c8v3v/08u2nt2/ff7x++fxgc6atpjEd25OF22gqfjTUtd1cu1pbvttcc9hSf9haeznY+fPy5PuJ3rcj7f9YGHnaUT1KRbUhIe2JEeM05EYpZaOcvFtNO25kPXzAvmjOOKlNO6qiHFeQTyrIZ+Wk0zLiaSnhuBh3VJBymJ98kAPfz4rdZkE3GJGr9Ijl1LBZcsgUIXCaGDSJDwAaK0PJPoMo76Fkn0G0zwA2oD/Fvw/j15Ps04l0fxDnWBVpUxxqme5lmOKgDTFV9tYG2yhKaojyS3NxCNy7A+LhvM/xPdAxARKNe/e/++77P900bu/9ut8A6K38a1NuV09fjpl/7dFy3P+em+P7G1NE+O4BpkgJckoLcihK8JvpKPg5mUX7uccFeCZFhpASY2nJSDIKAUzQpuGxVEwyLQVFS0HhYqOi/TzD3ewhnk6Bzlau5npWuiomWgq6ylKKMgIKUgIqCmJB/m7w2PCwIE8nO1MfV3sgT4kI9Cbjkd8c7e2uLMyPDQ32d3d1d/Z0d/cODY5NTs3NzK8trmwvrR3OL+9NL+7OLu8DpvzRez1/dGb8uxcFb+I2KECP9r/V5D9Befbu8YsXD19ujy6VM8sD0yvdsho92fWehS0xBY3wvBp4VkUUq8gnNcuWxDSjMi0ZGS4ZuZ45Ze45lU45lU6ZFfbMEktGkTm92DytxIpRZptR6cqs9EwtdqMWeFEK/dAsdxjeJiTWICBSx91fzclL0dlbyTtYKzTGEJpokoi3TiJZx6HNAiAatq6yeqYiypoCMgo8Msp8Msp8sip8cmq8sqocitpcBtYiDj7gsHiD2BTTJKplIsUIhtMIR4J9o4VdQ3kAUxII1l9MYccBppCZMWRWFJkVSWFHpGZBGLmxGYXIzCJ0VjE2r5xYXJNaVp9W3siqbslt7qzq6m0ZHx9dXV47Pzy9fvzk49XlT68ef3p2+OZs7Wh+YKihkJkcFexgaKEqrivNqyfJYyDNZywnYCInYPyrKcZSfEaSvAZSvLdN8dCVhDrqsBCB3eWsw7n+57vzz3bmnm5NP18bWmjOrsaH3JjSRIOWE0Iz4N4xrvoOWmJWqqI2mtJW6lKO+spOBioeZlosTOzWWPer4+3PL19+fPPh8/sfP/7w1zcf/nb14W+X73++/PDT5ZuPr67fvH15+exwc66jrpGJ687Gb7WWvZofOx3o2u9qeTTc82Zu4sPC5LuZsffTw8/7W4+byp911e2UZ/ekxLYmRo5RkKd1uTvVaStlxKUS/HZV6kkT86yReVybelRFOSonHf8KykkR7iQ/5TgPc5yL2s+M22XHbKZD1tMiVmjhi5SQGVLwJD5gmhg0RQgEUpVhtO+XSPEbJgT34wIBVrpR3g/grrVQ+7IIm6wAc6qHYYKddrCRspOajIGUiAIvl9Dd73i57nJx3+Pl4xQS5heXEJaQFBEWAfGDuG96KHfu/gVIXu7e+/bb7/7jj853gN/81hROzvu3TeHhvMPPdUeA554w711h3rsSoPuyIjxgUR5VGSEbI7Vwb3uor1uMrxsiLJCUGMtISaaikYApdFzKbVOgvh6hLrbhbvb+jhbA0nxjTXkdJUkgT1GWFw30c0XER0aF+3m4WPt7OIX6eYT5esAigpg04jeHuzvry0vT42MjA/293X3d3b1AnjK7sL60urO8frSwsj+ztAeYMrWwN//fvdfz1Zvqf2TKb7uzpw+vTx9e/7bY+f0M5dm7x8/fP37x/NGrzcH5XFK+Ay7XiFJiQsg3YZR70Yv9KTne5Bw3SpYNiW1IZOpRmAY0phWdbZteYMcotGIUWaYWmlLyjSn5hqmFpoApWTUeWdW+9BKv1ELftOIQan4wNt07ieCCwDjBEm0jYZYRMRbQeBt4skMS3jGF4kRIc8VSnWMSTT0D1HvL4E4AACAASURBVM1spNW1hWUVeSUVeCUVeKWVeGWUeWVUOBW1uYztxF0DlaFJZokka2y6PYZhlUDSi0IrBcaJe0QIuIeJhMLVEgg2KTRfYnokYMqvtU8UOSOcwg5LzYpIy41m5scDrOSVE4vraOVN6ZXN7Lr2gtae2t6B9omJsc2VjUcnF2+fPf/86uqv109+vDx+/3DzZHFgsqUkBxcT7mRoqSKiL81tKM1jIsdvIsdvJstvKsNnIs1rIs1rIsljLMFtIMVrICegLydwY0qMsx4bGdxbyT6aH7gx5dnq4GwDuxIbVIx0b6CEPmBAGlOjyvAhrHivGFd9R21x4C0OSzVJR31lZ0NVLwudTBx8d7Lv9enu55cvf3zzw48ffvr08ed3H//x6uPfrj7+fPXxp6v3H19cv75+8ezJ0eZsV21TBrY7G7/RUnq9PHU5P/FkcvjRRP/DkZ7T/rbDtobdpsrZfGY/DTPNJg1RUF3omHEaejWHdt6Qv13LWKkgLJXhtmqoh42Mw/q0gxrKcTX1sIx4UvoFlNMC7Eku5ign6TAbsZ8Zt5MRvZkOWaOHA6bMEQOncX4zpOApQuAEzn8sxXcE4/clsP4j5LBBUugAPrgPG9CL9m1L9GiMda6COuQGmTN8zTDOhlHmml46ShbykuoCvOKc93g57vCDuMXEhWRkJeQVZFTVFLV11A0MdfT0tcDy0jy8HMBBz03z9XZf9na/FshxgJ7uzS9vm3L/3ndc97/j4bwD4r57Y4qUIKe8OL+COJ+qjJCtsXqkryMswDPaxzU+2I+QEHPbFCom+ab2wcIgUT7uIc42Ya52PnamDkaaZpoKhupymvJichK8MqI88jKCwFlyDCTQ09XG38MpxNc93M8TDg3LyUz75uRgf2ttdWFmenx4pK+nv6O9p7trYGBgYnZhc2nlYHn9aGHlYGZpb3b58CtT/sV7Pb815avLxzczKYenL25AOXv0+uzR7zRQfteUx8/fA6ZcXK13T2YksyzhNE0kSw1OV8FnmeEzrXBsGxzbkpBlQsrSJ2XqkNh6pAxjUoYxkW1IzDTAZ+nhMnVxmbqEbENKnhmt0JpW5JBZ5ZNVFUgv9Kbm+tCLQhiFEeTMYCozhEQPxlECk/E+SVgfFM4bS/Yj0v3J6b5pWYE0diAK7xIMMbR3VdQ1ElVQ45MC80iA+aQU+aSVeKSVORS1uU3sJdyD1GFoSxTVjsh2xmfYJKUaxWBVQxKkvKOEPcJFwxI0EUTbFLo3UPvQMuOpGfHUjFhKRjQlA0JhR1AzI2lZ0Wk5sPQ8eGYROr+CUNqQVtWSUduW09RV1tnfNDjSPTY2sray+vD49PXTZ59ePv/r9dNPl8fvH24ezvVOPCjMSoGE2OuYKQrqSXEZyfFZKgmb/GeewmsizWssxWMkyW0gxasvJ6QvJ6AnxWUix+uhLxPjqp+ZFNJXlXm8MHi5twCY8nRlYLqOVY4JKEp0qyeHNadF1aVCSnHBX0zRkrRWE7NSlwT6KS5Gaj5WermExMPZoffnB4ApP/3w10+f//b+89+vP/391ee/X3/6+fWnn67fvH794unzo635nvpmNq4rB7/aUvJ8bvTdxuKHtYXTvvbpwqyBNPJoOmU2k76URR8ho6bTsMPExEla8lFl9kl17l45a78uY7M6dauGdtjAPG5MP6hO3a8knVWnHpURjkvwp8X4s6KU03z0cS7qOAt5yIZ/MYURtU6PXE0NX6KGzhEDZ/D+QJ4ygfMfTfEdwfgNp/iNYPyGsP4T1IgRcvgQMXQIF9yf4t+F9G6Od62FOecGWqb7mePcTGDW2n4GqnbK0tqiICme+zx3/yzAd19cBCQuJigpIaKqomBtZeHn600hE4ODA9XVVbm5Ob/7/k83/drb58dfnSt/ZcqXL//AFFH++8C5j7w4v7wYr6IEv4WeUqinLTzUB+rrFhvohYuHUtFIUjIC6KeQUEhgeQoVjcDCIFBft1AX23A3O09rIxt9NRN1sJ6KtBpYRFqUS1yYU1aS383FIg4WDI3w93Cx9nG1DfB0DPVxhUPD8nMyvjne39tYWZ6dnJocmRgdmhzoH+/rGe/rm5qd31lePVnbvFheO51bOZpbOZpfPZ5bOQKuIN82ZWXjBEhPbh8hA7XPV9cFbxoo+8fPbw+nnFy8Onv0+vzxm4snbx8+fXfx5O354zc33zx69v7x8w+Pnr1/+PTdTQBfPrm6evR6r2mAhU5zhpMNkhg6CTTlBKoSmqlJzjNKL7fNqnPMrHVgVNpQis1SsvUQDDU0Uz0pTSUpTQ3N1E5hGaQwjXAsS3K2AyXbNa3AN70wOC0/KC0vJL0oMqM4mlUIY2bGMtlxDFZcalo0hRadmhbNZMdl5yfmFCVmF8LTsyFEuj8C4xQMMbB0klDV5VJQFZCU5ZWQ5QIr8ylr8mvogywcpLxD1OEplmiqDZntRM22wzJM4/GqEYkSgXHioQnKEJQBnGCDSfMkZoRQMqMomdHkjGhqZlxqVnxqVjw1E0Zhx6RmxTLyEjKKkrJL0fkVhJJaWlUzu76t4EFXZWf/g/6hzvGJ4c2NtacXp28vn/54/eLvby8/v7i4Pl3bnW6dbM3LJUQG22kagHk0xe/ryfAYywkYyoCM5QQNwYIGciA9GT5daV49GT59WX5tKX5dGQEdKR5TMJ+ngSzMzSAXEzHSkLs/1/d8f+Fyb+HJ5tTjpb7pOlY5OjA/3rWeHNFMj66nQUuJ4Yw4r3A7DRtVkZs32J30Fe11wF7mmqWpyRdLo+/Od3989erH959++vy3zz/+/f3Hv71+//OrDz+/+eGv7z/+9eOHHz68vHy4vTTTVtmeSxwspq61Fr+YH/2wMn89NXLR2nRQXryZnb7NTD3NZW1SUuax8GlM7BIFtVdAP6vJOa3LPahiHddmHtVkHFQxD6sYxzWMkxr6SSXlrJx0XJxyXJR8VIg6zk86ykk8zEYcsuGHbPgOI2YrDbKRCllNjVyhRiyRw+aIwdO4gAmc/zjOfwIfMEEMHCcEjBD8R7C+gyl+Y+SwcUr4KCl0MCWgH+3fm+zXluhdD3MrCnNg+Vvj3U0RjobhVjrO2vL6MoLKwlwCd/6PKN/30kJcUsJ8UkICSlLSBlp6duZ2WBQuP7coJiaWh4fnL9/9mZef6z/+8v9xcH9ZhnL/3nf37n4LxP173wGlDXC4w8V5l5PjDvCDO9//+d69O/fuAftT7gC1DzCfIgbiAPIUMb67YFEeDbCojpK4p71xXKhnhJ9LdLBXSkIUNSWRhEkgohGp+GQSJpGCQdJSUKSkeGREcISnU6iLTZiHvauFvoWeip6KtIaCmApYWE6KX1qcR1qS197WAAEPCwty93KzDg9wC/Vxjgv3w6Pi6mvKvznc3VlbWpwZn54cmRodmhzsn+rrmeztmZqe2VtcOllZv1hcOZ1ZOppZOgJSFeBpwdsjs7dNub0e5StTbs+kAHFT+9zkKQAigClA3DblhhXg8+PnH568eHX+creuh5VIdo7BGiRS9RGpqsg0RXy2JrPCLKvONr/ZJavJhVlrTy4zTczWjE6VjSXLQLGSEIxkNBYci1eFk3RQNHMc04HAcqNm+9FyQqhZQdSskLS8iPR8KDMXmlOAzMtLzs5DZWQhmGwEKzMxOw+VX5RSUkkorsTllSSmZ0Pwqb4wpIWLL9jAQkBJAyQtzyspxwlW4VHW4lXX4zOzk/AIVIlCGCLwZvh0OzLbDsswRZA0YCkK0clK0GSdWJxFEtURx/QhZ4ZSsyCUzCgSC0rNjKNmwqmZcAo7nsKOTc2KZ+QlsgpRmcWo3DJcUTW1ooFd21LQ1FHZ3tvUPdg+Nj60ubHy+OL4zeWjz69f/Pzu8vPlw+vTje3JByON7Ax0sL+1sgGYR0vynq40r74sv74syEBWyAAsqC8noCvLpyPDqyPDqyf36+iKDJ+5AsjbCBzrbpiLiRiuzzmY779tykRtxv/P2l1+tZmvj8KfN89Zv7FS3K2OS3G34u5uSfAIwUkgIYQkEBfcXUspLe7u7lpaKJVpp4K0I3v3vLhns9mdmb3Oc9ZZ61pZ+Qs+67LvdRcl+nOi3WrxYfVZUOCbYeRob4iDjo3aNRuNm5dN8bmnVURIOpjufb+/+vnnt58+nn8++/3T53+cnv7z/cnv705+/3D628npL6cfT05evXi6Mg2Y0lWQsdBceDzafTI7cdzeOsGi9GOSR9Dxk6i4uZTYmXj4PDp6jYja5xAPy5lPazi71cz1CupeFXu3nL5dRtkqzdwpJe6U4HYKMVsFqJ38pJ38pN3c+O3sWMCULTryD1OIEQsZYfP40NmM0Ol0yHha8BAmYDDVHwBlABvQlxbQi/XvTvXtSvHpTQP14cC9mOCOZL+2RN/HCT7NSM+qKJd8iAMj0DrD2yrZwwxmb+htdNdMUVr9Ov8NgW9vi3LJSgnKS4sqXL+mLqtoomVke8+OSc6uKq/DYQhycgpXrnIJifB/x/U/3Hzfc/P8G5HLuACTna9M4b76w2VTgKu0gCnAbr7cNWG5a8LqctI6yrfU5SRtjNVDfB2jgt1jIoKSEKGpCfB0dGwaOj41KQabFJOWHItPisHGweNDA0O9HIMcLQOdLdwsDa2NNAw15XVUb6spXpO/IyZzW0ReVtzZ0TQmGhzk5+TlYhEe5B4W6BYd6peaAK2vKf+3KUO9wwO9Iz1do53tI+1tI8Mja1PTuxemjE5vj81sjUxtAEnKxeXqy6b8GZT/+Lj6XzxB/o9myr9qn3+bAqQtgCBfmfLs+OPhi5PDlz/tvlwtf0CBo+1D4nQQGB1k+t3kTDVCjgGzyia73jGvyY3T5MqsdyJVWMWzNcPT74QkSwcixXygor5QyUDE7ZA4ZUSqUTLJDp3pgqN7ZzCD8IxgPB1MZIVmcsKzWOE5RfF5RUm5hcnZ+YnsnARObmJ2QXJeCbqkCldShS0sR7HyEUQaOC7F3gesfs/++l1tcTll4TuKfPKqAsqaAur6QibW0k7eCkGRmlEJhkl4y5RMqySCcWyaLhKjGYPVQWJN49PtUrLc0ukBBGYIgRmOp4XjKBF4KiyDBs+gReOpiHQKNIMGz2TFUHMSaHnxrEL0H6Y05NU/KL8wZWF+GjDl7M2LX9+/ODt+8tPO/GJ/3eMyIh7h6WEqpy8nqH2bV/eOsO4d4YtlfH1ZMR0ZYe07Qjoygnpyojqy4gbyEoaywhYqYj4m8ggPY3ZySFcVc2uy88XG5PHq+NHS8LOptv4KSmGCXzbStS4jvIEMqyPBS3ARFKRPiKOuncYNW81bNloygCn2ugp+FjolJNTTmb73+6u/vPv588knwJSzsy8fz/75/vQfH89+Pz379ezk9PT1y6cr08NNJc1sbHchYaml+PlI9+nC1P6j+4+w6HpYRGccfDABMRQbMYuOWSehj/KyXlayj2uzn9SwtqoZW9WMvSrmbjl9t5SyXUzaKSZsFWG38lM28pL+ypTYTVrMahZ0mRR52ZQJHAgofAYxAYNpgYNpgf24QICVHoxfbxqoBwfuwQa3o/zaEn0eJ/g0I92ro5yKQx1yIfa0IHu8v02yu3mIlbaT+m2DOyIyolekBL67Jcarevu64o3rMhLXTLSMQgJCq0rqHjQ9ys8pNjEx4+K+yi/Iw8N/5Srvd1xXv+fh/pGPlwvgg4+XC7DjwhR+vn8nMoApvLzcl3fzL/ZoxQWuyEoLyV8X0Va6aaQhr6V4zdpIzcfpHgzsiUKGJ0eHoWKjAFOS4+CYRGRqQnRaPAITC0sICwr1cgywN/exM3G1MLAx1jTRUdJTk7mrIC17S0TmtoiivKSbizkcGujlZuXmYBoJ8owCeyHD/JNjwqsrCr/Z2VhfmJkeHRgZHRgbHZocGpju753q6Z4cHduYmd2fX3o2M/9kbGZnfHZ3Ym5nfHYbSFKAHsrFu57/nqFcNuUiQ/nX657Xlxu0uwdvAFOA+CoruYwLYMrRqzd7LzfKH9BgKEdIrD48VTcGr5FC0c7KN2NV2efUOec1ueU98MhtcaPX26MLdKAkuVDUDX+EmHuooCtE0DNMOhAuD0MbJJPsMBSPDGYAiRNCZENI7DByTiQ1D0rNicwuQuYUInOLYnML43MK4nILE3OKEnOLkwrLUUUV6LzSeEYulEANikux94HcNXe4oaEvpqQuLKfKq6DGq6zJr6bHb2AubuV80wukBIJpwJONYrEmMRhDBFoHidGJSzNMyLBOJjpjKd4ZzCAiK5TIisigR+BpkXgqDE+F4amIdAr8whRKdjw9L4ldlJJfQSytpVc3FTS0VLS0Nzzuau0f6L7IU87ePP/1/YuzF/uAKQ8KcegwRxfD2wbyQroy/P+qdC5MEdWTEdGREdSTEdKTE/7jHZCssLWKeICZUpyPWW5qRE8Ne3em57IpvWWkgnjf/2KKrbYsYIqDnmKAlV5ZVsrh3MCHJ2u/vPv508fz85Nfz85/A0z5cPZPwJTz07PT1y8PlqeGGovvszA9RcSVx2VH473vFyb32h92U4mPUxIH0lGTeNQMLmmXRTzMp7yoYB1Xsw8qGVsV1I0q+nYta6+KuVNO3SnJ3C4h7BTjt4vTtgtSN/OTt/OTtvMSd3LiAFM2GMhNWgxgCpCnzKWHzOBDAFNG0oKGsYFD2MALU4DoTQvowYF70yHdaaAOtH97km9bok9LjEddlGNFhFNpuFM2xIESYIv1soxxMPQ3ULJWvq4izSfB9911IR5VmRsK16/JSF33cPTIZxU0Vj940PSoorzG0dH5hys/XuX5UVCE9yrvD9xXf7hc7wB88PJcuchQLpvCw/3jX+6niApclRLmlhDkuinGe1OMF/jCqZmOorutkbOlXqifUxIiFBMPTU2AYxIRKYnIpFhYakI0Og6eGgNNQUYBpvjZmrlb6juZ6VoZqptqK+nevaMsK3HnmsCdG0IKchJuLuYRId7OtkaO1gaRIE8oxBsR4psIDykvyf1mZ2N9bmpyuG9oqHd4ZHBiZGh2sH+mv29mbHxzdu4JYMr47O7E3N7k/O7E3A6QpADbKBfd2b9ro/zHx9X/4/DSC0CTy6BczlMua3KByAUrwP/DFydHr94+fbNb3ZqDTPUMTzBDYk3i03XRWbqkXDN2hUN2rVNek1t+i3veQzdmkx2mWDuaIgdNkw2Oue4eKuwcLOgGlvSHykNRBslEhzSqD5ENIueGk3MiyTlRtHw4LR9Oy41i5ocx80OY+WGsgkh2AYxTGM0pjGYXIHKKY7OLkMw8WCYDjCF4RydZ+4BULR2u65iIq+mKKGvyK2vxqurwquvz6ZoJG1uL2rrfcAuQDYhQDUVqRcbrwJL1YjCGCen3EjMcUEQ3LMU3gwkiscNI7EgiM4rAgP5nngLPoEUDeQo9L4ldhMmvIJbWMqqbChofVj7suN/W/WhwqHd5ae7o6e67l8/O3x7/8u749Hjv9fbcwkBdfV5qHMjG0eCWkaKIvpygvqyovqyowR1RQ5k/VlQMZUT1ZIQMZYUN5UWNFSWBPVp7delwe21cmFMZMWaoIe/JbP/L9ennK2PPl0eeTbV1lxDyYr2zka5A7QPczQdqH1v16zYaN221ZW20ZJwMlB31lYJtDSup2KP5QcCUs/enJ+8/fTz5fHLyDyBP+XD620We8mRpcqC+sImZ2lNEXGuvOJrqfzU7ut/XPltTPFPAnuZkzdMJG9mZh6Wso3LmUSXzoJKxU0HbrKKtVdM2a+jb5VQgSdkuIeyWZOyWpu8WYbcL0Vt5iVu5cdvZsZts5AYrZo0RvUZDrlKjVzKjFgnhc+khszjIdDpkCgeewIFGccF/NmUgPag/Pag3I6SfGNaLB3Wl+neifDuSfVrjPBthzvVQl6oolyKIIz3AiuhtkeJqEnVPzU1LVvuOhIyUoLQQ93VhQTVZOU8HZ0oGpaOlo7m+pam+pbKi1tXV/bsfvr9y9XshUT4unu8BL7iv/nCV63vuqz/w8lzh57sqKMBzYcqFMl+Z8tVu/k0JAWA/5YYoj47yLTtTbWsjNQ87Y0dzHR+ne4hQf1wSAp8Sh4qNSkBGoROiU+IRqFhYCjIKHR0ZHxoY4ungY23iaq7rYKJtaaBmoqWoo3pbWVZC5rqgzE1hJTlJDxeLcIiXo7WBo7UBFOINh/jEhvqjkOF11UXfbK6uTI6O9LR397T3DvSODPZPAaaMjK5Pz+zNLhxMze6NTm+PzewAPdrL2ygXe25/rnf+Mkn5aoT8VeFzUe9clDx/duQiDl+cHL08PXr19ulPB3VthYn4wOgUhyS8dWKGUTJJP51pwii159Q45zd65Da75j5wYjRYpBVrxNDlEHglSPwdr3AJV7CoG1jaL1IhKtkwieCIo/lmZodS86CU3ChyThQ1D0bNg2XlhFHzAsk5vmSOH5kTQOEEUTggMhucxQJR2KFZTAieHIDGu8Wl2EfF3vMF37Vzu2VoIaFnJq5lJKxpKKBlJKhtIqhjKqBrxm9oJWhmL2Lncc0LLA9BaMGTjeLTLJLwtkkEJzTJM40aQGCGkNjhmZyoTDaMxIIDAyBgpzaDFk2gI8mcOFpuIi03mVWIzSsjldYyqhoLL0wZHRtcX1t6cfTkw+ujTz+/AEx5tTW7MFBXm4OOCbJy0L99YYqhvDgAiom8hLG8qJGciJGckLG8sKmi6D1lSVNFcXMFYV9jeSzYviA17GFO+lRr2bOFoVcbMxemdBVn5MR65sS41fyNKXY6coApzoYqYHvjGkb68eIwYMrpu5MPP599+PgJMOXD2T+BfsrZyenJqxd7C+O9NXkNdHRPEXGtq+rZdP/h7OhOf/tic9ViddFMIX2WTVovpG4XUXdLqfvltP1q5pM69k49a62atlpB3iwlbxURgQOROyW4nZK0naKU7cLkjdzY9ZyYdQ5ygxW9xoheocFXKIgVCgIofGbSwFOY4Mk00GQaaDwt+CJPueinAKYM4IP7iWH9meG9BHBXWmBnil8X2q893vsB3KUR5twAcy0Lc2IHWJF9LDI878Xb6AQYKOnKSqnckZbgvyrCw2Vndi+Xye5q7XrQ0NJy/3Fz08OysgpnZ+fvf/zhytUf+QV5rnB/B/RKrnJ9f+XHb7mufMfD/aMAP7ewEB/AyuUkBZAF2Hm7MEVEkOfidiRw503+uoiptpKLlaG5njLAiqe9Sai/W0psZDo6FjAlJRGZEo8A8hQUIiIG7Adys/W2Mna31Hcy1bHSu2ukIa+rcvuunJTCbVH5O2IqCtLe7tZRYb5uDqbu9qbIMP/oUL+kKFAGOqa5seKbjZXl8eGhjtb29ocdPZ0DA32Tg/0zgwNzgClzi0+/MuWi2Pk7U/4MymVTLjopl5spl4c+l/uyl005fHHyZ1Oev37/5Hi/vrUYnRGSgPPEZLolEyyT8EYYsjEpx4pW6pBd68JpdGI32tHqTPHl6qhsZSRBJSxRwTfqumeYtFfY7SC4KhxthiK54BmB5NxwegGcmgel5EKpeTBKLjQzG0LM9kxnOaRR7TBkO0yWY2qmEyrDMRFnn4hzjEt1gCdYhiEMIVC94Ahtz0AlO7db9+ylTW0lja3FDS1FjazEDC1F9e4JaBnzaJty65jxGFkL2HveCIzQgCfdi8faJqTZYUheOHJgBg2UyQwjsyMoHCiZDSOzECQ6LJMBz2REk+gIEg2ZxYilcRKZuShmASa7JL2oilrRkF3XXPagrb6t+1FXf+fk1OjW5urrF89O3hx/fvfy1/cvTp7vvtycmu+vrclGIQMtHfRvGyoI69zhM7gjYiIvAVxgMlOQ/ONwpIKQmaLwPWVRC1VxS1VxR3UphKtBETaiLT99pC57pavhaGnk1cbM85WJ58sjh9PtHYXp2TEeOTFutX9T+9jryl+YEuJoWsfKeLE08vFg/bcP78/enwKmnJ7+8/TTl4/nXz6e/f7h46fTjycfXx7vzI12V+XUUZMBU57M9h8uTaz1PRqsyBssZI0XMWYKqSsltNUi8mYpZaeCtldL36mlb9ZQV6qyVspJmyWkrUI8cBx/Kz8VaKas5cStZSNXOdGrLMQKE75Cgy9TYYtk2FIWDEhSpjDBEymB45igCWzwGDYIMGUQE9CP8e/H+Pdi/S9M6SWG9pHCegngTmxAZ4pfJ8q3Ld6jGebcGOnYBHOrinAtCLJj+9tSfW1S7PVAhiomKjKy1ySviQga6mimoVCdrY8Huwbv1zU/uN/a1PAgNzff2tqai4uLh+cqL/9VLu4fLholF3mKAD+3kCDvhSn/zlAumQJkMYApYoLcF7v5stJCijfFLPTvetiZmukommjJg73tgz1tIb4uiFB/VGwUNik6JREJ5Ckp8QhsHByFiEAEeQc6W3lbGXtaGzqaaJtrK+up3tFSvKEmL60kI64gI64sL+XlZgUN9/NysfBxsYwJD0CE+KJgECoe9bC5+puttdWJkeH2h21tLe09nQOD/VPDg3PDQwvjE1tz8wcLy4ezCwcTc3uT8/tA7XNR7Mwt7f0XUy6+qX7ZlMvd2ctDH6DkAXKTy6YAjgCt2b8zZefZTm1LcQohMhkfgCP7ool2CWkmaKIJhmKWmWvNrHRi1zoy663oDaZZNVr4Uq1Y0t2IZJVAhIxv5C1/qDwkRiMGa4mheBDZIFpBFKsYyShE0PLh9AIENQ+WlQNOZzml0u4lkoxjcPrINKNotBEsyTAyzig0Wh8E1fYFq7j7K7j7K3gEKDp7y1g7S1u5SFu5SFs4Sd5zEL/nIG5mJ2FgIaRlzKN7j1fblFvPnM/a5YZ/qBY03iIGbYdE2adTgjKoYBIjlMyOonCgFA6czIZlMeGZDHgWE5HFRGYyojPpMWRmHD07iZWXmlOKL6wkl9dzgNMHj7tbugc6B0b7Z2Yndnc23rw6On374vO7l7++Pz55vvtiY3Kur6aKlRwdYGWvd0tfTlDzJrfebQET7e4RwAAAIABJREFUeQljOXETBbF7ihL3FMXMFIXNFAXvKQlZqIhYq4lbq4l7GtxOA9m0ctDTjTmLj8o3+x88Xx59tTFztDx+vDIKmMJBuufEuNQRIhop8PpMRGl6JDXGN9RJz17zpr32nQtTXIxUQ53M6tmEl8ujHw/Wf//44fzD2cd35x8+fjo7+3L2+cvp5y8n5/94/+H85MPHDy+eb8+OdFZwasiJ3YWE1a6a/dnB47W5xd5HDziZD+j40TLWUk3OShVro4q5XcPYrmFsVlFWy0hLpYSlCtJGVeZmCWGrELeeh1nLQ2/kotZyElY4MUus6FVO9AobscKELzNgy1TYIjlqIQu6kAWdI4TN4iCTqUHj6ICx1MBxTNAYNuiP5ZRU/75Uv75Uv16sf19awEB60AAe3EMI6ckM68FDOjD+HWjfjmSfx3Hu96FO9eH2TTC3WqhHCcQpN9iRHeiAdTIEGao4GmpdExdRuHMzOTa24+Gjnvbutpb2/q6Bhrr7dTWNNBrD2NiYm5ubn5+Xh4+Ll4+L++oPQFx0Vf54HyjI+2dT+Hi5LkwRFOC5bIq4wBVxgSu3xPlkpATv6ap42ptZ6KuY6ShCQR5QkEeInyvE1yUmCpyRGp+BTU6KhaXEIzCJyLR4BAoRAQ/08ne08LYy9rM1sTPUMFaT05K7piYrpSorqXRbTOG2qIKMuLuzOTzcz9fVytfVKjrULyrYMxkKZhJTOh7VfbOzsT49PvaoufVBQ0tnW29Xx3Bv98TkxNrC4rP5haezCwcz808m5/cBUybnd//uTgrwtOerT20srT1d3Tz6y+MGf54iA3F5svPvGudSPH919vzV2fHr8+PX58c/fTh6dVjdVJSRFUOkQdOzAtOy3PA05xSiJZZsQc5zZFY4M6vt2Y02eY9sWc2GhFLNJKoWAqsJipH3jbwTAFUKT9CLT7dJJbvjaL4EFpicE0nLh9HyYeScyExOOJETgGXaJFH0ETiNcJQKJF45OFrRL1LBK1TePUjG3vO6uYOIibWgub2ojYuUo8cNR8+bzr63Xf1lnHxu27hJW7lIWrteu+cgrmfOp6Z/RU3/irYJr5mdlKufMgRmHIN2QqV7E+lhWaxIMjsqkxmVyYyiZiNoOdFAnkKiw0h0BImOyKTHUFjxrLzUnCJcYSW5sJJS2ZjT0lHb0fewo+9R90Dn4NjA1NTEzvb629fPz9+9+vXD698+vDg93nu9PbM22lJKjYv0MnXQv20sL2woK2iqKG6qKG4sK2IqL2apKGmlJGGpJPrH537uitqpi1sqC3np3yxMAU3W0eebc3f6m55Ndv28Offz9tLzlYnjldFnsx2AKbmxrg2kqGY6spGMLE2PJEd7g+217TRuOOjIOOgp2OnIuZuq2+sqRLpZtpWyjheHPz3f+fX9O2Duc/7p99PTf344/ceHs3+enP/j9OzX048n74+P1icHHpcwKklxXQUZ6z11B/Ojz1ZmF/oe1bNJpekJ3QXklabCtYbclSrGSiVltYK8Vp65UZW5UZW5VklaLyNslxC2C9I28zAbueiNXNR6buIaJ3aFjVhhIwBWFuhRwPmlaWLUQhZ0nhg+jw+dxUGmsaDJNNAENngkNWAgxW/gX8spQ7igQXzwUAZoKAM0mAHpI4V1EiDtmMD2lIAOtH9Hsl9bnNfDaPfGSOeHcX7NcUFl4W4MP1uShyXa3jDMXE9X/raxvl40NOpBY9PMxGRvd19z08OHDx7XVNXX1TSSyVQjIyN+fn4enqs//Pg/gkK8l00Bpj9CgrzCQnxft1GAJIWXS0CAj5+fF8hTLr8hlBbhAb6arHhT7J6uiqO5npGG7D1dJSjIIwEalAgPiYkIiokCpybAsag4FFD4JESnxSPQ0ZFIkG+gs5WbmZ6DgRrwtTBNWWnlW2J35aSUbovJ3RRWV7oe4GUXAfYM8rKH+DmH+buCPeyTo0AUTHw2Df/Nzsb67ORE+8O2h02tnW29HW2D3Z1jE+Orc/MHs3NPpuf2p2b3xmd3gdpnfHb77+6kXLwYvLxEC5jyl6+QL5tyAcr/hSnPXhxWNxaTqAlUThyZFU5iBGSxfXEURxzFjpbvml3pzqlxzmm0zXtoRW/UwxXeTWHqxWXohSWoBsLlg+Aq4Ql6SIxFAt4BRXTDkH0ILHBWTlhWdgSJE4Kng9MYXqlsy3iKdmSaEiRRxh9xyzP8unOQlJ2PuK2HuIWziIkNn7E1v7mDiL3HNXc/Wc8geb8QJd9QJU+QnLPvbSefWy5+Mg5eNy2dpXTN+DWNeNUNuPXNRR08FcBRprFol5QMfyI9gsyGUTjwLBaUzIbRcqJpOdFAqpLFRJBZMWRWDIUVT89O4hRg84oJhZWUkhpmfUtJR39z/2hn33BP/0jf8MTQH6a8Or5kys6rremlwaY8AgzkpGutdc1QVtBARsBEQcxYXtRETtRMQdRSUdxKWcxKWcRaWdhWVdTuroijhrjdXZEA49vlaWGLzdmrj4ufjT16tTD4cXfpw97qi7WZF6tjT2fa24vS2LFuBQkeDZkR92nRDVnRpemRWQgvsL22veZNR13Zy6ZEuVu1l7GPF4fPj7YBU345/8fFLPli7nP68eTd80PAlKrM+O5CAmDK0dr84kBHDYtYgk/oKqIs3i9YqOes1DBXa2gb1ZSNqsz1StJmBWmjnLhZlrFViNsuwGzmpWzkojbyktZz41c50css+BITtsJGABXQMh05T4bNkKCzxIg5QsRceshMGvjClFFM4GCq/xAmYAgbOJwePIIHDRPAI0TICBEyTAztzwzvJYZ1p0O6cOAuLKgTHfg43q8F6dWJCqmH++QFOjD97Thgd1qwW6K9iaeOqoOZSQoK/fB+c3dnz+PWtsetbR1t3R1t3ZXlNbXVdVlZFAMDA2AeDFw/+CpJARIQIUHe/7+mSApdlRDkuiMpoHxbwspQ3cPOFOinJCPAmLjw5Oiw6LAARHgQKjYqDR2PRcVhEpGYRGRqDDQuAhzp6+bvaOFlaeRpoW+upWSmoaApK616U+yujKTiLVGFmyIayjeCfR2jQrwDPGzB3o7hvi4gd7u4UP/0eCg+OfqPWXJvR0/7w47Ott7HrX0dbcPjYytfmTI+u3thyl/eSQHW8P+8lnL5CfLlM5GXC5+L1uzlic//oSkHz5/WNJVQWanZhRhOQSwzL4qZByHRvfA0Z3qBZ06lT06de26TQ3azOblWA5OviGboxhP0oWjN0Pi7ofHqkUl6iJR7MVibeJwjiuiBo/mTOOCsnDASB5xOD8LQ3FAM0xiyehhWPjD+hjf8mkuopJ2/iKWHgLkTv5kDv4kNn6ktv5WjiJPnNe8ghYAwFTBULShK1S9M0Qss7xOi6B921wei4h6oaOl0zcBCRN2AV8dE2M5NHgI1T8B4YkmgLAaMxkEycmLp2TH07Bhmbhw9O5rMhJKZcAoLQWUhqaxYGiuBlYPKLcTllxDzy7PK6zktHbX9o+1jM0OjU8Mjk8Nj0+PT05NfmXLyfPvFxuRsTy01BexprmyiLKJ/h99ARsBUXsxIRvienIiFgpi1koSNsriNsqitsoi9qoiDuoiLtoSjpjDYXLYuE7rZXrzfU/1mrufj+uSnp+tnTzdfbcy9WB0/mG5rK8Ry4twLk70uTCnBRWQhvCAOOvaaN5305C5McdBThHnadJRzjheHzw63gP2UX87/8fmXf56f/3s/5ez8twtT2kqZNeTE3mLSRm/9wdz48cby0mBXFYNYgIvvKqLN3y+YqqYv1dI36pk79YztWspWOWmjFL9VlrFXTtzKT93KQ2/mojZzkzZzE9ZzYpZZ8AV65DILtsyCLbPgyyz4MjNmkR49S4ZPEyNm8H80aC96tGPYoCFMwEha0AgueAQPGs34FygE8BAhpAcf0pUe2o0L7UkP68GFdmLAjxMDm2P96+C+VfCAMnhQPjSQCvFJ9XKKdbKJcnGg4TPu338wOjzW3dX/qLWjp3ugq6unvr6xsrK6pqaOQqHp6+tzcf0oIMDHw3P1ypUfLtc1QNUjKMAjKMDzd6bw8/P+2RRRgavAHq2stJCqjJSdqba3o7mFvoqlgWoiLBiNDEmEh8BD/KAh/nGwkOQ4eFIsLDE6MjkGikJEIEODwryc/RzMfaxNvK0MLbSVzTQUtOSuXTZFS/lmaIArLMTH39U6yMMuzMcZ5G6HCPZKigyO9Hf7ZmdjfWVhfrhvqKe9t6u9r7Wl53HrwNjo8uLS4cLis7nFp7MLB1MLQPmzO7Ww93d3Ui5as1+NkL96hXyxmfLnBi0QXw2PD1+cAPF3pjw5Oqi9X8rMwRVVEArLU3KKYzgFUZkMPzzVnZLjxS7z5lS7ZTfYsRpNSZWqKbnyiRTNWLwuHKMFRWvCUvSiMSYxWMsYrHV8uj2K6JZO9yPnQuiFkdT8UBIHjGO6J1INojNVwrDyQYm3/JA3PaNuuIAl7P3FzV0FLJwFLJ2ELJ1E7FwlXH1u+oIUAsOVgyKV/MLkvSFyPiHyQVFqEIQWGKYTFKntHqBs5XzTwFzc2ErK1Vc9KtYOjQ9IzwqjspCs3AROfhI7P4GVF8/OT2DkIMlMaBYDRmbCqSwkjR1DZyf+25SSrMqGvPbe5rGZgZnFqan5yYnZyfGZidnZ6d2djTcvn5/9/PLXD69/fX/88WjrcH1sor0iI87XQf+2gbyAgYyAkZyQmYK4sayIhYKYlZKErYqErYqYnYqonYqwo7qIs6aIq7aYi5ZImJV8MwWx3112ONjwfmngfHv+l2fbnw53X23MPV8e3R1/+DAXzY51K0J5A6bUZyKK08IBUxy0bjnryzvqK9rpyHmYaTgZKCO87bqrcl8sjZw+2/z09s3FHu35+ZcPp/94d/L7+5NfAVN+Pnq2PjnQUc6uoyb3lWRu9TYcLky+2lhZ6u+soGXkYWM7CqmzjXkTldTFOvpmA2OvkbVXS90qy9gswu0U45+WEzZzURs5iRs5iRs58Ru5sWvZyCUmdI4avp6DXGbB5qgRM+SwOQpsjgKbJcNnSJGTaZDJ1KCJlMDJ1KDJNNDFLHkUF3xhyh+FDz54AA9uSw1sx4I7sZCutLAuTGgbCvIgPrgxNrAs0qc8GlQRH5kDD8P4e8V7uWVFQ6vZ7MHu/ketHS0PHnd29Pb3DXd29DY23q+oqKqtra+trafT6QYGBj/88J2gIL+QkAAX1yUs/rU1e7H89l9MudhPAfZoL5uiJnfN0VzP39Xaxljd1kQjLjIAjQxJjYtCIcOTYyJT4mHohOikWBgqFgbs0SbDw+GBXkEu1l6WRs7Gmhbayvc0FXXkr6veFFO9I6F4Q0ThpoiO6u2wQDcoxNvX2TLAzSbCzzXEyxER7BUD8Q1ysf5md3NjbWlxYnh8oHuwp3Pg4YPuRw/7R4YXvzJlauHJ1MLeZVO+qnqAjuxXHwNb2Ti82MS/qHqAtZR/XWB685c7KV+1Y/+rKfsNzWWcXHxpJamkIi2vOI5TACPR/NOz3Eksd0q+K63UiV5lRak2xJcoo3PkEsga8QT9WLx+DE4/Nt0kFmcWk2aOxFgkZjigM13xTF9qAYRVEsUsCSfnQjKyPRLphtFk1XCcIggtE5gg4wO/7R4q7RQkZekuZO0mbOcu7ugl5e5/0xcsFximFBSh4gW67RIg7ewn7QmSCYaqh8fqRcQahccYg6EGnkFqDh6Kzt4qoEiz+FQvXGZoBiWCkZ2QXYDOLUrNLkhm5ycApmQxoshMKIWFoHNiGdlxzOxkTl5KfjG+sCyzsIxS31LSN9I2szS2uDa/sDo/uzQ3PT83Nzezu7Px04uj07cvfnn/4tf3xx8ONw9WhkdaS7AID2ud64YKgsC02EJZ6p6ihLWypI2KlJ2qpL2quKOqiNNdYVcNMXctMXdtUTctoXBruRYa8klP+fOhxg+LA2dbc5+fbp0/23m5PvtsYWhz+P59diID6ViY7NGYFXlhSibcE+Kg46h928VAwdlQ2UFPwctcy9X4bqy/U39d4auVMcCU8w9nwM4bsJv/88ff3n385ez8t5MPH98ePl2fHOiqzG5kpAyUkbf7Gl8uzbxaX17oba+hZxbg4tsLKDMNuROV1MUa2kY9fa+euV9F2SnGb+Vj9wrTnpbgN7OTNzgJa5z4NU7sWjZyhY1YoEfOUsLWsqOXmNA5WuQsNWKOBp+hQCeIkSM48GhK0Dg6YAzlP5ESOJkGmk6HTOEh43jwRAZkPAMyRoCMESDDBDBgSn86qDstpCstrBsb1pka9ggFbo4Lqov2q4IHVMeFs0L8cH5u2CB/IjQqOw3XUlY+3jMw0Dfc+qjzcVt3X//I47ausvLq0tLy5uaWurq6qqoqJpNpYmLy7bff8vHxiQqL8HBzffW056s9t780BZglX37vIypwVUKQS5Tvh1vifIo3xayNNDzsTO/pKlnoqwC7+YhQf2R4IDISFAuFxMDCoqNCYqGhScioJFgYHOwf4uHo72jhaWHoaKhupaVsrqWkq3Dj7i1xldviCteFFW+J6qnJhPi7RIG9fJws/F2toYEe0AD3eIhfLMgn0svhm72tzY2V5anRyeG+kf6e4UcPe1tb+gYH5uYXns4vPJ2ZfzI9tz8xtzcxtzcxtzMxt/N3d1KArOTPsx5gww2Iy/Pji82UiykyEF/toVzE39Y+z/bqmopZ2djickJxOTavOC67EJ7FCE7P8kinuGTQHfEcK0K+Eb5AA5Mvh8qWRVE1k7MMkzKNkjJNEolm8Rlm0RgTGNo4McMORXJOo3ll5QYzisMYxWHkPBCe445imcTSNCPxyiC0jH/cbQ/oDQeQmLW3sLmrgIWbkL2HhHvAraBw5VC4RihcAwJVdQ+8buspYuki6Ogj6R+uEorUgSaYwpMsYAmWoQjToHAjCNQsOsk1lRCUQYkgUKOYOYnZ+ak5BRhWbhIzJ56ZG0dlw0m0CDITSuMgGNlxrNwETl5KbiG2sJRUXEEpq2Y+aK8ZmeqZX51e3lhc3lhaXF2ZX15aWJjb291+fXx48ub4l/cvfn1/9O7p+v7S0EBzQQrU1VrnuomqqLmKhLmKhJXqNStVKVtVafu7Ug53JRzuijuqijiribhrinrpiHvoiHhoCUNtFR4xkM/6Kp4PNb5f6D/ZmDnfWz892HqxNnMwN7A20NDIjKdHO1yYUkeCF2HDLkxxNVR0NVZ1MlDysdTxMNNIArkPNZb8tDYB1D6AKadnv378+Pu7j78B733OP/1+8uHjm2cH65MD3VU591mYoQrqTn/T65W54+WlxZ7Olnx2HRXXVUyfrOVMVdPnqyir1eTtKspuGWmnELeTi93PwzwtTNvOTlznxK6wkEtM2BITtsSEztMi5qjhC/TIJSZ0mY1Y4UQvMpGTmREDGFBXou9Qsv9Iku9ost84OmAyDTSDD5khhE4SQqaIoZPE0AlS6DgxZIQIGcoADaQH9eGC+/DhPekRXZjwR0mQRqR/FdSrLNKnKNKPHuhJCPAkhYBzU9CNeQWdTS2DbX2DPcMd7f09PSN9fWMdnX2NTQ8rq+qqq2sbGpqqq6tLSko4HI6dnd0PP/zAxcUlJCDIw83Fx8sNLLkBcZGh/J0pX91kunjvIyl0VZTvh2vCV68JXwW+l3xHgkdOml9TQVpL8ZqW0i0tpVtaKjJ66gqGOmom+pomuupm+pqmWqr6qvL3NJScTHU8LQzdzHSstJSttJT1FG/evSV+99YfpuirywZ7O0SCPH2cLALcbOBBntEg7+TwoASwX0yA+zf721uAKSP9o0P9Y+2PBx497O/vm7mY+0zP7U/O739lyp/vpKxsHAKU/Hkh5QKUy5cN/l+Zsv90u6Yhn85KKShJLyxNzS9OLCiKZXLCM8g+aVkuqSQbFNkETdNKZsgnMK8nMG+hqJooshGKbIKm3ENlWSQSzWPSzOApJkkE+2SiQyrZjcD2oxaAaYWQzJxAHMsFnW0WQ9eKylABoeX8Ym+5hEtZ+wvec+MzdxW458Jv7ynmDb4THq0BT9CDIrXAUSrugdctXPj1LX8wtedx9rsZEKEaEWuERFvHpTpEJ9vB4u0QiQ6JWB8sCQSYwuAksXPRrBwUlRVLZiDITHgmPTKDHPoHK+wYRnYcKweVnZ+aV5RRUJpZXs152Fk3MtUzszQxtzyzsDq/sLI8t7S4uLj4Z1P2Fgd7GnJQka62ejctNKWs1a9ZqEpa35W2Ubtmd/eag5q0o5qko5qE011RVzVRT21xHz1JHwMJXwMxpJNyByf++WD18XDT+4X+j+vTpzurH/c3jlenAVMaGHE0hP1lUwoxoSSYB8RBx0nnjpuRkrupmrOhsp+1nreFNjrEa+xBxduNqfOj7d8/fvjl9POn098AU96f/P7h7J9nn79cNqWnOvcBJ22kir47cP+n5bnD+bm1vp6hhqruUs5gZfZEDXu6hjFbkbVYTlwtIWwW4Xfy0/ZyUw+yUw9yUnZyktY5scsMxAI1cp4WuUCPnKdFzFFDFxlRS0zoIhM2S40YI4T2pQZ0JPg8jvEYSPQdSvAeTvQZRwdM4cCzGaGzxDDg2DWQp4zgQQPpQX1pAT0Yv65U/8eowEdJoObYwFqoV1moazHEtTjcpxgaRAP5lqMS2wvyh5sfjHT0DHUP9XcOd7QN9vSMdfWOPH7c29j0sOl+68PW9sam5tKyisrKyoKCgqKiosDAQCEhIS4uLkF+AV6eq/x8PMCsB4iLJz//h6YI8nEJ810R4eeSFuGREOS6IcojJXhF/pqQ8i0xSf5vb4pySfJ/K8n/raTAj5ICP4rx/yjG/6OYILekCJ+EILekEI8k3xUpfi71W5J2hhreVsaeFvqAKfpKt+7eEle9KSZ/TUjptpihpnyAh21EsIefi9VXpiQGeX3zZGd7Y2V5cmRidGBsZHCis33o0cP+vt7ppeWjxaXD+aVnc4tPpxcPphcPphf3pxf3/+5OClDpXDLlj2X8iw23r14M/nnb7f/ClBev3+0dbFXV5VIZqLyi9ILi1IISVElZUnYunEgNSCO5JuMtEvAGcUT1GJIcknwzniKbkKmeQNRLyjRCk81TqdboLNtEgk1smlUy0SmZ6JyS6YFn+JNzIdQCCCk7EMd0T2Fbx9H0oXgNCFrRL0bWLfyatb/wPTc+c3dBc1dBO08x31CFqDi96GTjiGjdgDAl96DbpvY8aob/n6bJd+aOou6BchC4fnSyTWKaazzGNRbtEpfinozzwxIhGeRwAjmSzoln5iTSOfGZNBiRGkmkhhMoYTgSOD0TQqBEZNJgFGYMjZXA4KA4eWm5BRklFcwH7TWD451jMwMTcyPTC5Mzi7Oz8zOLi/N7u5s/HT87eXP86/sXv787/vlgbX9+oKuWiQp3ctC/aa0lZaMhbaEqbq0maashba8u7ah+zUldylFNwuWumJu6mJeOhK++VLCxVLCxRLyrSndu0vFw3fOxlncLgx/WZz5sL3/c33i5OnM4N7A50NjEjKdHOxShPJsyI5spiLpMaDEmlAT1DLX/wxQvs7uuxsr+Njq+VjqpYd4TD6vebc1+Otr7cn722/mvnz/9fnr6OzBIPv385fNvX84//X72/vTNs4P1icHemvyWbPxIFePJQMvbpbnDmantoe6l9sap5sLxOsZkDXmmJnO2LH2hBLtckLaeh9nJxT7NSXvKxjxho7dyklY4MfN02Cw1aoYSOUODz9Dg03T4YnbCDCtuJAvaiQG3xPreh3u3Rvt1xPj3x/sNxvsMJfiOoQKncCFzhIg5InSGBB3BQoaxIYNYSH8qqBsN6kwOak8MeJgQVAH1K47yLwj3yQZ5MoM82GDf3ChIQQysKzd7vKF+pqNzvKN7qGNgqH9seGiqr2+is3Pw0eOu5vuPmhofNjW2NDW21Nc31tU1VFVUF+YXVVfWIBExN6/f4uPhFxIQFuDj5+fjERTgExLkFxYSEBLkv/iqKXBXhZfnCg/3DzzcP/Dy/MjL8yNgCi8vNx8v959TFQlBrjuSQjKSAjoKN+9pKeko3DDXVtZVvKmvfNtYTd5EU8XgroKGwh2VO9eV7lxTvCmldEta4ZqY4g1RYzV5T2tjHzsTZzNta20Va22VS6YIK90SN9RQ8HO1uTAFFuiBCPZICvOPA3lhwv2/2d3cWJ6fmxyZGB+aGBmcGBqYHhqYHR5amJ17Mr/wFOinALXPzNKT+dVnM/N7s/N7s/N7cwv784tPllaeraw9W10/XF49WF49WFl7+kesP1ldf7a6/mxz+3hz+3hr58X27svt3Zc7e69291/v7r8G/u8fvDl49vPTw3fPjt4/PXz39PDd0fHJX8bxyzMgXrw6f/Hq/OXrTy9ff3r50/ud/Y3SCiaThc3NTy8owFZU4kvLUssrUXmFMDLLH02wRqbqwVLvwnEq8AxlJEEFmqKamGGIpVriaPbpNGc83SON7IEmuCamuaIzPHHkQCIDksUOy2KHERkQPMMfTbGLJZlGYXVDktUDYhTdQq6Zu/Pr2nxn5Mht7S3mAZEFIbTgaPM4nB0CbR0Wa+IJUbJwldA047pr9L3uPV4LJ0kfsGZUnHUK3icV74/JCMBkBKXigzF4cDohFJ8VlsWIItEiCJSw9EwQlhCYku6XjPVOwnil4gMxGaA0Qkg6KYKQFU1hJLFz0vIKSWWVjObW8p6B5oGRx8PjnZMzg1OzYxPTI8MjfVubK+9eH52/e/HLu+Nf3x79fLCxP9vfUZ6F9DZwMbhuqylmoSJspyllrSZuoy5lry7toCbtpC7lrCHlpi7lriHppSHlrSkabCASqMOL89fpK0rZG6h+Pt32Znnk582ZD3urb7cWX69OvFoeXu+ubsiKZiOci5O972eGN5IiGkjQUkxYeqgzxFrbQ1/ew0jRSe+2m7GMj5WKp7kyFuo78bjm3ebi76+Pfzv58Ons8/nZr+fn/zz59OX9py/vP30h37QAAAAgAElEQVT5cPbl99+/nL47e3t4tD052lme38IhTdTkbnU0vpgc2R3oWnxUPVbP7CvD9hbFjVUkrjSlzZbGr5QmbxZht3Ix69TkjazEAxr2eUHGZmHqWilqjAKbYcVN0uK7cZEzubj5YspiObOLjC6GB1O8HRgejiUB3s0RoV2I0I4orx64x2Cs71gyaAITOomNmMBGjaXBJnDI8fSYkbSYfjSiPT6qBRHSBAXXwCNI/gEEUGhmeBQDEVeUgmtiZQ/WNs50dE119U72Dk4ODE8Oj4+NTI4MTwwOjQ8MjvZ09bY9bG1uaGxuaGy9/7D1/sPGmobKkorCnIKywvK6yvo8dn6gT9B1iRtXv+eRFJH6n//1rYSEhKioKBcXl5CQkLCo0FUeLh4+Lm7eK9x8P/Lw/sjD+z0QvLzf8/L8CJjCy8v9x4kmPi4B/qvCAlzXxAUFr/7PHUkhXcVb2rLXHQw0A+0s7HTUTJRkvCxMQ92c/Oxt3C3MvG1tvG1tnM1MbYz0nC1MLfU1tRRvGmnIezmYBnpYulvrWekqGyreUr0upn5HSk/ptsotKYUb4vpqChBftyBPh0B322BP+whfJ0SwW2KYT0pkACbK/5v97a2VhfnpsamJ4cmx4anhwZmRofnRkaW5+YOFxWfzS88uTJle3J9beTq/+GRh6WBx+enSyrPl1cPl1cOllYOllT80ARxZ3ThY23wKxIUpACs7e68AVoDf/wem7K6XlDOYLFxeQUZxcUZVFamsHFNanszJjaCwAzBEezhKH4JUCIyWBcfLR6BV4anayQSzNKodAEoG3QdH9k0leqPSvVMJAbgsEIEWSmKEkxjhRHoIgR6MZ3qlUB3iCZawVENInIZ7yO17bgLaVt9ZeAg7Bd70h6pFJpvG453QWV4JeHcYyi4wSsfRV9bYTlzPUsjUVtLeQzYw3ACeYI8lBOJIwfisEHxWGJ4UiieGETIjSJTIDDIkPSsojRSQmuGbnOaZkOoWi3KOSXJJwvgkY/1TcGAcITKLlsDkYHILiIUl5NIKen1Tfmt7dWfv/YGRttGJ3uGx3p7+tpGRnp3NpZ9fPwUeEP769vm7/fW9mb7OMhLSS9dNX9peQ8RSVcReS8pWQ9JOU8pJ64aj5nVnDWkn9T9M8daU9tUWDzcWhxjwE4INBkuxu4N1RzMdL5dH32zNvN9ffbM592pl7PXiwEZnZWMmggV3Kkn2biKFNBBD6zMii1NC0sHOIEtNd11ZN0NZF/1bbsZ3fKyVvSyU0mB+U+117zaX//HTi98+npyffz4/+/X0079MOf/y4ezL589fPr49eXt4tDUx1lFW0MLJnKotfNLzYK+3bbaxoi0H10iBtzDCewuixisQs1Ux4/nwqVzkfHbyel76di5xi5mxkpk6TUzoz0KO5iZP5qUNMpJXK1kbtYVrDeWzNcWjFfnD5QVdOaxaTAobBCI4OGfa2DMcbGpALg0hTg8i3R8h/Driwd2JYd2oqC4UrD0B9igB/iAWVg+LqAgLKQGDisCQvNDIAlR6GSm7paBmoL5tvLVvon1wtGNwtGtofGB8fGhibGRydGRyaHh8YHC0u3+ou6evp6O9o/VBa1PTw8bGx80tj+4/aKppqCmrqiuvK2AXlOWX369pZmQy7cztJQWvCXALSYhJCwmJXLly9cqVq/wCQrz8fD9c5eIW4AFM4eb7kZvve26+73n4vuXh+5aH93s+Ph5eXt4LVvj4rwrwXxUU4JYWExC8+t0NUT5dxTvm6ooeZgYQRxs/S1NHXa0gW6soT48wV5dgR0eQk1OQk5OfnZ2vvU2Qq72LpYmRhryZjrK3k4mv2z0Hc01LHSUjpdsq10TVbkvqKNxWuiGhcENSX00J7OMa7OUY5GEP9raP9HOOBrknhXunQP1x8KBvnuxsry0tzoxPT45MjY9Mjw7PjY0sToyvLi4dArXP7MIB0E+ZWtibWXqysHSwtPJsZe1obeN4beN4Ze1oaeVgYWn/D03Wn61tHK5tPl3fegbExtbzy6kKYAoAyt6Tn548fXthChDPX5z+ZQCU/Aco/zKlqJRGo2Ny8/ElJYSamqyy8rTi0kR2TiQtOxhPdoMnG/iG3XEGSXpF3ADFKkZjDdEk63SaM4HpRWT6kliBBHowLisISwpKywTjKaEEWjiJEZ7JjMhkRmSyQrNygwlsHwzVOZFgA0MbB8JUHPykzJwFXYJu+UWoRiSYxOMc06h+BBYYSw5MwHlEJVoHROo6+SnZeso6eSv5gHQioi3j0e44UnAGOTSTGpVFg2ZSo0iUSBI5KpMaRaCEZZAhOFIwJiMAleaTkOIRm+wak+QWm+weh/JKxgThSVAGJyW/iFhcRi0pZxSX0StrsuuailseV3f1PegbbOvoftj8sG5kpGd7Y/Htq4OzN88///z817fPf95b253ubS8hIDy0XfWkHDRFre6KOupcs9eSdtC+5qp701n7urOGtKOapKuapLuGpI/WNX9tCeg96XAT4awQk5GK9L2h+qOZjlcrYxemvFwefTnft9Ze3kCCA6Y0EMB1GZA6fEQRGpIW7Bhkru6qfcdF/46rwW034zu+NirelsrpiICZzoYP26v/+OnF7yen5+efP53/Bphy8unLx/MvJ2dfTk7+8eHNx7eHR5vjo+3FeS0s0nxD0dFg62b7/YFiZnFySFaoVU6MzUNKQF9uWDcndLokYbowZToXN8UhTDCJk8ysWTZlMoe63Vqz1Va73lJdFA8dKso5HhnYH+hb6Xg82/F4uuPRROuD4bra7rzcxnR8USSM6e/D9HPmBDhkBzvlQzwKwn2KIwNLYOBSRFhhVEgRPKIsNromOakJl95OoQ7k5g2XVo7Ut4497J3vHlsemlkZmVsanVsYnZ0bmZkanpocmQIylIHB0Z7ewbau3rb2zvbHbe2tDx+3PHj0oLm1+cGDxqbGmobaipqG6sZ8TkEOM7e+qqGx5j4uBW+ib8Z/VVBK4jofjyD3VX5eXv4rXNxXrnLx8PFe5eHi4rvKxXeFi+9HIP6QhRd4l/y1KQL8V6XFBMT4ua4J82jK3rDV1/C3uRfqbBfu6hBoYxni4gD38Y7284X6+IR7eIS4u4d5eoZ4ukX6e/o72Vjp3bU0UPN2MvFxNrUzvmuhrQiYonJDTFP2hsI1MfnrEnp3FYO9nIO9HEFejhAfhyh/FyTYIznCJxUWkI4I/uZgd2dtaXF6bOrClPHRpcmJteWV50vLRxemTM7vTy3sTS/uX5iyuv58beN4df358urTy3nKZVM2tg//0hQgQ9k/ePOVKYfPP1x25CI3AdKTf1PyH6asFhRTyJRkFgdTUICrqiKVlmGLS5Nz86NZeREkui8y5Z5/uJIL6IZ3hBwoRg2JvZdCciQwfDLZAWQOhJYbQcuBktlRBFo4gRZOpEeQGJFkNoyaDWPkRTPzEfTCSHIeiMD2x1DcEzMcYChTEELLJ0w5CKYVmWgKgJKVE0bNgxKYoWiiXxLeG4FyBMPvBUQYgSLNImNs49HuKekB+KwQIjWcTIdRmQgKA55Fg2ZSoFlUWCYdSqJFZJBDgau3SRifhBSvOJRXbLJnPMoHjYVk0eLyi4gV1ayq2pzyKnZRKa2sklVdX9DUUtHa1vC4o6nlUUNjc/XYWN/O5tLbVwenPx0BprzdXd2e7H5UmA5z03TRlXTQFLVWE3PSve6gfc1R57qb3i0XretO6lKOKmLOqqIe6mK+WlKBuhJQc8kIUxFKmNloJf5guOFopuP16vjPO3Mf9lZ/2ph9uTRyPNuz2lZWT4QBpjQSIfWEEMAUHMjpwhQ3wzvuJjK+Nio+VioZyKD5nvsnu+v/fPP6wpSzz1/OPv/LlPMvHz/+evLz6YfnLzbHhx8VsFtYxMWmkpfDbQc9rROV2YUJQUmumikeygUxlveJ3vcJfuOFSasNzKft1fuPGtbv1+48fvB2YvS3rY0vr44/H+y/mJtPCQRXZ9F/Xts6nF9ZG5tcm5mdHxufGhqYHRpYGxpc7e6ZaWwaKSt5TM98RMt4RMtooWU8pJFamVmPWNRWNqO3pKi/ony4unakvmHifsvso/aV7v7VgdGN8fnV0fnFwemZ/omp/vGZwcn50dmFyYWJ4cmxkcnhofHBgdGe3sGOzt7HbV2tj9oePWxtb30IsNLSdL+prr6+qq6usra2oq62oq4wp4hN41SV1jRUNyXFojRVtbmv8HNz8YmLSYuKSH737RWuqzxCwqI/cl3h5uX5ihUuvh+5+f4wBbj2drn8ERfhvX1N7I6kkOJ1cWtdNZCzTYSHU5SXS5SXW4SHC8zbKy4oMCYoKMrbO9zLC+bvH+rlHhXgFehiZ2Ogbm2k4eN0z8fZ1NZI1VxLwUjptup1MeXromq3peWlReWuieuqKvi72Qd5OoC9nQBTYiCeqEjff+cpq4sLU6OT40MTY8NTgClTk+srq8cXpkwtPLno0S4sHQC1z+Ly0+XVw5W1o7WNo/XN5xfNlNX1Z4ApG9uHG9uHf1n47O6/Pnj2MxBAyQOAcnT88bIml7OSVz99/i+mZGYl0hio7OyUsjJCSSm2pBRTWJzIzoOTaMHxWPswpEEgXAuE1A1PNI5Lc8BmemeyQNSccEY+LLs4NqckiVOYRGFHA0HNRjDyYrKLE/PL0YWV6NyKBHYpnJofTmQHpVF9UES3OJwdEmONTLVNJrim0wPIueGsYiSnNI6SC8dRQjOoYVgSKBHrE4Nyj0V7oNL9cSRwBjk8iwalMhEMTgwzO5bFjmEwo+mMaBoTmUWHk2hRGeRwHAmcig9OxvonpvrGo3ySMUEpaSGErOicgvTquuymByWN90tr6wuLS5nlldk1DUWND8qbHlTdb6l+0Frf2tY8OTG8t70C5ClA7fNmZ2VjrKMlDxvlou6sI/GVKa66N501rzncFXdQFnVSEfFQF/PT/t983VdUVGvWL/x9znfet3t3G8hKRgyoqBgABSOIKCIqgmSQnIPknHPOoSIVyEjOIBkqUTlRVWQkRxWQpPJdLDdtu3c3Yw7GqjW44Oo3/nPOZ9U6ZXNH2u2hpIuaaJqjxmBR7GRfxdxQ6woL+2mcujHBXuGQ5ql9c0Pt9AZ4WZxblocuIsSsOsmxMsGxIs4VHuYQbfvK+rHya9UL+vcuGDy4YPjwovmz6+baNxJ8bWldtVvjnIPV5a8bm9vbuzvbXwFTNncONrYPNr4cbG1+/fJpe2N+kTPYWw/KqstOoFcjFgcal7EdnMai6iSvcNPbXk/PxZsrwX2elYYYw32NO3IjRlrKF7A9iyT8Gpf9bXnxYGdnf21rd+XL+sRSoJNfXlz21vzm3Og8Bc8gkugkOovMZBKIQwM93Zj3HbTe3jE8jtXbw+jtpnV3kru6yF1d5J5uSm8vua+PgcUzCUPsIQpziEzDkYgYwtAgfmgQTxkkUTFkGpZCx1EpOApxkIjrxQ10D/Z3DfR2D3R19r3v6Glv62pu6WhsamtsbK6vrWuqq2+ub2ioqa2uqKwoKS1Dl5ahS0tRJbWVNUWFxZkpWbACeGNNExKK9vcKPHf64vEjgvzHhEVPSvHzifAdFxIROcknwP+HKXzHhI8d1nGhYwJC/AICAoApf7yy47iIMN8JoaPXLp1TunRWXkbsoeJlR8OXfjbmXm+M/WzM3cxeu5oY+Fhb+Nlae5ibupqbeNlYOpsavbUyszF4+Vzt1gt1lTd6j01fPdS+f+2h0kW1q+cVz0pdPS1+45yMvIyYvKykylV545dalobP7c307ExfuJi/8rE3DnE1D3E1j/G0+W1ydOQXU7CDdAJ+mMGco9I+ADNaAnVyiDY1RJs4NAUoGmOayZ5lc2Y5vPnDYQqbMzPM+8AZmeGOznJHZw9Hs4f9ztjE8vjkyuEA5WdQAFN+CSaLyzu/1M+m8EYYEHhycmpAemZIVmYIFBoDgYTDCyMg0JDsfK+EVLuQWBPfMF2P0Gdvw3S8Il6ExJvFp9un57tngb1zYQFgVCgEFQFChGeDA7NAAVkg/2xwQB4sGIwKLSyNQpbHFFZEQUtD85B+6WCPxFyH6HSr8GTT0ETjsCSTmAzr5HynDMjbfFQAqCgkC+qfmP0WeKQ4NsUlMsEhOskpMcMjNcsrJettVq5fToF/HjgwHxKUXxCQl++flx+Qkx+Qke2TmuWVnPE2Ic01Nsk5Kt4hItYuLNouMtY5IcU7FxRVXJZd31TU0lbZ2FxeW19cVAIqLgWVVsIqqlAVVah3NSWNLbVdve0kInZyjL2+NPNldW7v4/ze6swyj87sa3yXF+ase+PlLYnnymJA76NzU+blzVN6t06/UpbRvS6pe01M/7qoibKE5e1TdvekXdUlXNRE050eYYvipvor54Za14bxXyYZm5PD61zyPLVvltAGmJLj8QoVZlGb4lyV5PwuwR0R4RRrr2+rdQuYpxiqXQRMeaOjlBzgwOxt2J7kHawuf9vc2vmyu7P9bXv7X6Zsbh/sbB/sbmxvzM8PD/Q0QDKbCpLY9ailwYZPpN6Znvo+eEKex6ugV1fCXl3OsL0P9Xie56xbGuneAUrFVxcPD3TNj7I/Ls9+Wl35vLq58/lg+cPnCN/YUK+olZmN5fktBmuKPDxOHB7BstiDFOogHofBYIgYDBWLI+MIJOwQETs0hCEQcCQigUIm0sgken8fFoMdGiLSiBQmicoaojIJFNYQmUHAkYhYEglHphCopCHqEJ6MGcD39Qx2d/Z1ve9939HT0d7d3tbV1trZ0vq+pbmjsb6pub6hqa6+vrqmuqKysrSsori8ori8BFlciiopRpSgYGgUDF2MKClFlZcgyxxs3c7Kyv/f3/4ucFxEQlTm+DGhY0cFTpwQFRAQ4hcUOC4ocEyI74gw3xGRY0dEjh0T4uMXFBAQEODnP87Pf/zQFCHh4/z8vytcOntX+cq186fuKMjZ6OtEeDiGudmHudl7W5u6mxt4W5kH2Fv72lh5Wr/xtrXysrH0d7RxsTB4/eS+nuZdq9dapq8ePr13Ve3GRfVrF26eP3XtjMSNczJATrl55YKBjqaV0QtHi9cO5rquFnp+jqZh7m9C3Szifex/mxobBXofbB8O00/ADFDwWCZxiMtgzlGo00PkiSHyxBBtisT4QGJMDdEmaIxpYDp72P6wObNsziybM8PmzACdDm9sbmR8fnRiYXTi3zQ57HcmplY/zH76MPsJkOWnkLIxO78xt7A5t7A5v7i1sPRlcXl7aWXn51pc3l5c3l5Y+rKw9GVhZX2YS4YhUrNywvMKonNzwiGQaBAoHAaLhEBD88CB6dlv49IcIhOtQxItQpPehKdYxaY7p+f55EKD8uEhIEQ4FB0FK4qGoCJBiHAQIrygMKygMBSMDIeiIwFTEKWxiLJoeEk4CBmUBfZMznaOTbOJSraISraIz7BLyXXOKPDILwyAoMPyC4PS83xSsn3Scv1Sc3yTMr3Ssn1zQMF5oJCsXL98cGgBJAQCDYVAQ0Hg4AJQEAgcDIKG5uQHZeUHZuYFpGV7p2R6J6a9jU9xj0t2i09+m5UXii7JbGhGd/XU9/Y3d/U0dXTWV9eiyypgRaXQ0orCyuri2oZ377tbsYR+Oo04M8X7vDq/vTa//2lhb3VmkUOl99ZV5oY66l5/cVNcR0kUmNHqKEk+V5bSU5F9pSyjpyitryhprCT5RlXG/t4ZZ7XTbzVl3mpK5bg/JZQmTg+8OzTlyzT3I4+yQOufJbQxGuDl8e55nvrFYW9qU5yrk12qEj1+McVIXd5IQ95C54blc+XUICd2f9PO1MjB2sq3za3d7b2d7W87Owdfdg+2tg+2tg++fDnY3fm+u7H9aW6G1fe+BZrZCUsbay1ZxTV/og3MDLQMleWUxzil26qH612N0r0aa6hc4PwKHWT/LjmkEZTWX182wsCtLI2tf1zY2vhysH+wMLmcGJlibWQzxprc+Lw3PbtCHh4doDO6KZRBBoPOGx0eGaVTGXgskUJmkslsIoVNpLBJVC6JxiPTR0jMUQJteIjOITK4BAYHQ2H2EqndBGovjkylsYlDVMwgYaAfN9CPwwwSgOrpHuju6u/q7Ov8Qxag2ls7WppaG+oaa6pqqyqr31VUVZa/qyirLCkqLUIVlxSVlpdWFKFKoeBCFKK4urIeDimysnA6I3VR8OgJCREZYQHRY/8UEBb6kynCfP8U4TsizMcvKCDI/y9TBASPCQodExI+LiR05Kys+L2bCnduXLp+Xvrlw9tBLrYxvu5hbx18HSxcLV67WRj62Fn6O9r42tt4Wr/xtbcKdnXwsDQ21lY30HpgbfDUXPeh1l2F+9fOP7x+UVX+jKKctNJ52cuyEvKyksqXzxvoaNqY6LpaGztb6ntYGQS6WER6Wod7WCb6Of72YWJ8mEEHZrTYgSHsIHUIzyaTRuiM2UNTiPRpMnOGzJwm0ifpzA9M9iybM8/hLXJ4i2zOPJP9gc78135nZGxxdGJhbHJxfGppYnoZ6HQAUABNgJZnZu7zX5ryCyiAKcuru//JFNYwsRCVXgCOhcITQQXREHBsQUEEBBIJg0VD4JEFkJCMfN/EDPfodJe4LNekPK+UPJ9caDAYGQVGRkFQ0bCiWFhRLBgZAS+OgRVFQ9FREFQEBBUBRUfCSyLhxdEQVCSsKLqwJAZWHJFfGJSe/zY+3T46xSos3iwq2TIuzS452zkL7F2ACM6FBQCmZOQFZeQFpecGZueHgGBRYFhETn5QPji0ABJ2CEp+QSAIHAyBhmblBmXkBKZl+6Zm+SSle/4wJckjKc03HxJTWQ153109iG3H4rsGMV39A++bWt6VVyIKUfnoEti7mrLmtvregU4iBcdiUuY+jG6sLeysz+1/Wthfm13kkGk9tRU5IQ4vr724Kf5MUezxNVGdm9LPFCWeKUroqcjq3ZQ2UJY2villoSJte0fWWe2sh8YZX60zPk9l8z11iOXJMwNVh6bsfRj5NEJdov4wpSLOPd/rdWmEFWAKkFNi7PQO9z7GDy8dmpIW7Dw80Lw7PXqwtvJ9c2t3e2/3y7ednYOdnX8zZefz5qcP08ze9jZ4dh86c+p9+TqxbYNFmBxoJVaCmzIDIV76MQZKvhqnPe9JO9+SjjV6CA90KEsNaUBl4XurJ8Zwy0uc9aWZg93t5alpRF7+G73XY3T2t9291dXVzv7+XtIQjs0mcblEJptEY9LILCaNx2JNMFhTNNYkjTVJZU5QGONExhiRMUJkjQI1xOTiaGwMjYWls/H04SEqk0CmEYYoQOHwpP4BXHfPQH8ftq8X09szeCgLUF3vu9ta2gFTqt/VAAXgUl/bUFdTX1ZSXoQqLS2uqCirqiitrqtugYGLjfXenBSQEjgiInni1AkBUb5jgoL8Ir+wcmiKAB8/YMofbyw8JiR8XFSUX1SUX0Xp0sM7ivKyorevnXezNIrxcwv1sPV1MHMxf+VoovvWysTf0cbX3sr9jZm37ZtAZzv3N0bGTx8aaD2wMdS2eKWhfffqAwU5jRvydy6fUzovo3zh9JXTkvKykkqX5Ax0NO3M9DzszFytDTxtjELcrWJ87KK8bOJ97H+bHh9jUilDGAJhcAg7MDTQR8JhGBTyKDCjpdA/kGnTRPo0ifGBwvpAZc8wWDNAQvkjpMwPc+eGuXNszgyHNzcytjg2sTw+tTQ2uTg6scAbm/s5m/wyjgUKaHn+5cjK1uLK1tLql+W17eW17aXVH3dW1ndWP+4e1sr6zvLa9tLaJw6PgizKLADHwhHJMGgCEpFcCE9Eo5ORyEQ4Mg5aGJMPD88GB6eB/NPBAZnQoHxEJBgZBUHGQtExsKJYeHEcvDgGXhxTUBgGQoSBkeEgZEgBIrgAEQxChkBQEX/8TRwUHZUPD8ko8E7MdIxNtQ1PMA+JNQmPtwBYSclxS811z8j3zcj1z8oLzQNHgmAx0MIYGCIWWhgDgUfD4VEwWCQUGgGBhINBwaCCoIL8wLz8gAJIRC4oLDM3KDXTDzAlMdUrKc07Kc0XUphQ14js6a8fwLT1D7b3D7wfGOxsaa2triktq0RVVpc2NNe0v2/pG+jGD2HGRocX5ya2P6983VjaXp3ZXfmwPs5k9jcUp/vbPruqoySufUP0kcIJbSVJ4EtSdG9K6d+SMbolbaYqbXlbxv6+rOtDOe8n5wN1zgfqnIP5vqK8S5sdrJ4ntK6zcFsT9N1p3uowcYU+uETqpNZCKuLcEYFmlTF2jRnujZmedane8DCHSOuXNk9uGt29ZPBAHjDFUPOSyZOrGaGu7P6mjVH2wfrq982t7a2dLxt7W1vftrcPvuwebO0cfPnyfW/n28rc3NrkGLG1pi4/iVAJ+tBVuYhpWGcOfSD049/Bu6EJ5VF2KW8eRL+85qcmqyfzP6byQl6PFTPdTcoyAtrK08mDJdMj3StTpJ3lkW+rk+CEEOuXmvTetoOvm10tNTrPHsPRMAqHxRofI1IZNCp7YniaNEhn0ieYzEkmc5LFmmKxJpjMcTprnMYcoTFHqAwehc4l0oDGh/FH0fFkGp5ExREpGAJpEE8cwA31Ywl9/di+fmx/379qoA870Idtb+1sa3nf2tzR0tTe1NDcUNdYX9sAVE1V7buKqqrK6trqupqq2vLSCjSypLykprqyGQUt07j39G+//ePEcbGT/KIC/xQQPiYsdFxQgI9fQECAT5j/uDD/EWG+IwLHBAUFBfkFBAX4BAX4frx6WfAIn+ARCUlhAYF/nJMV1bx/U13lqsJZiWfqKnGBb0PeWge4WnjZm7hZGrpbGnrZmAU42Ya4OXrbvvFzsPa1f2OirWGo9cDJ9KWpzoPnD25oKl2+f+XcjTOSN85JAXufy2ekH9y8bvxSy9XGxMPOzOmNno+9aaiHdaSndayvfbyP/W8TIzzgfMoQhojHkDADFAKORaOOM1nzTNY8jTlLZcyQmTMU1ixteL2hxskAACAASURBVJbOmTvU5A9QFji8eQ5v/jCkjE+ujE8tHbLyczY5jCQfZj8BeQQIJj+3Octr2yvrO4eCANfLa9urH3fXPu0d1g9W1j8Oc8lATgFMQSFTEYVJReg0FCoJgUoqRMWDETF50IgsWGhOYXguIgKEij7U5DCYgJHhGQXemSCfLLBvJsgno8A7C+ybCwsoKAyFF8cVFicWlsTDiqILCkMzCrzj0x2jki2DY4x9w/S8Q3SDoo1iUq0TsxxSc13T871yQMA5+mhIYQwMEQtHxgGswGCRfzYlPz/4Z1OSM7yS0j2T0rz/0pS+/o6+/s629vr6hsqq2vK6xqrW9qauno5BbB+RjB8f4y7OTf13UzSvnnymLPVMUeK5oqTeTWmDW1ImtyTNVaWsVCUd7sm4q5/11jwb/Fwu6Lkc3E+PXpUxh6kBTNmeYOxO89bYxFXav5nyLta+JcOjKcurPs2nMNwxykbXVuuW8b3LRuqXD00x1bqWFe4+PNC8OTZ8sLb6fXNrd3Pvy8belz+Zsj43vzY5RmqrbQQnk6rBs72VS/jmRSp+YmgAW4V4D0ssj3HOdniaa6uZYf7ASUnSWI5PW+r3FxcE7B5fTvIyaC6J5eDLcG1gHr5mFFMT52Zsp63aUw4aqEMbPLl765pcQUEGhUZkslkUMoNF4c5w50dpE8O0MTZjnM0YH2ZODDMn2IxRFnOUyeAyGVwGnUOjsilkBplEJ5JoJCKNSKLhiBQskYIZIg/+BEo/ltA/gOsfwAGa9PVi+noxfT2DfT2DHW1dh6w0N7Y01jc11DUCVVtdV1VZXVVZDSSXirLKkqLyImRFZVlDIaj48f2nR/7vUTE+UWlBSdFjIoL/OH7yuICYkIiIsCAf37Gjx4/wCfMLi4nw8fEJ8PEL8B8X/GPvIyhyXFDkuJDwUQGBf8hKi6goXbp38/LNK2cfqlw1e/XE38Xc38XU18nUy97krbWhp42Jr/2bQGc7HztLPwdrPwdL02ePDLUeOJromuqo69xXfKx85YGC3I0zksA8RV5G7PqFM0/V7lgbv3rrYAGY4udoHuFlF+trnxDglOTv9OM9hPgBHBFLGsJRcBgakTDMoE8Oc5bYw4vM4QUGe542PE/nLDC480zeAkDJH5oscniL3JEF7sgCAApw5GRienliehmQ5ZfNzmEw+dG8LH051GRlbW9lbe/QjvXP++uf9w8FObxzeH/14+7Kx09M9hAMkZpfEAcvTIXDEtGoNBQypbgovagoBVWUgkQnw9DxEGRsPioGVBQHKYkDo2NgRdGwomgoOhKMCs2DB2aBvTMKPOPTHf846uaYkOGUnO2aCfLJhQYVQCPB8GgYKgaGiiqAh6TnesSl2kbEm/sEv7B3U7OwU7F3U/MPexWdZJGU6ZCa41IACwXBI2CIWDgyphAVW4iKRSJjEYgYABQYNAIKCQeDQkEFIZD8kII/TMnKD0zL9k3J9AZYSU73SUrzBcPjq+vg77ure/ube/tbe3rbenrbOt43N7fUNTTVtrY3dfd29Q/24YdwFBoRMGVnYxUwZW91BjClKM3PRltBW1n8qdKP3kdHSfKlsrTeTWlDFWlTFSkLFSlrFUnHO9LuarI+mmeCdM4FPZdD+ukzqjMPTdmZZO5N8daHSWt0zAqxk1YNrohxQwSaVcU5tGa+bc72bkj3RUQ4Rdu+snuqYvpAwURDATDF6PFlc+0buVGePGzb1jjnYG31YHPnZ1OADmj7y/ftrb31ufmVCS6hubIFmkythcz1lK8TW+fJ2DFc/2AVsh2WXJn4FuZn/C7cuibCNurVbfcHFwwvnngie1TnopDJ/TMeRiphzlqwRMeCSCtQmJXrc8UX10Ttnyrpq16QPvLbA8XzVSXQMR5rmMVm04aZxOFx2vQkY4ZHHeHSRrm0UR5jhMcY4dJ5XDqPQ+NwaJxh6jCLzGKQaLQhCoVApuBJRAIJiyMO4omAJoMYAlADg3hgvHLYAfV0D/R09fd09Xe093S097S3dbW2vG9uam9qbGtsbG5oaKqvb6ytra+urn73bz/VxUUVcEhRXgbY0tjqkqy8lIDEiX8InvydT/yIoOhR/pNH+UWOHhM8epSf74iA4DEhIQEBPn4hPn5BAT4hQf4fb0cVOS4gfIyP/3dBoSNiYnxyZ8SVrpy5rXjxzo2LKtfOOVjouNvp+zmb+LuY+ziaedmZ+dhZ+DlYAqYEOFiaP3tk9Pi+k9FLE637OneuaypdfqAgp3hWSkFWTEFW4oLUyVsKF41ePHW1MfNysnSxMrIzfeHnaB7l4xDn55AY6Jwa5Pobk0ohYAYxvYNDGOIQjoLH0gFTuLwVDneZxVlkDi/QOQuHpgxzF37SZIk3uswbXRwZ+9e52Imp1ckPK4f1c6fz8xQWGIv8PDFZXd9fXd//GZSfWfkFmh8R5uMnOhMPgSfn5cfCC1ML4UnFRRloVGppSSZgCqoopbA4EYaOBxfHw8qSCiuSwEVRUHQkBB1WgAjMhvik5rrGZ9jFpFpHJFpEJFpEJr2JTLSMSrKKS3NIyfHILPBLzfLJzA3Kg4SC4GF50IC0HPfYFOuwWGNnr4eGb65o6croGp+3d78bGPkyJsU8McMeVBgMQUTAkVEIdAyyKBaBjkGhY5DIWCg0AgqNgELCIeAwCDgMDAqF5IeACkLyweG54JCs/MCMXP/ULB+AleQMr5QM3wJodFllXkMzuq2jqqOztrO7sbuntb2jqaW1oaWtsbO7vW+gdxA7gB/CUWjkiXHe0vz07ubat83lnbXZvbVpwBRUio+NtsKzmxLayuJaN8RfqJwCQDG4JWWsKmWuKmWhImGtIu54W8JDTcZLQzZA+0ygzjmknz6rOnNhsGYO37LGxG5PMPameJ/YpHUGdoXYSa0ClUe7IgLNauIc27I8W3J8GjP8kJHOMXZ69tqq5urXzDSvmWhcNn50yURLwerFTXC83/hQ5/YkDzBlb2t/d+Pb9pfvu9sHu7sHOzsHO9sHm5+3P84vLI2wMfWlbfBUWh14prv4I6ltiYIZx/QNVhR2wNPqs4LLY13aswK6coKrYz3z3c3eaqlqy4neOvm7qvSRJwqir+7K6qpIPr0qbHJH1vTuWcObsi+vST66KPry7hWLV5qY7qaZqVEWg8lljtCJHCaex6NM8Kg/HOExRngMHpfO5dK5HBqHR2OzqUw2iU4nUuk4Kg1HomKJJBwRixnCYP+tsJghzCBhcAA/OIAHTOnpHujq7Ot639vZ0dP5vu99Ry+wDPrBSlNLU1NLfX1jXV1DXV1dTU1NVVVVdXV1XV1dY2NzXW1zbg44Kz0vIzHT3dr13jXVU3wnJX4/fkX81Gk+oRN/+4fQ3/8uxndcUlhQhP/YsX/8TUSA/4SgkLCQgLCQwI8XuQsf4xc6KiR8VFjkmIjIEbETx86eElG8fPrWNTnlK6ef3L9i+OKOs8VzbwdDL3sjd2sDDyujt1YmXjYWvvZW/vZvTJ8+NHh01/61jqHmHa1bV9SvXXigIKcsJ3P1tPiVU+IXpE7eVVSwNtb3crL2crK0M31lafDUx94UMCUhwCkl0OU3GomIG+jv7+rDDxAIWDIwo6XTJn42hTYMRJU5Bnf+F1BGxlZGxpZGx5cPp7CT02uTH1amZlaB+gWUwxHs4ZwVYGV5dXdlbW91fX/14+7qx+21TzuHtfpx+8+1sv5leW1raW2dSseCYSm5eTHwwlREYXJxUUYROq20JBONTkaik5FFifCiBBg6HlISBy9PRFQmwkqj4CXhYFRgLtw7Ld81Lt06PME4OOZ1YJReULR+SKxRSKxJaKxZRMKbmBS7+HTnhFS31Cyf7IKAPGhQDtgnJds5OskiNNbA8e1dPdPz6toimi/EjK0vu/urh8bpxqaa5UG8C6CBUERoIToCXRSDQkcjUVEIZBQMGgaDhgGmwEAR0IJwSH4YKD8sHxyaCw7KLgjIzPNLz/FJzfJKyfQEnhvMBUUg0GlllQXVtaiGprK2jtrOrubWtsbm5sbW9pbu3q7+wYEBzCCOgCdTSZMTI8sLH34xhdFXj0jxsdS++uymxLObEsD5lFe3pF+rnDJSlQFMsVSRsL0l7nhbwv2BtPdDaf/HpwKfnUX5v2ZVZ84PVM9hm9bomJ0x+u4k9xObtEbHLA+9J1fml0Y6IwPMauOd2rI8m7O9gd4n2vYVYIr54+smGpdNNC+bPr1q+0oVnhw0TendnR79L6Zsf/6yubK0NMLE1hV1otKZjbDpTvQGpW2dhp0c7Boog3Yh09uhMbVZAe3gyOa8SEoNYqAEWpIYHWRhon9bWe3iGZWzEsqyJ+6cO6mteMbw9uXn104bKMs/v37u6slj16SFQ72dyfh+Lnd4iEhmMkdpFB59aIRDnxymjXAYXA6Dy2XyuEwecD1M5wxTh1lUNpPEpBHpVDyNgqOQsWQSjkzAkfA/FQ5LxGOJeCwRO0jADOAH/jj2drgA6ursB1hpb+tua+1sae4A0kpdXUN9fWNDQ0N9fX1dXU1dXU1jY31zc3N1TQMEXAjKh1YWVaLyC8M8/Iw0dBSlz90+c+mamMxZfkHpo0eljh0T5zt28tgRwX/+/QQ/v4iAoBDwGKEwn7AIv/BJfhFRAeGTx4VFjp04cVRMjE9C7JiMBL/8GbGbCmcuyBy/fUNKT/uWjYmWs8VLJ3NdJzM9Z3N9D0tjLxszHxsz4ydqBg/v2L3Sfv1Q5bGS/AMFuQcKcioXTyvKSV89LSkvI6Z264aDhbG/u4On4xtroxdvXmv5OphF+zoCOSXRz/E3BoUMmILrx+MGiZgByi+mMNjzVPYcYAqdMweA8mdTgFnsYU75Acrs2s+z2F/WOn/R+/yYpGwfsnIoCFA/fwRModAwYFhKXn5sISINUZhcUpwJmIJCJSHQCQh0AqwoFoqOARfHwsoSEO8SkO9iCstCweiALIh7YpZNRJJRUMwrv4hnXiFPfMN1AqP0gqINgqKNAiONAiNNgqLM45JdktI9MvJ8csB+WaC3yVmOUUmmITF6HgEPzeyuaL0S13whomtyysr5mlewelj8q5Qs+4xct3yoDxQRjESHIVERhYgwGDwMCgmFQkJ/NgWaHwkuCM8DheSCg3JAgVn5/hm5vgArqVleadm+2fkhYHg8sii9rBJcXYtqaqloa69vaW1oaWlqf9/W09cNmIIfIlBo5KnJ8ZXFmb2t9e9bKz+bAk/yevNU4dlNCZ1bks+UpfTuntVXPWWgKmt8+5SZqrTFbWlLFTFbFVFHVVGPe5Je6lL+j08F6ZxDBxgM12YfmrI7ztgeH/7IIq7RMUuEjqGynOJwx0I/k9p4J2CeUpviBQu1j7B6Yat1y0zt6qEp5s+uO7y+i0oPm2MM7s+MH6ytHmzt7m/u721+3/1ysLdzsLd3sLt7sLN9sP9lb//Tx5UxNrauqK80h91cONmB2CS3fKZipgfasaXg3uKMTmRiXX5YIyS2IjuytxLB6e+ZozNZfbgGVFl6RLyLmZWumob6lcsvVG8a3burrXDlxY2rL5Sv69xScrMwLUfCh4dZjGEOnsakc6cojHEKbZzJnGQyRlhMLovJZbN4bBaPxeSymVwWncugDtMpbBqZRSGyyENM8hCTgmdQCDTgWAoZTyESKCQceQhPJuBIBBzpZ1N+3v78J1Pq6xsbGpoaGxubmpoaG+vr62tra6urq98VgCCIwiIICI6CIirhxTXwIlBMsuVjnQdyl++fu6gic/qikIj43/4u+P/+z8nf/1eC/7gIH58QH78A/3EB/uNCwnwnTgqKSYpIyogKCB8RED4iJsF/6tQJSfHjQgL/Kybyz4tnRCRF/r8r5/g17lx4raNq9fqxvckzF4vXHtbGruYGb61MvK1NjR4/eK1+GzBFU/Gi2tXz6tcu3L50VvnCqetnpS/LSjxUVXKyNA3wcPR0fGNj/NLa6Fmgi2Wsv3NCgFNKiFuct91vHCaDiMMO9gwcmkIkDDMZU7yRVS5vhc1d+jmn0Dlzf2p8lkfGlkbGlg5NGZ9cmZheBliZnl37y8bnL3sfYJjyn0z55eYPVtY//mwKEpFSUpyJRqWWFGegUEnIokRkUeIfpkRDS2MLK2MRlRGwEv9cuEdyrk1ksmFg9HPv0CcegRqewZp+EdrBsXph8UbBMcZ+Ya89A195+L8KjnwTEWsXn+qSmu2WluuSlGkXk2IaHq/vH6Hl8PamvvmZp/onn7wS0TWVtna96hWsERlvHJ9ik5HrCoL7FSKDCpEhUFgwCBwEmAIDhcFAYTBQBKwg6g9TgnIhgTnggGyQf2a+b0aeT1qOV2qWV0qmd2ZuEAgWB5hSVYOsayhpbK5s72hub2/t7O7qG+gfxGIwOCyRTGKw6NNTE6tLs382BZboaaF15dlNiecqUjo3pV/fl3t9W9bozhnj26fMb8u8UZW2VhEHTHG/K+H1QDLgiWzIi/Mlwca8hrwlbN0CvuUjE7c/yfoyxl5nDq3SBhdwbYTirKJgO7ivcU2cY1OaW326R3XSW3CQTdgbHevHyqYPFEwfXTV9dMX08RULnRtOhvdLsqMW2bivsxOAKV+3vv5iyu7O9/0ve983N5ZHWf1ViL7ibFY9lNsIWifUfiR0zvY2EcoLBksyO9FJVfnh1dCEkrz4uiI4uQ8zNzo/P7E2O7r+YXSNQ/sw1ENrq2x9By7JDk10fGlu8kDb6umrECePxvIqAg4/Oj1NGx0nj07QxuewzDHS8AcSc5zKGqGxuTQ2jz48Qh8eobF5dBaPxhyh0LlkGodCGSaTOSTSMIk0TCZzKGQ2dYhOHaJR8VQynkLGkolY0hCGOIQhYgcJ2EHCz+1Pd1d/d1d/5/u+zvcDgCmtLZ0tzT+mKk1NLY2NzU1NTc3Nzc3NjbW11aVlaAQCnp6RVYhAgQsghSBYKRjZhCprQZSlegUa3X6gp6z6RF7hlpT0JSGhswLH5IT45ERFpIRFRIVFBAX4+PmO8QscFRbhF5UQBkwRFDl6Uuy4pKSgtCS/2MkjYiL/lBb9p/TJ/zkn848b8icf3Dqro6FkoqvuaPrqZ1NMtNQNNe466OsYadx+onxJU+nyI8VLty+dVTovc/2s9JXTkhq3lV2szX1cbN3tzIDnfYLdrGP8nOL8HFJC3OJ97H8bGx6mEoewfRj8AAGPIWEHqUQih8GaHhld446uDvOWWZzFw3kKizN/OE/hjiz9EVV+mHJ4RvZHVPnpycCfjsn+MOXwsMm/QFnfX/v4dfXjLgDH+ufd9c+7h4gc3jm8v/pxe239E4WGAcOS8vJjEch0JCKtpDgTjUoDpirAjLYQnQArioUUxcJKYxEVsfDSEDDKM6PAISbNJDDmmWeIuqv/XSefW95h6oExTyOSXkenmoYnmAaEv37r99LV67mr10uvAIOQKIuYZOvEDNvETMu4NNOYVIOQ2GduAfdM7OSfvhZ/oM3/8LmQnsUZOw/VwMiXkfGmKZmOeRBvKCIYiggFQ4LzCwIhkHAIJBICivhR4DAwKBQEDs4DBeWCg3LBQTnggKx8/4w8n/Qcn7Rs76R0z4ycQBAsDl2SWVEFrq5D1NYX19aXdna1vu/q6OnrHsRisHgcjoCn0KgcDmd6amJ1ce7bl4/ft9b212b3V6fXJ+h/mHIJMOXlLSnD+2cN7pwyuitrekfG4ra0laqktYq47U0RB5UTgCmBWqfDdC+Wh5mNNhWs4BuWhto+swnfpoe3xhhrDNwKdWAe14wvykSGWMN8jGri7JtS3BtT3d8lukECLUPNn1hrXjO5d8Fc/bKFxmULzSu2zxTdjR6WZ8cuDxP35ycP1lcPtna/b37d3/y6v3Wwv3Owv3uwv3Pwdfv7142db58+LQ3TukshvagMenUB813WykDlMqZxpqeWXFmALct+j0iqzI2ohiWXQtI7GqupRNL42Ozk+MrS/M7+l4ODnYPdle8HHw+2xpbbUbVOum8cX5ojUwvaq1oGuzBkCpPGGcexuZTxD+SRDwM0LpU7TeFMkFkjNDbvZ1No7FEqa4RM45FpPBKVS6RwiBQOicolUUaoVB6FyKAO0SgEKhlPAUAhDA4BoACmAJPa3p5BYFILhJT3bT3tbV1tzZ0tzR3NjW1NjW2tzW1NTS3NjU3Nzc0tTc3V1e+QCHhOTg4MAkchimEQRPW7moqiMkQuqAFVVpUDDjazdtJ89vrKDZ1zF15cvvTi6pVHF87dlJZUEJeQO3FSRkBA7MiRE0f+cfLYEXFBPokTguIiAqIix0UEj4gIHpESF5KTlTgrIyZx8qi48P9InPh/MqK/nz/Fr3zl1JN7iqbPH9kbvnQ1N/CyMvG1NjXXUjd7dN/1tY65xl0d5SvPVK4/Vr5y+9LZG+ekFM5KXD4jqXFXycXWzM3ewsnayNJIx9bkZaCbVaS3fbS3fXKgW6Kf429zY+McOn2gu7/3fR8eQ8JhaAQCe5g7NzK+zh5dYXAX6ZwFFmeRzV1iceZZw3PA5viPXc8Cd2SBN7rIG10cm1gZm1gZn1ydmFqbmAI2xx+nPqwDC2PghBtgyp/Ps/1rmLK+v7q6vba28/Hj3ufPXz9//vrp0/7Hj3vr67vANfDx48c94PrzxhaR3AtHJEPhiSh0Jgyegi7KQaKy0EU5hYg0VFE6qigdVpgIRcQjipKLylLRZQmI4hAw4m0WyC42zdA3/KGDt5Kdp4Kjv6JP9IPodN2kXNO4dJPIRJOwaBMP7+cW1vctbdXsnDTcvbWDI1/HpJgmZpnHZ5nEpL8Oidf2DNew8VTWszyv/lJc9Ymw2gspHeMLb5xuegVpx6VaZeS754AD8qFhYGgMGBoH/JMgSDQIGgmChoJgQQVQ/3yIXx4kOB8aVgALzwUHAadp07J9M3L9kzO8svKCoYjEkvKcqlpYQ3NxS9u79vd1HV1NLe+b2rpau/q7+7EY7BCBRmeOjo4uLSx+Wl35tvX5+9ba1/W5b+sza+M0ancVLPGthdZFnVvir25L6N4SM7orY3JX2lLtjJ36GdsHMnZ3JOxUTzqoijrfEQN6H99H0qEv5MtCTXkNeUu4mmVi+2c2YW+CuTPJ3OAS1xmDM4N1fYh4eKAF3NewPt6hPs6pOsqhIto+z/u1r95NGw05G43zNmrnbNUvuGrdcHqiFGSuUw9OW2ATv63Nf/v88WB7/+DL969b375uffv+5eBg++Bg++Bg6+Bg9+Bg7eM8hTRYhmjPS8Ai0zjVBSP10BVi0yy+gVoDfQ+KawcltEJSK3MTkNkJLQ1luKGB0enx+eWl5eXVjZWNg/Xdg897B5t7rOq6NBdPG03tdN+wofYBXBcWO0Ch0Eeow1OM0VnW+Dx7bJY9MsXhTHK44yzOBIszwRweZ7DH6KxROmsUOJxCo3EPi0o9DCws4hCNiKcO4SgELPmw8DgyZnBooB/f34fr78MN9OOB696ewYE+bH8vpr9roOt9d1dbd3trR3tTW0tTa3d7V0fb+9aGlup3NWXo0kIYHJyXn5+VVwxCF0NKysuqy6rq4CXlhUWlZejSsnyYj56J693H1hdvWJ29bHVRwfKKgvHVS4YKl50fqD8/e0FDUubRqdO3hEXlfv/nmb/9Lvv7Edljx6WP80nw8YnzC0gKCUudPCkrIXFaWkJaQlhY+J/CAr9LifGfPyWqfPnc6yfqXjZmLkav3pq99jJ+ZaV51+Gp+ttXT8xuX9e/qfBQ4dxj5Sv3r51XlJO6ck786gXph/cVrd7oOdqbODmYWJg8d7Ex8nO1DvWwTQn2jPd1SQ90/21mZJRDp+P6MH09g3gMaXCQgsez2Ly/MAVYIf9iCgDKL6ZMTq9PTq9Pffg49eEj0O/8bMrhjPYvTVlb2wFMAdQ4rP9kCoXah0ClwBHJ6OKMQkRacUkeuiivqDgXgcxEF2Wh0JlwRDIckYQqSikqSUOXxKNLgqEIt8wC65gUXZ8wNQfvazZel50CbnhG3A1N0Y7LfB2dYhgWo+8X8tLR+aGhsaK+0Q0jcyUbx/s+Qc+ik41Sci2Sck3jswxCknQ8wzUsPZRfWly491xS6ZHIrccSas9ldU0v2LvfDY01SM5yyirwKYCFQwrjIIUJBZC4PHB0TkF4Dig4DxpUAA8oKPTLh/sCpuRDw3LBIRm5/mnZvmnZvuk5fmlZ/jkF4ZDCBCCn1DWiW9urOrrr2jsbm9/Xt3W1dvV3AqbQGazR0fGlhcXPKytfNz9931jdX5vdX51c4ZHJHRWgWGezx+df3BLVuyOhd0vM9J6U6R1JqwfSVvclbO6I29w+aad60um2qOs9CS81Gd9Hp/wfnw7XvVwRbj7aVLCMr10htW0MD+1Psr6M0z9zhtYYfR8GanoL4+CBZjC/1w0Jjo3xzrVRjpVRtvneen56N+w0TttpnLVVO+ugdtH9yQ23J7fCzXWbIVmLbMrX9fn9zbWDva8HQDDZ/v7DlK2Dg41vB5tfD1bXl2lUYnVJHzyLWJzDrYYM14FnMO/mhmo5TchucEJnXnwXOKU+L6k0N36wu47Jwk58YI1PsRdnxr+trxysfTyYmqGVlqH9/fxevLTVeJwXGk3s6Mf1DBFwDDpzismZYY8ucMcWuKOzXO4Ulz3GGR7jcac4nEkOZ3J4eILNHmexxoBiMEYYjBEmc5TBGKHTeYeyUCksCplJItKJQzQCnoLHkYEi4Ck4LGlwgPATKJjuroGu972973v6u/oGuvsHuvv7Ont7Orq727vam9qaahury6tKUSUoGBIJRaDhqGJ4cTWiqgpZU13VVF7bDKt8h3j3rrziXSUUGWftGqKp53pR2U76gp3sBfuLl2yvXbFXvm564bzh2XN2ijc91B5aK916dubsPQnJ60JCUv/7v1L/+Kf0cT4ZIZFTJ8VPiUvKSEhKSYqflpWSkDwpJiokKSYseVJATkpU/eY1S92nb98Yer8x8DbRs9K86xUZWQAAIABJREFU6/j0wdtXT0xvX32lLK9xVU5D+fIdhXPX5CQV5CQU5KXV7l83NXtuZa1vZ2NgZvTM2dbI380m7K1DSrB3vK9LRpDHb1McLpfBIGIIg/04PIbU10fEYOgs7uzI+Prw2CqTt3RoyjB34RdTDkEZGVsCQDk0BQAFMAXoen7uff6LKevru4cFpJWNjW+bm98PY8vPynze2KJQexCopEJkclFJZiEirag4G4XORhfloNDZxSU5RcXZCFRqITIZXZyKLk5FFscUorzzobaJmQYhMU9cfJUtnC+aOstZelxyCVLxj30cmfIqIlE/OFLXK+CptZ2qrp780xdyL/QvmVredPN+FBanF59hHJdpGJ2mHxCn7eR3z9Du6lOjs/efSSk/PHld7eRNDVHNl1Jmttd8QrRjUyzT89xyIb4F8JA8SDDwBZFp2d7pud5ZBX65EP98mH8+zD8fGgKYkgMKzMzzS8v2BqJKVl5wLigCUpiALEovrcivqUe2tL3r6K5r7ahv6qhr7Wz5symflpe/bn769nllZ3l6e3F0gU3ANxdnh9uaPDr3UkVU/66kvoq42X1ps7tSlvelLO6IWqmKWqmI2KqccL4j5v5AylfjdKDW2YAnZyL1FN5FvhlrBq0Q6gBTvk6xN0Yo6yzcCq1nqq+qBx4LDzSD+xs0JTk3JbjUxjhVxtjleev56ivZaJy1fXTeVv2cvfpFtydKbloqkVb6LYW5ixzq3sf5va3171+/7e9/2935trvzbX/n4NvOwdetb9839r+vb+4vLM2RiYMVyDZQCgadMVwHHW2BMeryqNVZA/D4rtzIntyYtvTwxuyoDmQGpqVomof9tMKdGSNxh3p4/Z3Eqoqm9LRYMxMvrccuGo/8jEzKMvOpPQTiAIVMHGYNz7B5c8Nji7zxxZ9NGR35wONN83jTXO4UIAuAy8/FYo0xmaN0Oo9O5zHoHDptmEphkUmMQ1ZwWNIQgQqkFaAGBwg/WOns6+0e6O/FDPbjBvqwvd0D79u721s7gfcll5VUFqPLitFlZSWV7ypq6irqm8qb6kub6uraKutbUVU1JbV1NVW11XBksr17pJb+20sqTqcuOZ2Wd5K/4nTjmrOK0tsHdyyuXTK7Jm97V9ld66GX7jN7rUfPla5ekzhx8aSQNP8xkaN/Fzj6u7DAUQlRIWkp0dOykqdkxGWlxaQlTpwUPComePTyGclHt6+7vjHwtjbytjJ8o/3A9rma8ytNvdsK2koXH14//1DpkurlM1fOiV85L6EgL33vjoKBoZaF2QsbK30zo2fu9qYhHvYRXk4pwd5xPs6ZwW9/G2OyuAwGlUDGYYbwGFJPD2FwkMbmzY1OfARMYXAX2dyl/2QKMEwZHV8+BOXQlOmZT9Mzn34B5ZcZ7Z9NATqdw7Ty+fPXzc3vW1sHGxvf/mzKxuYXErmrEJkIRyQVlWQUIlOKirORqAwUOrOoOLukLLu4NAuJTkWik9ElyciiRBgyBARzTssxCot76h5w28JRXtdcWsdUUveNrKX7Ndeg+4Exz0LidEOiX/oEPXVwvmtsdk3X4LLJG2UHNzXfYJ2wOL2oZIOo1NeRKfqugWpmTje0Dc+qv5S++1T6loaEkpq4oprIoxeSJjZXvII1o5ONUnJsMvJd0vNcU7KdE9OdEtIc41OdEtNd0nLeZuZ754D9csB++dCQfGhIHiT459VPeo5PVn5gHjgcUhiHQKeVlOe9q4E3NJW1dFQ1t9U2tte2vG/u6u8cwGFxxCHAlMX5hU/Ly/sbH79+Wv6yOLk5x/1AG+yvLUwJMDdUP62rKmZwV+r1bTELtVPm9yWt70tb3hGzUhW1Vj1hp3rS5a74W3UZf82zQU/PBWqdjtK/Wh1tNd4CXiHULRNbAVM+cUmrDMwSpWuip7IbFgMPNCsMMGxKcW1OcquPc3kXa5/vo++tr2Sjec720Xnrh3L2Dy+7aim5Pbsd42DcUQxe5lF3P87vbX/c29v5sre/tbu3s/ttd+/7/t7B1+1v3zZ3Dza/fF1ZmaEQukqgdTlxg0WZMz0Vm5SmyQ74UFF8d3YQER7HRKZ0Z4R0ZoWz6uHT2PoxXAO2CVmZF4uICUBF+OV7OMQYvnK+d9fj8eNwU3NoeHR/dRMbQyVjaBQSh8n+8C9TRuZ5vJkR3vQIb3Jk5MPIyAfAlJ9Z+bkAVoDkQqdx6bRhGpVNITN/YQWLIWIGh7AYIhBb8DgyFkMc6McP9OMG+/C9PYNdHX0tzR31Nc1V7+oqSqsrK2pq3jXU1jQ21LY01Lc01LY01bY0V7Y1VLbW1bVV1LWgq2oqaxvqq+pqwIXhr98E3tf2klfxPH/D+5Ki11VFl2tX7W9c9dV8YHZVTktKWF2MT/ushMWdG5bqqs+vXXihrPBQ4ZziaYmzIsfFjv9+8vjfxfj/ISF89OJZ6YtyspfkTsufkzkjeUJC+KisKN+l02ImLzWdLV55Oxhb6WlavlSz0lV/qir/+OZFtRvn1RTllS/JXj4rduW8hMJlmbu3r7zSe2Rh9sLO6rW12Usv5zdRPi4x3i6pQd6xno6ZQV6/jdAZHDqdNkQh4Ej/xZRh3vIf09kfpgCgjI4vj44v/2VI+dmUnzX576YcDlAOc8qhKT+zAuSXH6ag4guRicWlmUh0WklZNro4o6gks6Qsu7Q8u7g0E1WUgipOQpckFqKiC2C++VD75Ey9gAgNRy8lQ0s5LX2xhy9PaupJvjCTM3G47uKr5hP2NCjyuX+Y9lsfdUeXO9aOdzx8tENjjGJTLWJTzaJTDKNTjWLTTRw87+hZyqvpSKpqnlR9JKnyUEr5gZTSg5OPdSVNbC56BqlFJukmZpmm5FokZJpFpxhGJBiGxxtFJpjFJFslpjulZnsALx7MhwXnQYNywAHA6ierwC8z3zcj1zcj1z8XFAYpjEMWpReX5VZUQWvqiuqaShtbqutbq5s7mv6TKfsfl7YWJj7PDE+S+7rfQRK8jYzUTumpihvekza4I26lccZSXcbmgYzNfUnbuxK2d0Qd7oi63pN4qy7j//g0YEqMwfXaWJuJVsgyvnaR0PyZTQBMWaEPLpI7x7srumExhUHmyCDjljT31hSPugTnyjinPF8Dr9dKVo/P2T6+YK1x3lbzirP2Tffn9xNcLTvL4ctj9N3PC7u765u7Gxu72xu721/29vf2v+3vf/u28/Xrl50vS0tbcx8mCIMdaFBVRlQ/KvNDV+UWtXmXVD/fCmUi41iFseNFaUxIPLEgilmSzqrMrkv1TXHSizB9kvTmRZrFy6hn6u4qN5zv3Y1+8wYWGvEeWcLqw7HxDCqBSSIN01hTdM4Ma2SeO7bAHZkfGZkdG52ZGJ8bGZkdGZnl8Wa43A9c7gcOZ3p4eGp4eIrNnjws4DkgBmOMTudRyOyfi0RkEocYQwQ6AU/D46hYDBmHpRDwNOAjDkvp68X39GK6Ogfb2rubGt/X1jVXVzVVvqurrWmpq29panzf3PK+taW7ueV9c1NnY0NHU01HfU17Q0NHVX1rSXVdTUNjY2V1ZVZe0AujgDuaPpdu+cvfDFZQ8b+q7KZw1fHKJftr8i4qVz3vK1tfP68jJfJcVlT/0pkXF2QMrl14rSivr3T1heJlTfkzShLCcsd+F/vb/7kkLXrxlITCuVM3Lp69fuHMxVNisqJ80iJH79+8ZKyr8dbJ2NpU20xP3ejFPXWV8+oqF9WULqgpyivJn7p0RvSynPiVS9J3VC/r6WtavXnlZGfsaPk6wN02wd8j3sctI9A71t3+hynDNBoFTwJySm/vEBbL4IwujE585IyvsUaWmbwlwBQOb/EvTQEmKUBC+SWkfJj9/MvJlMPHfP6LKb+GkY1vhwV0QEBtbHzb2NokkjoKUfEIVFJZRVZRSUZ5ZS6gSUlZVml5ZnFpOqo4CVWcgCqOgyLCsws8csHW8Rm6fmHqDp5KBlYXHutLq+mIqz+XuvdU4on+OWNrJUdPda8gLf8wbf9gLa9ATRfPRwGh+nGpVsnZtgkZb6KTjSKTDaNTjR087+qZy997LKZ4X1jxnqjiPXHFu1I374s9fiFhZH3Ozf92SJxWTJpufOar6NTnIXFaPmHqfuFPgqJeRCQYx6fZJWe6pWR6pmR6ZoP8M/O9M/J8MvO9gfcQAhvl9ByfHFAwGB5biEpFl2SXlBdUvCt8V4uqb3pX2/zu0BQ8ichgskdHxxfm5j8uLR2a8ukDe5zY01mZH+Ohb/zglP5tCaN7kka3xW01z9g/OuPwSNbh4SlHdSmne+LO9yXc1KS8NGQDnpwJ1pYL1j4bZ6TYkGA/3QFfIdQtDbUAe5/PPPIqA7NI7gRySmGQOSrYpDXDrT3Nsz7ZtSLeKcfXwNNQ2fLxeZsn8laa8jaPrzk+u+muq5bsadtXjV4ZZ+xuzO/tffyy+3lzd2Nzd2tnb3t/f//73v637e1vG5/3l5f3F2aWaERyXTmmqIBRUzj9vnyhq4xdlDxWnIJP9W3wtegKdSCl+PVGu9d4maOcXudYPk02epj0+mGs9t0A1cvu8rL2F854PFQH+QU15kMIDW3DGDIdQ6VTeGQyj8KYoLKnGdxZ1sg8hzfHHZ0dG5ufmJgfHf03VjicaYCVP5tCp4/S6aNkEotCZlMpw0AdskIiMocIdIAVLIY8OEDs7yP09OBaWrqbWrubm3samjubmrqB340tXe3tA81tPU1N3XWNHQ0NnfVN71taeltb+1oaepsbu5tae2ub2iprGxrqGuvRJciYxJjX5qH3n/pdvuV/UTH4inKAgrLX1etvr171uCofdE857cXT5OdaIWq3A+6p+j+47XZL0UTutMXlC9bXr9oo3zC/dkVP7swjCTEVESHpv/2P5D9/PyPAd0nypNK5UzfPn7p6WvyipNBFGaFn6soutvrWptomr9Vfv7x7X1VOTfXiPcXzD5QvKV+SlT8rKn9W9PIFyXt3FAyNntpY6bs4mDpbG4a+dUgK9Ezy88gM8I5zc8wI8f5thM5gU6lEDAEzgMdjSP39JDyexR1bHJv8dGjKMG/5L035JaH8PJ39A5RfR7MAKP/FlH958YcgQHLZ3Pz+803gevPLFg7fAoFHwhCxJWUZ6OLU8sofmpSWZ5ZWpBeVJqGK41AlscjiKBAsID3XKTHTKDTusYf/HSvnG3rmFx7pnr6nJX1X65SSmvidJ7LaBlcs7O+6eGl6Bz8LCH8WFPHSJ+h5cJRRbIplcpZ9crZtXJp5RIJhaKy+k6e6npnCHQ3xayoCV28KX1c5qXxXSlVdUvO5uIHFaSevG37h98LiNSKSHgXH3vMOveXoecXVV9kn+FFYjH5Cqm1qpntapk9qhndqtmdypktShmtKlmt6rmdmvndGnldajldmnl8OKLgAGg0pTIAj01DFOaXl0IpqRG1DRU1TZVN7Y1d/5yAed2jK/OzcX5oS66Zncv+UwR1xk7uSRrfFHbTknLXOu2idc9SQdXoo7fJA0uWBpMdDKe/HsoHaciHPL4a/uJBkdqs11WW2C7lOalwhtW1xSQezvM1R6joLd9j7IIItUMEmbZnubRleDSlulQnO2X4Gbw1vvXly3vrJZavHV2yf3HDUVvF4pZHu4zRYV7I2ydr7PP99b31/f2Nvd/Prztb33S8Hu9sHX7YOPn06WF092Nw8WJj9SCGMNFfz6summ8tHquAkcGKRk2HdW7Niq+e5z+8UGjx6Z/kS/loj7ZFiwUs1kL5Gjq5arJpigMI5v0uno5WvJj5SD9bVq8nKx1Y3MnuxbDydiqdx2VMkygiVOUkb/sDgzv7/pL31U9v7Hu67/oBz59655+y91l5dUlkVKmhxd3enuDvBE+KeQCAkAQIECO5S3DVBgyaEEBJcWkqLQ73cH75rs9ndcubMnXmmE779/TXv53nLZ3FlTyTeFa1sSyS7q6uvVldfSdZeSdZerazuiaW7y5KdZcmOaGV7UbQBnGpfFG0Iltb5wrWFxdV5gXR+fnlhQQxkKwsL4rk50fT0Io8nmJriT0zMc7nTHA5veHhycHC8r4/b0zPS3jXc3j3S1TPW1Tfa0zfR3T/W0zfR1Tfa3Tve0cNp7+S0dAy2tg+3dQ13do929Yx1dnK6uka6erkt7T2NDS2ttQ012UwGKIng6IHUNgU/VYPIPEfIqiIU1CGKamAFZYicfKKMDFJeKU1Xn25ixrSyo5lbIdW0Yh/Lxj1TjJN/Hq+gHKegCpJTjn6mFCz3XPN//UXpx78q/vUvCj/9L5Vf/6Zx9zeN+7fV7v/28K//w1j1aZC7pY+LqaezsbuDgZ7mI121RwBTVJ/de/zHTzL3fnz66Bc9HQVvT9sAH8eIIPdwXxd4THAaODY1KYaRkkiKCWcgwT9IBYvCubkp7sQoZ2JqfHZ0dG5qamll7c13TFmWvP0vTPmuSLnJlL9fmf0npuzsnf4XpgChLACR09Mvx8efDg8//CemjHCac/JguSxESTm5uIxUWZNRVpFeXkWprMmorKGUV5FKKjAlFajiCjizIJ5CD4TjrWIh2oFRz938n1m6PtS1uK1m9Jua4Z3nur9qGN8ztZd1C9AMiTGJg1inoOyQeGc0yROb6kuiBlBzwhmsyIycEGyaZwrGMTTG0MFdTtPgb7Iq/7fs8/9XUf0nDd07eiZ3zWx/cfG+FwJSiIOqgTGaYIx6HFwhPFHGN/xeUPQzEFgbhrUjpQdm0GOp9OQMWhKZGkHMCCJQgknU4HRGFDU7JiMrmkKPZuQlAyvOTBYur4DMLqVVVufXNha/bK3+T0w52t//jimDtUx8hJ2X3l13rV88tH911/xbuPmjKMtH0RaPwo1uhxv8FqH3a6TBL7HGtxPN/4BayyDtn6Htn6T7aPZmRr8eLj+Z6zic630vmbt6vXqxunC8NHkwP7gxXD9UhC+GepfBXnTTontosa2UqFryNVNk/Mzl/Ezlg8xUwqy0QA6m9KSIydbq042lr8evrj4cXX06v/p4dvX+/Or9+dXF2dXJ8dWbg6vd3Y+ipddDQ1NFrC4Srj8Nx8kgNEFiGK5W5b7OxS6WeVYGbHvjMkczut5zrMJ9suqTVLVnFHUFirpCurYK28aixc+70cONZm2T5h/KrWte5kxJeYLl6SX+9NKqZG9uYZW/tMVf3hGIdwXi3cXlbaFoWyzeFUt3Vzf2gQV66frra7KIpbvXDz98h5XFxbXFRel1bwhgytQUn8udHhmZGhqaGBwcHxgY6+8f7e3ldPZw+gd5AyMzQ9y54dH5Qc5s3xCvq2+8vZvb0jHc3s3t6hvvHZzqG+L1DEx29o61d3PbOzldXdyeHm5rS1djVWNzaVU5kUL0DkSYWkNUdJNklGCPVbCKmlglLbiiOlReFSmrDHssT1LRyjGyyDawYBiYZ+qaEVR00QpaRFWDdD0LurEt3cQhXd+aoGECVdOHmFhGGBq9eK5sce8P7b/9TeOnv2rc+knjt5+f/s//YazwyN/OyNtG38/RxNfJxETjsd7zB7pKDw1VnqnJ/vHk3k+P7v71ycNbBjqK/r6Ovp52YQGuod5OsOig1GRQehIoC5pEjovMQqf86X2mx6b6egZ7OgdGR+f4/DWheFe6fixePxKtvluSvgWYAkziXzd6vktSrnWTLxtb/+beEqDvBvOBHcLD4y/f9XeuEXPT+ABAOTn5fHRy3D9YS89OAg6p0bKSc1kIVhG2pJxYVkksryaWVmJLKlAllQh2BQR4mz0RbhQKUn4R+MzJ+6mlyxMD6/taZn9omz1SNbirZnjPyOapi69mYKRxZLw5AudCY4aRMwOxqb54im8mMyKnMJaaE46n+KKIL6ISzFy9nxuY31bX/Zuy+l8VVP+irX/byu6Jvdt9vzB5EFgrEaGdgFCNhSpGQ56FJ8qExj0BQVQgaBMU0YmcEUzLTshkgNMy4onpYbg0PwzZF5vqS8wISqOHpWdFZGRF05iJtJwkBhPGZOEK2Kkl5Yzyytzy6vzG5sqWrsa+4V7uJGdsanJyZpovEK6sSHe2to/294G+z+X+xsn20ipvcKAmBxdmE2j8wEfvjrfu7QCDO9HWT8PN7keZPww3uh2m/2uk/m8xxr/HGP4WY/hLkvldpMMTtP0TZpgxNy95d6DkzUTT4VzvB+n8l82l9+uCd4Kxg/nB9aG6biaiCOJZifTupEZ2Z4IaiaGV+OCsZPcYN3V3o4dexs/8TRV9DZUiLHUSnS2IYT4r/e2Horkv+1tXn06v3uxdHb+9ury4Oju72t45np5d7+wS1Tb0pqaPZGSulJbtNzRIilhzmWkzGcS5VHxrkB/TxLDRwy3HUBcv/4xlqEtXV87X1So3Nys1NSkzNat3cOrxCxoKi+kOjCjxDmJEJ70SSDfnl5cm+RtL6/y5ZYlkd0GwvrSyx1/eWRBtL4i2F5d3BKKtBcH63MLq4tIWf2mTv7QpEG0JxTsiyd7K2r5k/c2y9JVIsieS7C2t7ArFO0LxzuLytnB5UyBYBdzQ/PzK+PjC8DBveJjH4cxwubNc7iyHMwNoZGR6ZGR6iDPNGV0YGeMPjy4Mcef7h2d6BqY6e8fbu0c7esY6e8e7+yf7hqYHOXMDI7O9g7zO3vHm9uGOLm5PF6eloa2ptKarrLoxjUb1DYbqGKcoacKeqmLk1AlK2jglLbSCBlJRg6Ciz7Z2h8ooE57rEZUN4c80QLefIWQ1yeomSY+U8arGOWYu6brWadqWmQZ2aHVjuJ4ZwcElzd0TaW0Xq2cYpK7m/PSx4a8/69z6UePWX0MtDUFuNn6Wej6WetbqsibPHxkpyRg8f6L04FfFR789ffDz4wc/W5hoeLpZhfg5B3k5JEX6w2OCU5NBuWgoJT46NT4qn4z5YX1JtMznT49N9XYP9HQOcLmzfP4akNH+b5lyPZPyryi5UbD8yZTrTR+gWvnXZR+AKf8pT7luJwOp7TVTunoq0jJiUtOjqfT4tIwYRk4yMx9eWIwuqyJU1BAqanDlNaiyGji7IjkrP5yY4ZEAMwyMVnT2fWTj9oeJwx/aFr+rGf2mZnRb1eC2muEdI5snrn5agZGGkYlmcLwLlRmanhVKogaRMwPpeVHMojh6XhQ5MxCX5hOfYucZoG5qdU/H8JaGzt+09G6ZWcm4ej73DVaJStCBoE1SsEZJKM14uAooRSEy6VkCQh2KM8SmOZCpPpnZUdm5EEYOND0znpgegiF7wXEeUIwLkuCJp/in0UMzsiNpzPibTCmtoFdU5VXWFjS1VHX0tQyPDU3OTvDmZmcW5gWLSysr0r2d3eM3b75enF6dH3442DrbXV6fGR6qy8WH2waZPPTVv+ur+1ug4V2QzZMo84exlg8jDH8P1fslXO/nSINfovR/jja4lWR+F2H/GOv4LDfcZDQf/Gqo7GDy5dF838fVha9bomumrA3WduXAiyCeVSifTmpkW1pEIzG4Gh9CT3SNdlZ9YSjjYyLvb/rcV08p1tYY6eFAjwrZHOj5uia+erN39fb11cnR1e7uyfjEbGlZP4XKoWXxWcWS4vJVdrkkr3AlO1eQTp0lEMU0+qvCgl0mczIB0uTiORgc2ent3+3rPxENanFy7nBxe2nt0OvqM+IdOuIfxQ2NH45IavQMpVi70WNhO4tru8tbUr5kY2VnYW5FLN5dEG4sruwJxLv85R3+8o5QvCsU7wqEWwuCdeC22yx/dWZBOrMgneWvzgnW5hf//H79X9PzEt7cytSseIK3CMzp83jC0dG5kZFpDmdmbGwe0OjoHCAAMSOjs0PcuSHuPKCBkdm+oemeganu/smeganeQV7vIK9/eAb43tU30d49+rJtqPFl38uGrpeVTa3s6s58djUcR3J0xxpYoNV00QoaeEUt4nMdsopemoYhRdc8zcDa+f/6CfRACaqkG/dIOUlWI/IPee+/3vX58V7Kc12kqnH8Uw2wvE6Kkn7iM80EWXWwqi5IURWkpJGgrh2toh6mqByvq493dg5UU32hpBBrZRJpbhhgoOlnqGmn+NhaUcZIXsZAQUbxj1tKD36VfXBLTuZXGzMtYCwl2NsxMcIPHhNMgcTl4uDpSSByYnRBOuGH7RWJRCgEmNLd0c/hzPD5a0BG+5+Yct0/vlmk3OTIdUa7tfPnAuG197nWf2EKMNV2Pdv2Xaly7YwAprS2s7HEYATGD0MIQuMDKZkx9OykvEJYaSW2shZf3YCrbsRU1iOKqxIY+cGEdFdQio5/pJyD1x1rt9vmLneMHO7oWf+uafmbhvlvWpa3zV2evAjWDIszjk2xRJFcqcxgel4UJTucwgij58XkFMYy8qPTGSFkagAC5xYcqWfn+MjY9Hdj09+tbB54eqtExhiBoVZovAMp3RVHtoVjjVPQOskIzUSYOhJvTKDYpdO8GTlheaykwiJkfj6KlpVMzAhCkdzBSMd4qFUS3B6BdydmBFIY4UBkm5UHZbIwBezUknJaZXV+dX1Rc1tN73Dn5OzEwtK8QLQkEC0ticRiseT13quTg4Nvl2dXF0ef3u1cvFrZnOMM1+eRI+zDzGQCDO746/4ebHgvzu5ZjKVMgs3jSKPbIbq3QrR/DNX5KVznxyj9nxMtbiMdZAgu8qwo8/GClP2Rine8luOF/k9r/G/by+/XBYeL4wfzg6sDNZ3ZMHaKVzXat5Ma2ZUe1ZwaVoULTou2C7KUd9N74GMk52+oEGutH2uun2xlkhMWvNfTfSURX+1uXu3tXPH5e00tXAq1B4kdJ2eIcwt22OW7hSUiCm0Bl8qDoccSobMI9BY9ey2Dyo1J2CLQZmNhQgiOF5vCiwOPhESWG1u227tzvELnghP4UdDZKMR4DLIrBMww9wh8opULS90Uru+vv9mU7G6u7fP50qXlHYFoC2DKn3nKyr5oZV+4/Eog2l4Qbs4J1mcWVnlzkskZ8cT08jhPNM4TjU4KuROLnHHByBh/iDsfVcUzAAAgAElEQVQPlBIDIzNDnGnO2NzoxMLoxMLI6OzI6OzoxMIEb3Fskj82yQe+j04scMfnAQ1yZgc5AFnmhrhzwJ8DIzMDIzP9w9PX6hmYBAxRU+tgTU17U017b11Hf1l9Jz2fHZWEMDSHqegglDQwChoEJU3icx2CkjZZ1ZCiZxEjr27+//zod18uSduE+SIIY+6As3RCGNugzezd7zz2+uNZ5HNtjzuP3W7LxGsYIgwswh48i5dVSpBViXmmkPhcDW1ogjExS9LRJTs6IqwsIeamYdoaobqaIXqazrIyLkrPjJ8+NJB9qHD7J4V7P8vdv6X05LadhY63m1V0qGeIj1NCuC8cFJIBT8wjICng2NRkEJue+sOrtXXp0tLMOK+/d6inc2BkZJrPX1tZe/OfmHINlO/ClBsQAaLZU+D9wO8y2u+YcvPQweHxl6OTrzeB8t+Zcnr65fj0qLmVBUN5xSU5J4Bd45NdsMTgdBqIyQKXVKAq67B1zfi6Zmx1E6ykOoGRH0jIcASlaAaBZD2C/3AJ+sMtVMYt9LFD4CNrn/umbnfMPe45Bz4LiNOMgZlAsDYEqgctL5hREEPNjcrIjqDlRmexYhn50dTsMAo9mEDxBSVZuHvKWdnetbH/w91TLgpkCEc5kiletKwgBjMone6JT3XAEK3RREsU3hJLskulutOzg3Pz44rY8NIyHJuNZ+ZDyRlBaLJbMtIuLsUyAWYNxTphU73JmcE0Zuw1U/ILSexSanllblVdYXtXw8jEAF+0sLIuXllbFa9KxSvS5eWV/VevT9++BZjy+XD38rVkc44zWMtMjXSIsHgSbHgvyOBumOkfifZyCTaPk+yexpjeCzO4Faz11xDtv4Tr/BhtcCvZ6i7K+QnJTbEIZDXFhh9wqw6nW0/4A5/XBVc74ss1/pFw4mB+UNpf3ZEFLYZ612D8OqmRfbTY1tTwMpQvPtg80FzW2+hZsLlqsLFKjKlupK4GwsqyHYN+zxm94gu+zc9fiZY/9A1sFBUv0XJeFZef1DTs5hYJCZQFFEGAwItxaSvYtLGY5FZP/4GwaCEKu4pL7X4R1vsijBOS0OsX0eLml69vmi6v1uPuPxeWNBuaNBsGnQFhxxNITcEpBGN3z2e6NVll66KdV5vvNtf2NzcPhMubSyu7fPG2UPJqcWVvcWVPKHkllh6srL5dlrxZEr8WincXl3f4S1vzixsAWaZmVyZnxGNTS2NTSwBWAOcCYGWEO88dn79JkPEpweS0cHxKMD4lAL7fhMvw6Px3AuAyMDLTN8TrHZzqHZzqGZjs6htv7Rx52Tb4sm2ovr6r9+UAr5MzVtncQsxkeodANQxiH8mBnyhgFNTIKjokZV2cgiZeSRevZRr4SD7J0CxEUa0gLLoLn0r3CRyhZjXAUFALG4S1Pcn1Bc7RFefoWhgJYgaHhyup4fTNYEoaIbcf+N+6kyivTLGwSbeyg2rrZTq7pju7wExMojU1UsxMk02N/RXlvZ4rmsjcN3z6QPG3HxVu/yR/72eVp3edrPR93K1B4d7Bvk7xEb6wuNAMVHIeCZUGjk2FxBVnU394vb4hXVqanZgeGuD09wwDdYpk/eB/y5TvXM81Sq5psrN3tvvq/OaazzVKrudovwtTjk6+3hzAv8mU6xEV4Pc1UxqamMlQl7Aoi5AIs6Awk2SoG54czGDGFZVBK2rRdc3YumZ0dRO0tCY+pygole4CxurEI5UjU+TCU+QiEYpRSKVgqKxPwkPXyDvuUff94p5GwNQSsAaIVCsS3Tkzzz+rMJqeH5uZG5OZF83IB2WxYhl5UZk54RSqPwRmGxCk4uz6yMnlvn+gEjjFjJzmQc8OzSuIZRXFZjFD02k+aVQvSqY3JdM7PdOPkROWmx9XUAQpKcVUVBJLS0n5hQgKPRif7gHDOSYhrJORNjCcM5rkiaf405ix9NyErDxoTj46l0UoYFPKKphVdYV9g228hXHppmTr1ebm7s7Gzvb6xpZEsnqw/+b07VvA+wB1yvrMcF9VVlqUfZTF43CTB2HG96PMH0KclZLsnoIdZOMsHkQY/Rqi/WOozl+j9H+OM/0VavcA6yab9kK5OM5mugT5drT6aKbtVDAIMOVidQGYo13prWxnpJTAfOpwAZ3UyO6MyCZCcCnCOzXUKtLmub+JfKipSrCecoiGcsYLj3484W1T29eh0fPufml51UpR8Qar6Ki8+mN9y3lFrTSNNhGfMg4C8yHI90Xl84mwTu/A4dBoEQK3mZrJh6I7PIPanHz7vSLGI8AT0eC+oKhic9tCA9PpqMS5iGRecMJ0BGwmgdQXSyj2S0r3iML5xw82D62KX22uv11d3d/aOpSs7i9LXy1KdkWr+8LV10LJK9Hq/vLaW/H6O7H0nWhlX7S6vyR9DRCHv7wzv7Q1J9ycXdy4/jEjWJ/mr03NSyfnJLw5CW9GPD27Mj27wpsRT/JEE1NLE1NLkzzR+KQQ0NjEIqDRccHouADgC3d8njM2NzI6O8ydGeJMD3Gm+wYnevrHuvtGAXX1ctu7hlvahto7ua3Ng8PtnMnmwS46uzgaQrVzR6nrg58pIuSeE5Q10zT0Sap6BGWdVDUjqqE11sQab++MMLXqJablBYUxA0IWi8vzQsJRNradeEJhRGSmtw+PxRqkUsnu7qzAkH4YKs/BhWpmVR8U1hIFots5oPWMUq1sscZmabb2MH1DiL4B2dERa20drarhLS9vKfPQQvax2u8/K/72o+Kdv6k/vedqaxTgZR8T5hXo7RAX6YtIishAg3NISFJyDAkSV5KT+cPe6trK4uLc5MwoZ4IzNA5ktP+FKUCF8l2RsrF19K9MAV7/+u6E9U3L8x1Tjk6+Hp/+0wz+dSILjL0BpQrwG0DMydlxTR0jEeIUFmURFGbiE6AXHWeNwHil08MLSsBlNfDqRlRVI7SiPqm0Nja/NISW705kmOOzDFF0HViGGpSqAqOpJFIUovGPw1APwlCPIlFPYjAKSQRNeLoRgWFDyXFnFERlFcQzWHG0PBAjH8QsSmAWxjLyoihUfyTGMTJa+4XXExe3B/5B8jCYSUaGJyMrPL8ggV0CyS9IyMqJzsqJzmbGZDNj8gsSi4qhxSVIdjGqtAxXXk4qKcGzCmCMvIg0hi8m1RWGs4diHRAEZzTZA5vqC0QqAFOY+fjC4vSKqry6ppLxqUHRqmDvYHf/8PXrtwev3x68ev1mc3P76N3hxdHRt8uzq/PDz4e7F69WVnmDPWU0SpR9tOWTKHOZaIvHcTZPYW4qYAdZiKNsgvWDSOPfwnR/jND/G8j4VpLlHYSjDN5DnuKpUhJvO1OKejdWczzbfioYBLzPuXT+eGny7cKQuKeilQYuhfs2EIK6MqN6M6Mb8UGlCO/0CNswSwU39T+8NZ4GaCplBfjw81kfe4cuW3vmKIxxXFp7QkpdcMQsmviuoPS0uFKAxg+Hg3hx4CUoRpCE6PEK6vTw54aB5hNhnHBQywu/Wkf3SivnEf/oEd+oicjkJSRxCU0YDI/q9g3kgRLnY8CLCahlaDoPnFoXDKG/AOXHYhsZ5YuTYqlkf231YEW6v755uLr5VrT2emn1lWj9zdLa/pL0tWh1X7z+7popS9I3S9LXgACyALHLdfiyINqeX9oCEDMn3BSItgTCTf7ixjx/bWZOwpsRT00vX8NlYmrpO7hM8BbHpwSjEwucsTkAKIMjvMERXu/AOICSrl4u8KOje6S1fbirZ7yrjTP8cqi7sK4gDkGye4HVM0cpa2FVtLDP1fHPNfDPNbCK6jglrXRN0xxzxywHF7KlTaqVbYG3H97csjgwOMfDE21ixvTyLAzwx5qbMV54dCIReFtrkJrqIB5XFRJa6RfYkwgW0bOnSKks9xcwTV2Yjn6Cijra2BSirYswNCbb2GEtrWD6xv7yCs5ysk6qSgYP7qrduaV0+29asve9nSwiAtzCAlx9XtjGR/mhwFEUDDgTm4JJiCBAYouZmT9siVeW+fz5qdmpiZmJ0emJCf5/9z7XQPluY/DfGp+dvbObxucmU24+2QOEKQBTvmsYXxPkvzAlBeEen+wQE28TFGYUE28DQ71IywzNZycVV4LLa1PKapNKa2NLa2OKKsPzSn1yyhxzKq1p5WbkQi08S5VYpIIvUkEXKKRkPwXTniRTniWmykHSlJE0XUKWKSnLgZITmJkbk5kbk54dmcmMyi6Iy2bF0JgRpDRvNM45LsHAx/+Zq+sdP38ZMEQ3Lc2VRg9lsZJLSuBsNjQ/Pyk/H5yfD87PSylmo0pLsCXFmKJCZDEbW1qCLynGsQpSWCXxdFYwkeqJJDrB8f9gSho9jJodm5UHYbJQ+YWkknJafWNxW1ctXzi19Xrt+OLo6Pzw8PTk+Pzs6Pj0zZu3ZyenH05Prz5cXF0efznau3wtWeUNdpdmpkXagayexljKxNk8BdvLoz3UUxzkUhz+wZRIg5/jzX4DW98DmJLupVqaYAcw5Wim7YQ/8GmN/3VLdM0UUVdZS2ZyKdy3kRjclRk1wIh9+XemhJopeGo+gjqbFcSGi8pL3jW37lc2SLPYbREJffGw7riUblDyblb+LoO5jCVxo2NHQiJ5MQnjEaA+r4Ahv5A2N68mJ/c6O+dyS/sqO5c6F69KW9cKY7sCTaMyM9uh8KgpCHg8KXE6KXkqNl6YhFhFpYrR1OF4bE04tCaF0ptfN9ExJhXurkgPNrZO1jbera6/lW68FUpeidcPljcOAKyI1t8sr71dXnu7JH27uPJaKPkTNNcFC0AToEME0OSmBKIt/tLmgnDjZnw7NSuenFkGNDEtAjTOW5qYWprgLU5MzI+NzQLN5uHhSUBAy7mvj9vbywH+7e4e7uwc7uzg9neMcVtGWrPKaAEghIENREk7/oEs9rkGVlENo6SGU9bAPtfAKGqSVQ1peuZZxpb5lnbZ5tZ4de1sc+scC5uY+w9IOrowRSWCjm62jVW6qTFM5TlCQ5VkoIfR0QarqBJMTNKtbUhm5nhjE7K5Bc7EFKajGy2vlKShFaOknKypDdbSgeoZpNk4grR0fFRVA/R1bRSe6T64o3znZz25h8HudgmRfgFe9p5uVgnR/hgYKBWTnIpKgoNCsBAQOzfzhw3RytI8f543N8Ob503xJycFcwur4tV96frhPzPlzXdMuTmMf82Ua6z8J6Zcn4y8Bsr1cArAlOvJlOvc5OLi6vISYMoXQBcXXy8uvp6dfT45O65tZKIIgQicPxTtE53gEA9xhmN90uhhuezEwoqk4upEdnUsuyaquDaiuC6ssMavoM6tqNk5r9GWWqGfVqqRUa1Jb9RlNOkQyxSxbHlE7rOUzCfQTAVUtgYhT4/ItMJnuqUygtOywkiZIWm0CFo2iJYNysgMw5O8MHiXJLCJX6Cck+tvL3z+iEvSJJAdMmjBeayk0lJUSQmysABewIIVsOD5edACFrywAFHAguflphSw4MVsNLsYxSpMYlclZBcHk+kvEGR7GN4GTnTApLpjKV4kahAlK4qRC2YWoguL0ypqclvbq3oHWpfXFt8cvb78fHH24fzk4vzi44eLyw/Hx6fvLy4/X55dfXp/9fH468nu+33p6nRfV1kGOdImxvpxrPWTBLunMCcFnKc63EEOav8k3up+pPEvYbo/Rhr8FG/2G8TqLtrhEdFNNt1LuTTR5s86ZbrjhD/0SbrwdXvpQjJ7Ipp4u9An6i5pyUwsRfo0EoO7qDEDtLgGVEAJxIca4Rhnq5nkbNRJw13yuKeDfTP0rJaYpHli5hyGsknL36KzToqq9+msuUTEQGDUSGjsQGDUSxefthd+3Kj4kagEbhx4PBHaHxnXGRo9nJAynABr9g1pd/OvNrevtXUZCo8aiYwZjYlbhMJ5oERBEkKCIk9DsK1R4E40VdQ6/Hphc0O4LRG/Ekve7L663No5k6wfiFf3BeJdyea7lY23yxsHotX95bU3y2tvRasHQsk+f3lvSfpatPZatLq/vL4vWt0XSvcE4l2+eFsg3hWs7Cyu7C1KdhdX9oTSPaHklVC6d90nAjpEwG+gKwRoalYMaHJmeWpmaWxyfnRiZnR0Zpg7OcSZGuJMDHGmhrm8YS5vcGSyb3Csv3+0v3+0r2+su5vT1THc8bKP086d7eAO5FfnhcSjDW0SnqoG/XQbKauMllchqmln6Bqn6Rjh1fQwyrp4ZZ08E5tcQ4tiGwe2tT3dwDjyl19xKiooRXmasXGutUWannbSk0eJMjJoZeU0Xd10Y5MsBye8qVmKlm6ypjZEWzdeVT3kqazX3T9C5ZUin6sGPJENU3ge+FQuQV0754UPytwmUlMHZGLqqaJs/vC+1u1fjORlojydoLEhvm7Wni4WiTEBWHgsGZ1EgMWlRAViwDHFebQfJELxPG9ukjsxMcab5gnm5sSLS1vi1X3J2jsgxxL9fdRNsvJaKtm/OZX/b5kC6OZe8vUi8s3c5M8r+UefD4+/HJ9+Ozm7Oj2/Oj2/Oru8Oru8On8P6Bvwqu7Fh6vTiy9nl59PLz6dnH88f//l/aers8vPb0/eNTQXk6mJBEocPi0WQ4rEpUZjyKGUrJi8EnAOG8QoDKMXBmQV++ZV+rHrA0taAkva/IvavfKbXXJf2uW3Whd2Wee1m9AbtbOatTMb1AmlCrAcGTD9ITRLFp6jgGRoITOscRkeJFoghR5JpcfTspJzclLyclMYjBgC0SsZYhYaoeLmdc/R/Vff0KeJMBMsyYeWHccuRpSUothFyKJCBLsAXsSCFbFghfnQvFwIk5mYw0zMzU/MLUjOK06gFwakF7xIzXHB0u1RFBso2RJGtE4h2qPIHpj0gDQ6KIOZkltILq9jdfW+5E4NSTdXTt+ffPz24fzjxfvPnz5+/XZx+eHi4uLi/PTL+7Orbx+uPh59fLd+siNYmWzvrqAQYywTXORBNjIwFwWsmzLBQ5ngoYx0fJpsfT/K5FaI3l/C9f8SZ3wLavE70eFR5gsFirtsMchsmo04Gq0/m+k5XRj5LJn/trV4Jp44WR45XOxe7i1sYSRUYH2b0sJ6aPGdRFATLKwKHJzub0/0d5isYL6b7B8pYIzmMmbymavs0tO6pqvuoauu4S/Fdbt4Wrud/4B7RLOdX5tbCC8ePQKCdUYkT+Oo2+za8/aBeVr+IpPNS89dK67bKG2YJdA4kQl9PiFjYfFjYfHj4Ym8iOSxIBA/FiZMQvDB6IFYSFsygldauz29tCPd39h4u7bxbnXznXTjrWT9YGXtjXh1X7y6vyx9LVk/EK8frKy9uSnx6r5k/c3K2quVtX3x6t6y9JVIsrO0sru0sr24vC0UbwG/heKdxeVN/tLm/OK6ULQtEG7O89fmFlbnFlZn56XTsyuTPNHouGBsYnF8UjjJEwFWaHxSODbJH52Y4U5Oc8enR8anhkYnB7njA5zxAc74IHeiZ5AzyJ0a5vK6+0Z7+iYGBqZ624cn2gbnmnvHS+rr4MQ0R+9kNf0kWXWYnCpRRZukqoNWVEt5pozX0GfauDLt3CiGVjR9C7aNc665DVxBKfbhI4SqMsXUIN1Mn2plEicnk6z4DKulAVdWyTA0Zdk64rX1sXqmIY/ko+VUk7UMQmSfB8kqRapp+csr+copej6R9ZVVCH6uGqaqEautn6RrFKeuG6mgijazidc3ClBVc1dSdNVQiXvhjIoJsTJQC/d3BYOC4InhFAyYCI9HxYcTYPHlhcwfJEsrC9PzY9zJUe7U5MT89NyyQLi1svZGun4oWXsnlh4sS94Ag7NSyf6q9J8C2vXNw39e7fm3Me3ZzTtMQFXy9vDTzfFZACsAWU7Ov56cfz29+HZ68e3s8uu1Ti8+nV1+Pr38eHLx4fzD5/efv529//T25F1zVzWViUrPRqVnI1Lp0PRsOJmeSGNBGEVJmQXRlLzA1FwvCsuDVvyCWeWdX+9b1BrI7ggs6vDNb3XNa3Uo6LQr6LTKazfJbTMEqpWUnIeJtHtgxiNozjMoXRVFs8DR3Mn0gIzsSDozmZmPLCzEF7OxBQUpmbQQDM4xLlnXK0jGzuOWi++94BgVCMqFlBHOZIGL2PCiQkRRIaK4EMEugLML4EWsFBYLkpeXyMyLzc6PzWLFZBWFZxZ4puY54bNskRnm0FTTFLJZCskihWSNTHPHZgQQMiPSspIZLEJ5bUH3YPvk7PjKuvj44ujy8/uTy9Oz9x/OP3w8Pjk7OTm5vDj7+uH86tvl1afjz0frZ3sC6XR7VxWZBLKKd5UD2TyCuShgXRXxrkp4NwW4/WOI7f0Y81/CjX6MNv4x0fwXlPVdiuMjhocc1VOuNN58rgR1OtZwPtN3scD5usq/2haerYwdLvW9mWsRdOQ0ZkaXob0bU0O7qPEdWBCXiq6IDcwKdJti0U5G+9aa67hM+nZL46umxoO6+qOquveVDZcFFauoVI5fdKOpR49jaKtdYLdntASXtZdbIUhjctBpezXNW5Uv55nFew0dS/nlUxTmMDZzlkTnw3GCJIQYRpiOBHN846aCEmeCk9dSCIvxiIUUzEgyrA9LXmzufCPe3Ns5km4drm0drm7+E1auyQLABZBI8kokeSWS7IlXXy9Ld5eluyLJztLKtlC8JRRvLS5v3pRAtMFfWl8Qrs0vrgqEmwuC9dl56cycZGZOMj27MjW9PDG1BABlfFL4T8HKlIA7OcOdnOZM8EbGpwbHJ/tHx/u4Y33csYGxyc7Bkb7h8YERXkf3SFvHSHfXWF9L/2L3SH92YXZoDNjYKl5VF6phQNA2SdU2JqvpkpS1U9UN6AaWdBM7iqEVVtsYrWGQpmuOVNRIkpFLfiqfrKAQL/c0RvZRrPxjv7u3wh7f8/rlJ//ffkVoaCLVtOIfK0Cfa3n9eCdJUTvDyiXL1SfDwQNuYpVsYIa0cQhQVkM7uiDtnaJ0DcI0dbzkFJ3uPfR9ogDVMSaY2kINzMCmFiAT0zAL0yQvt2gvZztDjehAj5S4EERSRCoqiQSNwyREpKKSa8qLflhdlvJnFsa4k5yRibHRmclpoUC4JVk/WN04kq4frqy+FUsPgNpkVfpmbfXgZiP5u1Mp/+p9dl+dX28kf3fe7V+ND+B9js++ADo5/3py/vnk/PPpxRegSDl//+Xs/afvmNLV15hXlJpflM4qpuQWklnFqdksNKsUm8WC0PJAlOxgMsMnNfsFleWVXeLDrPItagkv6Yws7Q4r6vAvaPdgd7uV9buVDTize2yZLaakMjVIlkwC9QGY8RSaLQ+lq6Lplji6K5HhR82NyilIKSzGlpenVlWT2SWwnLzINKonDGceHCPv4HXLzuOWW8BDULIliuBLy45jFaQUFSKK2egyNqakEFVciGAXQAsKwPms+Jy8SHpuKJUZSGF6pTGd8dk2SKoZhGyQTNBPJhhCiOZQsg2K4oFJ98dlhBGocVQmqqQ6t3uwdWpuQry2/Pbk4OTy9N3p4dHZ+buT0/03bw8ODi4vzr68P7v6dnn1+eTryebFa+HabGdXFZkca53orhBrKwNzUUA7y2Oc5DHOsik2D2EOj+Ktb0eb3Yq3+AVmfQdrdy/D+XHWC3mat1Jlkg2/HHs23ng+03exOPp1fRFgyjth76vppvlWRmN6ZCnSp4kU1kWJ7cAndOGS+QWZxz0v9+qrx9NSF3OYVwMj501t7xvbz6ua3haW7ecUbVGyx+MgDY6e7U4+vS6BI/7RC8no13TWUXHlehZrCkveKixdzi5YyMieT6VPoMlL6TmzmAwxiSbBkJYgaH4iss8ztNsldDYMIoxGbsBIO9iMNSKVh8KPkKnijr63ku297UPJ+sHa1uHa38kCYAXQd1i5ZopIsvcdTQSiDYFo4zuUXAuYvgVoct39uUbJdUD75xfeIuB9OBPTI+O8wfGpgbHJ/tGJPu74wCivvW+kZ2B8kDPd2cNpbx/s6Rodbh8eKqlpIWbkhYDw1i5wHROYig5cUR0pr0LVMiKpaFG1jAosHWhGVolPlaIeyIIV1OHPdVMUtGBKWhhNfZS6drLS88TnilANNaimerySAlxbG29sgtDWx+ibEoytU1T18NpmGSb2UGVdiIpujrMX1cEdrG0IMTClvvDh5Rf2kClIRye0swvKxdVPVc3x/sMXdx8FP1GI09RDOzqD7ezinO3hwb5BrjZ2JlqgUC94YjgyOZKMTCRAQNjESCoe1tpY+8P6ytrinGCMOzk8NMYZmRqb5PMXN1c33wF1CmB/gGspQJ1yfYrp33aUby4QAli5OT57s+Pz3RnaP4HyL0wBgHJ68eX8/ZeLD1/P3n86vfz4D6YcH/X0txSV0kormWVVOSUVWeU12QUlqeyKtFw2IrsQnJkbQ8kOTmcG0AoCc0qCcitD2S2g4nZQcUc0uyO0tCe4ZiSkfjSkbtS/cuhFQaddaoUOJOtZQoYMhCEPZz5HZGuisi2wDCdilnd6XhiTDS6uxFXWkqvryezS5OyCsPRsT3SaVRRYxS3otqPvLY/gRzEQUyTBKzMHlF8ELS7BlJcRy8uIpSX4kkJUURGsqAicXwjKLgij5vqkZrkR6A5YhhWSagQh6yXgtOPQWglYPTDBLIVoi0xzR1P8sOmhBGpcejaisDyrpat+eLx/UczffbPz5ujg1dvX++8O994cbG3v7u3tnZ+dfL48vfp6cfXp+OvJ5uX+0upMR3clCWBKnN1jmIscykkO5fgU5fgUYvMH3OlRgs2dWMtfkqx/R9jewTvcB5jC8FWugdgvVuKPxxpOZ3oBpnzbWjyXjB8JBwCmNGXElCP9mwjhHamxvalQUVnuRU/LcXP9eh5rN599WFS1xyh8TS88zC07zi0/yC5+nc3eyy5YJlOnwIjZuOSpiFgpknjMLNyk0CYhsGk4RpxOE1Eyx2GoSRimPzphLB66nZ6zCCcsI4hLUMxERHyvd2iFmWOHY5A4mSBNJIjikc39WcYAACAASURBVK+J9FVCBgcM70TgZuuadxelO5tvpRtvbzIFwMpNfVe5LEtf/93d/FN5IhBtAH/yl9bnF1fnBNI/gSJc+09MAbo/1+0egCmT00KAKdzJuZFx3uDY9MDYZD93qp87NTDK6+gd7hkY54zNDQ5O9vWMDvZPjHVzBC87BzOycgMiYHpm0c+U4p4oYJQ1aXomDB3jDHU9mqZRpq4JVFYl4KffA2/9kSyvFnz7SaKcBlxVH6aig9LUSzU2IxmapKhp+P1+x/F//q/Qx8+iFZ/b/eVvXncfJWgahD5RgirpYFUNkSr6JD1Lpq1HmrEtXMuIbOGwmMcui4xFWtvlRUR1UNIZUZGR5qZQewesrWOilkGkhnaypVWUhVmciwM01M/VXM/eVDs+wheTEoOFgtJRycSUWHxyNJ2E7Glv/mFTurG0IJwY4w0PjQ0PTYxOLPAXN9e2Dv85T9m7zlP+dd8HwMp3G8nXveR/S5N/vDp4Ayh/RioX3/5ufK4A13P+/tv5+28XH75efvx2/uHzTaYcHB32DXaUV+fVNLBrG9nV9YV1TUWlVYzSqszCMnJ+CSanEMpgxTEKYnLYoPxyEKs6rqwFwm6OL3wJKm6LqR1MaJsCt00lNo6G13GCirvcKOUGUIYCOFMWkaOCZWli8nRxeRa4XEdSrkdmYWh+Gbi0BlXZgKtswLIrErOLQig57thMSxBK3Qck4xX9MDBBKRFjjc/wy2LFFZUiyyqJ1dWUqqr0sjJyWSmutAxdUgYtLI/NLQ6iFXik5drhsy1QNENYum4yUSsOox6L1kjA6oEJ5lCSHZzsikn3J9Ii07KSqUxUXnFGVQO7pat+cnZcvLa8tr2+urW2sbO7urklka5tbm6enR5/PD+++nR69eHwy/HGxWuhhNfWXoojxlgmuSsk2MvAXeRQDrIYh6cox6cptvfhTo+SrO+ALG4lWf+OtLuLd7hPdXmS7amQ7a9aD3MRVhOPRuuPed0Xi6Nf1gRfNvin4tF3gr5X000LLdlNFFA5zP8lLqKDGD+RRfw03HPYWC+mZX2pa/lW2bKJpq7DMtYgaeuwjA1k5gqKIsRQlshUSVbuTj5rg0hex2EPaLTDnOwZSHJ7oN9oYsImLVOIw/YEB8+nwCUYwgaOLIiDDL4IEMZCRFDUTBxkNDTupaP3sDdoE5mxDiYLYqCL8YjpRHhHBKg+HjJeWrMzL97derexc/wdU67JcrNsAZgCFCxLK7uAgKWeawFfBKIt4G124JF2/tKfXeTZeem1APsDNJX/jFGumcITjU3yxybnuRMLnInZofG5gVHewOhMP3d6eHS2u39sYHhqdHRuZIg3PDA51DM22Ng1WVxdEweGG5iFPZEHPZFHKKlRNA2y9Uwz1fWZeia5hhZkVe34Px6H/XI37qEsXEUHoqyX9FwnWVmXaGRd7h3aHBGf7+QJVlLz/e1uirp2irZBnKo21Mgcb+eSGxTei0ttCoun6Jrj1AxyLJwYpvbp+pbZVs75Tp4MBzeUoVl+QHALBkMJ8IuxMmOlJC63NBXHxMHNrd0eP3V6+tRVWSnGxR4ZHexkquNoqZcYE4CDxeLhcVQMhAyLJ0JAOWR0f1fbD9trW8sC0dTEDGdkYnhogjs+z1/cXN8+AlwPMGt4zRTJyut/vWwAoORmkgLQZO/1xd7ri5tFyr8/FnkTKP+c0V4HtBcfri4/frv8+O3i45ez958uPn65Zsowt7euqaS5vaqptaKhuaylo6qqLr+iNoddnl5UnsoqxeaXIPNLoQXlUHY1nF0HrWhFFLeAC5viS9oSGkegXTOodh6knhNROxxc1OGWWmoAZSil0BWxLE1SsR6xyIjMtiYVOlAKXtBLgvMrE0pq4cU1MHZNMrs6lsH2I+fYozLN4/GaQSnPQmAKIJwuIt0lNSc4tySpuBJVXkuqrsuoqqVWVKRVVpHKq7Gl1Sns6pj8Cr+sUud0tmVqgQmaoY+g6qakaSYRNBPxOskEQyjZCp7qhEj1INBCqHlJWYWonCJifgm1tCavpqmsf6R3eoHHFwkWxULx6ppIIhUtr2xsbJyfndxkyvmrxeWJ5uYiFD7KNNFNPsFeBuEqj3Z6hnV8hnV5hnSQgTs8TLL+HWRxK9H6F4TtHYLjA5rbs1yf58wAzSaku6g27Wi0/miqC6hTPq8vHAqHDxZ6dqea5hvp9cSoSoh/OxHEyURuVrP3a6rOGpquOvqu6jq3MQxpIukjtUIYhpoLhU+FQIeDE5s8gys8/NpB8YI0ipSAP8hM301LnU1KGI4MG08ACZDwFQKOGx01AYrZIJDEKQhBfDLHO3DcJ3gxJlGcgpKiSbsk+nw8YiYSvgZLW0nEixPRgjg4H4weTIB0InCzNS/3+JLtjYObHPmuSLmuUADjs7SyB2z9fIeS77S4vA1sGAJMWRBuAHkKENACSS2Ale8GVf5hgqb+HHvjjM8Pjc8Njs0OjM71c6dHxuYGR3gjI9Oc4WlO/yS3b7y7qaeGXkDxCiJa2KN0jfF6xqm6RgRVLbScMvapYpqiWrGpdaWtK0PfFKOghlJSJ2oYEHRNsxxf4E1sM6xcmiITuQhSd1xKiZsfw8IRpa6fbmGf4+aV5e5D9/avSoKMMvPFlXWrBaW5tm5QOXWipjFB3TBD37LQziPHwolqZkc2saY6uSEsrJLMzF6SCLN1VWXwlBQrG7yTa4qNbZihgauGSpiDFQIUEuBu+8LRDBIfgoPFYqEgCgZMQSSmwxLy0/GDPR0/7KxvrwjFM7z5Ue4UZ2TqmilAnSKWHohW9oH7BlLJvlSyf82Rm0nKzQWf73R95+1mTHuNlX+M5AMB7dl1x+efmHL58ery47f3n65uMuX08uPB0SF3fOhlS1V7Z31LW1VTc3l7Z01tQ0FlTU55Fb2sKrOsKqOsOrW8hlxRR66sJ1U24ivb0GVt8NK2lIoucOMIvH0K+XIsoao/tLzXL/elA6FIJ4WuCGUoEIq00sr0U0uNyCWWJLZtapFrZrFfTkVkbgUoqyQyszCEUeRPyHaAU42TKboxBJUQlFwkTgWcYYxmuGbkhzLLEosq4WW1pOoGanVdZnlVamklvqQSzq5KYFWFMCs8aGXW6SUG5CJdQp4eNlsfRdOHZ+jBKMZwiiUqwxGd4Y7L9E/PBTFLkIWVaeyqzOKq7Ir6gpqmks6+9tEp7gx/li8SrKytL0tXJdK1vb2995fnny9Prz6fXX08AvKU5YnmpgIEJtwo3uVpgr0M0k0B4yyLd5YjucnjXGURjo+SrH+PNfs50fIW0vYO2flBtodsQYBafrBOC8ZzpSHjeKzxmNd9uTT+dVP4aWPhaGnkLb/31WTTbD2tHhNZCw0ZpaOlpcyzlsat/MLjsppjdrUESz2ilXzKqpkOhC5G4+YiUYJE4gKE2OofwTCzLXJ9MQqFLaGQ+xnpwhRIj68PJyJ8PgUynZQ4ERfb4uk1k5AkhMI7X3h3e/h2uXrzo5O4vqF9vkHj0QlrWMpiMmYBhF4BE4Ug1HICagOZukGgTqMJwwTKfPXLrZmljZW9Fen+dYAiWT/4jinXFcpNpghEW9daXN6+1vVHgCnXK4XfMQWoWWbmJFPTy9f6R99nYnHy7/NvnHH+0PjC4Nj8AHd+YHRukDPL4cyMcmZH+sa4PaO8gYnOqmYmBI2zdcUbmOO0DUnaBkQ1HYy8CklBNUtTlyirWGhkVuPgVmxpl2VoTjexyDazoZrZZFg7EsysaTbOFT4hVd4hudZODBObAlvXLHM7rJZBnuuLQt8gjKUNMyj4JQ7PiohAGZtj9Y3TTCypZjZELUOcqi5N36LAyrnCww+toQdW0YAbGCEsLdK8X1CD/VPsbQluHt3pGb0MBh0UHW5jEepkDYnwD/V1DvZ1giZHoFKiYQlhJERCOjKJhgKXZFGG+7p+2FnfliytzM3wx8emuRze6MSCQLi1vn30nzLamyvIN6uV7y4eAJ5odf3t9evrAFauS5WbGe3NPOU/9ZLff7r6t0wZHfuTKc2tlQ1Npa3tVTX1rPKqrKra7Or67JqGrLqmrLqX9PpmRn0zra6VUtmGrepG1vQia/pg9UPQJi6kbjimvCeI3eGZVW+DZWmCM2VhWYrEYk1KhV5amSGJbYwvNCewbFKLXGklAZnswNRcLxzdGUOzAZMNQHiVaLxSOFYuCP0skvQckmWKzXZNZwVnl8XlV6Swa3CVDWlV9ZTyWlJhCYxVlpBbFsYo9costUsrNiQVqRML1VIL9Un5RnimMTbLBEO3xNDscDR3PM2HnBVGL0gurCSW1TEqGnIqG1i1zSWNbZVd/R2jU9xZwZxwZWlta3tta3tza+fw8PDjh8sv78+uvpxffTq+Otu+3F9anmhuZMHRYYZxzk8S7GWQbnJYFzmCi2yqhyLRQx7p9DDZ5nas+U+JlrdQdrdTXR7meikUh2gVhOq14/2kTfTjiabjmZ73oomrbdHnTf6pePRIOLDPa52rYzRhYpoRUcLCzNPW+rOa2r3sgkUsZRaKX4CS5pKJPBBmKgolRTPWCbkXRY1XDT3r1NxGv7CXQeEiUroYid4hEKejY3q8fSZjYrkRUS2eXr1BwW0+/h1+gc0vvFs8fUbCYqqsHDs9A0pMrHO09dkmVj0+oYMB0VORsBUwkR8FX4iCrCPIq1jKGBTVAUVzC8rF3Jm15Z31zcOVtTc3sXKtm6ktYHyAmPZPR/MvAvzOdZEyJ1gDxtsA7/MdUwD7AzigaxMEjOdfM4U7IRgZ4w+OLgxw54e4830DU9yRmcnh6dFuzlQ3RzTC66toYkQn0V280Wq6cQ+fIuWVM3WNmQamDG09hoYO4ZkCU8eg1NK+2MYhz8I2x9yWaWWfbeNAt3OiWFjhdA2QqppEDb0sY0umiTXDwBz7XIOib0LQNUTo6OIszDG2VrH62kHKSvF6umR7B7i+IUhOCaNtQNI1wShrp2kalTh5MsxsCbrGRGNzoqU12MAgQk01UkurMCaWm5tXg8XEO9kHmBrG+bhhEyOjgjyiQz2R0Bh4ckRSdAAuBZSOTMrGwSrzaJyB3h+217Y2JOvTU3OzM4LZGeHktFCy+mZt63Bt83h1489qBQhQ1lYP1tfeiiWvJatvrgOU9c1D6doBcJ/p387C/esjhNdrhDefST48/nJ6fnXx/vs8BQhTzt9/+/jl6vz9l8tPXy8/fT17/+nDl6uPX6/enRwPDvW0ddS1tld3dNU1viytayxseFlYXZdT15Rb25hd/5LZ1Jrb0pnX0pnX2Jpd00ypbsOUt4JLWxIq2hNqexNr+0CV3aEl7d7ZtbapbAM4QwFCfYLMlicVqaeXa6WV65KKDfAFRphcE3SOJS7LEctwQqbbQlNN47BaYbBn/uD7wYhH0SSFeKoaOFsfnmdFLQtkVscWNUGLG5Al9ZiyOlxxNZZVBstlx9MLQtKYrvhsCyxTB8NSwRbKYwsVyUW65AJDYp4xLtsUx7Ah5bil5fpTcsOp+XH55ZjyBnplI7P6Jau+teRlZ1VLV23PYNcAp583Py3ZkG6/er3zev/g7eHZ2dn7y/OrT5dfLt5dfTy6Ots+2VkQT7ZUZycjAnUh7vJgRxm0q1yGt1qmj2q653OyhzzW9THU7l6y9a9Q29s4pz8yPJ6w/JRKw3SKI406SIEbbcwPc90X/MFz0fiXLeHHLf5bweD5Cme5q0TQkNuCjV8qzvoy1PWqpOQgj71PZ+1lsiQk+ggINpKAbg1JkNCKtnIrroZnTytbrgYnv9S3c+Kg65SsFWwaPx7a5+a/AIJwAiMHAyM6vAL6g6PbfIIbPPxHYsE1Hr4DMYm9EQmTEMx4MuqlT3B/aFSbV8BYZOIyjDgfh+GDkGsQsiQZuxiPmIhO5oDh7Smo/qyCpcFJiWBj99X5d/bnWuvbRzexAvggyfqBQLQtEG3zl7YWhJsLwk2BaHtxeUco3uUvbQFaXN4BihpgiRnIUADLAyS11xCZ5IluBiuj4wLO6AJnbI47Ps8d43PG+deHVIY589yRucFO7ngPd3GIJ+wd4zW0tzEKimLBqea2OFVthJwyQVmTrmeSo2+SqaGd/lyN8EwBev9RjpEZy8Iu28yGZedMNbFm2jnh9PQjHzyIf/I0Xd+QYWTK0DemaujDH8lF3boDfaqQbmhEt7HGmxknaanF66hBzAxjDHTjjY1d/rgfq66F0DeJk1OhGFohlbSzTO0zDa3T9S3xWsYINT28kQXJwhasZxikpBKuoxuoo43290mLiUgO9MImRsISwhJjAlAwEDguGJEUgYfG4pOjWamYqnz62PDA/zFTbk67rW8erq6//f/PFKBUOTm7Or/8jzNv/8qUD1+uDo+PBgY7W9qqWtqq2jqq65uKauqZdU25lbW02kZGbROtvpnR1JbT3JHzsj277mVmRQOhuCG5oD46ryaUVR9a1BRa9DIwv8Ezp9YxjW2CzlFPTn+SmPYQRn+GzVckFqkQC9UILK3/j7b7fGoDTRNFP3/CrbundnZnTre7nQGTM5gcTDSYHEzOOSknlAMCSUhIIHLOyYAx2cY2GRTJQWSwTc4Z3Q/qYZjemdl7zu5WPaUSH4GqXz3pfV9MliGSZYximKPo1giqFZhokojVD4Mq+gJ+9U78kz/s1xiSEihDD1dkm1rpnd0YV/weWd6OLWvFlr7DFddhcysQ7KIEVl44lfsWn2GPSjeCszThHEUkVx6V/QKfrUPKNiFnW5KybIhsRzLHm5oZkpYVy8qD5VekVDZya5rza5uLGlrLm9qrmtqq27pbe750j4l4ktXFza3t7zu7e/uHZ2dnV5fn0puL27M9WZ6yt8KfGmgsYwJg/vpgdyWIsxzOUzU9QDcjSJ/hp5Xmq4b3UEA4PYS8/hnh+IDo9pTu/SI3UKMk0qgw2uIDJWz5ffapoP1I9PFkelBmyv7Ul8PJ3q3BltGS9BYcUFKWe/K++aS6/jCn9FtqpgBG+BQH+RAF5JGZfbi0xeLq4w8fpYLp3crGg8qG49I6CTl9nZoxEJb4wdmvzTmgwyPko19UX3hSg6vfQBz8Q3Dsp3h4Vxy0OSxhjpmzmlP+rbBmJj13nMIYBMF4YKQYih2MhXwMSBiJgMwA8NMA9CQQPQ7DCXCUNiSuh5230C+QTK7Oz32X7bz9p6bchexcsowV0eTKfVPuK3N3dvkuPZGlKvdZ+d3xwoGhib4B8W+XHgyKvw6KZTcnfP4q7PsimBTMiwfEU194gtaP7VlFxTBsql8o3NyGaPSKZmRBN7Sg6hoRNfQoGrpMfZMsU4tKZ7dUPUO2uU3GK/tMuzf57j60Vw4pFjZQdVWsvjbX4XWphwfH8hVeTSNZURX1QiXH9nW5u1eBsyveQD9JTQmkpwbQVQ1SfR5h/NLu8UPbBz/HGhpGa+oAdQxotk4Bf3qI1TVNVjdAqOiBFTThavq0Vw5plq8TVLTC1LUjDY3CjY0THV9DfTxhoX6YpEhYYhgCFIlHAxCgSCIqiYoBEyFxuVRcbQF3qO/z700ZHpucl2wtru79I1PuVzcyR/7j7Qf/FVP+XidFenrxV1Nk3VmZKTt7uz0fPzQ1l71rKm5uKa6uzayoSq+qTS+tSKmsSa2qS61tpNc30RuaGbWNaeXVpKJKFLc0OqMkML3Qj1HglV7klV7kRitwSMm1wrAMYGnqALIckPIcTn+B4ajislQxmWrYLC0USwdO14FR9aEUYzDeMB6pHQFVCgA88oz7k2f8vwbAf4lPUUblmtLr3HPbI0q7EbW95PovKTU9pIo2bGkTMrsyKb0wjMr1xrMdEHRjAFU1MVUOkP4ElPEQyn6GZKniMw1Tcq2oOY6ULFcKxzc1KzI9B5RTSiqr4zS0lja1VzW1V7V01Da317z7UNPS3vTxa49wUrT6bW3n4HD/+OT07OL6+vr25kp6eym9OJBeH0qPVneXeeNf64rpCZC3miBXeaiTHMlbIyP4ZWaoITtYnxmkTfB8gXR+BHV4gHL6NcX9OfOtYmGQVnmUSWG0RTs1YrktV2bK6dzw9frUxYroeHZobbB5Z7h1tIgxW55z1vF+taBwkkIfBaJEEGxfIuILCDWAoaxX1M4VV261tG80tGy/e8+nZYzhqZK0jCUifRaO++wbXvTSpt0luMLCpeNt5HAsvM41YBSE644Cz6Zy+Ti6mMr5XlL3vazxe8U7AS1rKp07TUpbpbH4EPR775CPAQkzUNIKMm0GiJEgyUtE+kwqsw2O7WLlLA+Pr81sTk+tLy7v3o1+7sfS2r6Mlfvtlfml7bu7VManNsST67IYn9oQjq8KxCsC8YpwfFU0sSaaWBOIV3giieBe3M9WZCFbhJOdLZSx8nVQ2Dcs6BsS9Q2J+obG+wbE/f2iwa+ir+0DvK7Bud5R0buOd0R6ZnAUxdEda2KdrKFPMzBnmVqn6hmTtV6yTCyK7Z0qXD1z7RxwGro4bf1kbX2UtgHawDxRWSfimULaKwu6pTFWRxPw/Hnco0eJj56ilDUYJpZ4nZckfQOwolLgn/897NcHKH1NtJFutPoLk3/7X3Zyz+yfPHF5LheurRet8zJaVTtBTS/uhWacnHrcM7XoR0pAOU2qkW2aiX3iC61IVe0oPYMEC8tgQ4MwG0tEiB88JhgaF4JHJJCxoGRwdCoeyiAiCODYbAqmsSRvdLDvb0zh8yaHxyYXFreX1vb/kSmyemdhcXtu4cfdXPm/Yspd+bN/eHt08nd6tPdNObu6Pb+WHp9fnV9Lz65ut3d3ej69b2ouaXxX0NiUW17JKCmnlFaSCksxJRXYsmpsZR2huoFYVU8srULnl8C5RYkZBSH0fJ/UHK8UrlsK14XCdSRybPFsC3iaLiRFA0RRhqaqoJjqGLYGhq2GYiqjmKqwNFUQWQ1M1AThdZPQOjEwtXCQXBDwkT/gpwDIT1H45xCmNqHEOvO9T+mXpOqvuMZBWssQ410/tfYTobwNkVsbk17sS8x0RLHMgVStWJJcDOVRTNov8em/JDEegtMU0Cy9lFwbeoFbWq53SmYAPTuOU4gqr+c0fihr//ius/d9x6eW9o/N7zsbGt5XNbe96+3/NDU//X33x+Hp2cnF5dX1rVQq/c2Uy0Pp9aH0eG1naUz8pbYwLQ7kpQ50kYO7KJB91NkhBllhhuxgXVawDsFTHuXyGP7mAdrlUaqXXIavcnGITkW0aXHsqy5azFpnwamo41DcezY/crMxebYiPJwbWv7atPn13WQl96jr/XZttYia/hWc3BEW9zUW/DEOMpmW8b287ubj142ahuWq2jEm5xOW0A6AdieCR8GooVhgr38YLxJQbeX60S+myta7wzeGD8B1BScOAzD9AOwYMoWPo69yy6foOaLUzNWCanF6niSrWIQjjyfjm98Gl9m6Dscit1Oz19GM8XjEMpKygKWKiaktYFQbPXPuK29pYnV2ZnNpZW9x9e/E0tq+bNL8u3nQ3Xzzd7IIx1f5omWecIkvWpbhwhctjwkX+MLfMpTflT/3TZG1V4ZGpgZHxvuGBf0jwv4R4cDIeP+weGBoYmhgfLRfNNozMv2Zt9EnmKn/0AjHMZy9sEaWMFUdnPrLVH3zVH1zsrYh0+hVoYNrwWuXdFMLmJIaVEkd/9IYa2CaoKQZqaAerqAeLq8cLy8PU1eOl3sW9egxVFUDoqqZIK8EU9dO1jGMk1cM/unXqCfPkNraZFNjvIE+SEvj1R//GKSv76ep7SwnD7N3RDu5JBiacfyCk/RM4tR0E5R1415oxjxRBSvp4rTN4eqGkYoaoWpaYGvb4Jcvg0yMwL6e8X7u8NgQIiqJiAYggZFpBBiTgEhOjGCTUI1lBcND90zh88YF/KkR3pRkaWd5/eCfmyKrd+6/HPZ/asp/nAHtHdzc7af8pQK6vYvzK+nx2bUsPZGZcnp5s7Xzo/tjU2NTXl0Dt6aeVVRKyC1E5hXDuPnAnCJgfimosBxSVAHOLwVlF8azc2LSuaE0rh+V603J9CRzPMiZbkS2Iz7DHseyQaQZIdIMELSXyekGWPZLLFs/makDp6mBUhSAxOcJGLkE1ItElFoCUj0GqhwOehYI+CUI/HME+gkgTRWdbZRS+TqnPaiiH9LCo7cJMztEWW08RssQueYTPO9dBL3UHcd9hWDpA6gqseQn0eRfo1MfxNJ+TaQ/AaQ8R9C1SNxXjEJ3Rn5AGjeMmQfMLSM3d5Z3fW75MtT9dfjT58Gej32dbT0tja21rZ0tg2MDktXF3aO9k4vL8+ubm1upVCq9ub78qylHqztLY6LPNQWpsQAPVaCLHNxFjvRWLSNIPzNInx2ozQzQInnIJzs/Rjg+wLk+TvOW5/irloRqV8aYlMbbfmImbPYUn4k7D8W9Zwuj15uTp8uCrfHP2/zuzc+Ny83lG7WVH5GocTJzjpY1giaMoPHdQOhydv55c9t1R89sVu4wIUVAoX+FY4dg6H4AjA+CjcQlfvIPHk+CfQmN74sCdgXG9oYlCSD4cQR5KAk1iaVP4OgidOoGp0SIY/Bx9OnUrEEUVYCnfU4Ad0XGlr/xqHZ+Ow4hbZLYMwC8IBoyA8QIgKgxNLEbTerlFMx8HJ7jLywubK2sHSyv/8O4q4DuYk6yc3/EOTnzbXxqQ5anyEyRsSL7PiqYH+P/tpZyv+oZGpmSdWfvT5Rlg+S+Yd7XUX7fmKBvVDQwMj44Mj48KBb0iaf6hJMd/RN1rV8Y3OKgqFQLW4KWPkJBNe2lBdPEJt3YOtXALN34FdPMCqmqGfjHP4f89Gus3AuYzkvYS5NIRc3g52pxWkaJWoZ+Pz0AqakjtPUQei8xZpZAHYNwRfUErZdAXZMoJc3gpwqxiqoEY7N0a7sUIzOwmmaEipbLo2c+ShpRBsZoZ4/smHh2eAzR8y0nLAZp45Ckbw7SM41V1ot8qhovp52gqBP8TClQThlubZdgYRlhE4wljAAAIABJREFUaR7v4hjmYo+IDSEiEknJACQwkoqD0LFQVEI4h5zcXFn8d0wZ5U8vLu+ubBz+I1Pu91B+9xTh/7UpshU4Wfnzj3be7ky5uJGeXFzLTPmx/b2zu6GugVtZwyirpGTlQllZ8SxuDC0jmMkNZeeGZ+ZHcvIimNwQGjuAyvSlML1JTA9ihieZ403J9KJkepE5HiSOK5HthM+wx2fYEtg2pCwbEvcVjm2CpOtDU9WT8E9jk3+Ngj6MBD+JAivEQBWjwAoRoGdBiT+FQH6Ow8tBmVq4PNPUKoe8zpDqIWTPNLd3tujzbH73JLtdkNrQh8hvDqaVOmC5Rgi2NpD+Ij71aUzq4xjao1j64zja0ySqAoSqhs0wpeW7pxcEM3KjM4tQJTWszs9NX4a6h3gDw/zBId5A/8jXj1+7P3S9//i1Rzwt+rbz/fji5Pz65vJWeiuV3t7eXl9d3NU+t4crW5IR/sfKHHJkopty4punkDdP8Z7KdF/NdB/NdF91uq860V0O5fQI4fgA7/aE9lbhzpRKgMNXNnirt/J8vEdmytXGxJFkZJ3Xtc3vXu6q3upsWKko6UUkT1PZQgK9ISZOxGTOZHKPG5q2SquXOXmjCMKXRLgYSZ7Fpc6iKWOJ0Ck4ao1ImoLChECIAJo8AkKOgJA8KJoPwUhIDAEUu5rG2WIVCGCEKUzqLJ6+TM0aSkK3BSd0hicOgeH9AEh/AkQAxUqw6fOIlKlE7DwEPwlEi8DoqRTGGCOTX1q32CdYGl/5tnG8un64svH3Y3n94K4Cuov5xd/ibslzcubbxPTmb8WOcGlMsCiTZUywOCqYH+XN3SUjf81HhidlX+5PkfsHx/uGRH3DvK+jvL4xQd+YYHBMPDw8Pjo0LuoXCbsHe/KralHknMAImpUj08wqx8KKbWiepmeeZeVc6OiZa+fKMrMj6BjGP5H3/pc/Rj+Tj3mhEqGgEquuG6GiG6NpjLJ2hhhbE185wPWMIxRUguWUI9R0wjT0o3RNYVZvInXMgKa28drGgU8Uk1R0WXYubGtnmKpegrJulLJulLphsp0zKzQmOx6QlQBKj4xpIKdR/INB1o5wG0eoiV2cukHoc03fB/KBj16EyKuAjS1AVjYJ1tYxjnZRLq9B4X5ERGIKFpwMjqZgQFQMGAuMzmeQOhqqxkYHfzNlbETw/9OU+z2UO1D+66Zs7VzIThIe/U2b9vauTXt+JT05vzm/ll7e/mbKycX1961vbe1VNTWs0lJyQSE6nRVLTQtJSfMlUNxS071pLG96xts0pgeF5kKkviGkOOFTnXE0NwLTKyXTj5YTxMgLoecF0nL9aLm+jHz/9EI/ZtHb9CIvWr4rOcsezbCAp+kDCHJxqAeR4AdhSQ8igc+iwQoxkBdRkOcRkEfRyU+AKcrIDF18nmlq5Zv8zrDGUUzHJLd7puDTbF73JLtDSGkYgOa990sts0Zn6yI46mCmQiLtWTz9WRzjWSz9aWzaUxBNCURRQdIMU7gu6fmhrIKEnDJcZSO352tr3/CXEcHwmGiUJx7jiUcHx/p7+z+OCIYX1yRH58eX0qsrqfRa+pspf81Trg5uDpa/zQ2OdJZycCGxTvKx9r8k2f2KcpajeCinearSvFVoPmp412fINw8Rjg/wbo/p3gpZ/qqlodrVMSY1YKdBLnz3a81fTOFdro/vzw1uCno2hj6s9tRvtNZOZnMXOLkTBGZ9YGyWr89cefH3utqdmtpxCk2AJPCTUAMhif3+sfNJmKkEhDAaMA6ATMPgUwi4EAoZgcJFOCI/GbtEYw4BoHwIahpDWUth8ZNQX0ITBiKBkyDsKi69LyRJEI8SgTCzOIoYQ5BQGGtpnLlk2iQIPwclr6BSZiC4eUzKIoPTT6J/ziyc6x1dm97Y+X6+tnG0uvn3Q8aKrBT6nSmyzYn7u+Oy8ue+KTzh0phwYYw/f9c0uZ+n/G4t5c6Ur0OjX0ZHZKwMjIqGh0W8QZG4XzDePfA+PYcdFI21sMNo6TP0jXONzTh6RjQdE7aFY7GTT6m7X56jB83MCqWlB1RSI5pbEa3sEUaWBDtnsqNnmldQcTw8wzeKZOsarawdKKcWrW0Sa2QdbWILsHNHuQUUgPDVKGpeFBhm6gDRMmdYuXFs3PE6FlhdG45TAMbkTbpncFkSih4anQNCNtCZXFgyNSqWFBxJ9AtGO72FWb1J0LX0f6wS9FgxXlU3Sk0n5qVRvOWrBCcHqL93zFsXAiQuDQdFQ2LwiAQSMokIjS/LpH1sqeeNDf1heXFNMr/8mymCWT5/bnF5d3Xz6L4pMwt/Pd1zv4dyP/6xKYf/xJT7hwllLZW/20w5vbg9v5KeXFxf3PytKdvrLW1FZVXk/OLkrDwghR6EJ7vhyI4ovBUpzZ7CsE9JtyfQbdAUSxTJMplsnUyxx9A8iCxfWk5IRlEUpySGUxLDLo5kF0fmVCbmViXlViVkV8ZkFoem5fgQmU4YmhWMpA1Av4gGP48API8EKMaAVWJharEwFQBWHUTWQDB0MVmGhHwzWqVDYVdIEx/ZzKO8FzHax9PbxlNahfi6IUBO29uUSktEjjqUqwTOeJ7IfJKQ/jSB8TyO9iyO+gzCUAFQlKBUXXLWm/SC4IzCxPxKYk1zbs/X1q9Dn4f5QzzxmHBSIJ4W8sfHBsf6x2fE33a+X0qvrqU3tzJQpNIb6e3t7bVUeiW9OpFeH1ztLW9O9w225rNQflH2z6Ksfo63/gXu+BTv8oLsrkT1Uqb7qeJdnyW/+SXZ4WeS62OGlwLXT7UkRKsq2rge4jKWizjsr7mY+Lgn+nQi4Z2vj2/PDG5PfNnhdZ3wPs5U5DcnJS1y8niIlBqfyC8E4nFH61wOdxCN+xQHnMemzsNIXc6BXW8CeMGJo0EJ4jjoQGRivatnZ1jYKBzWn5i4SKWKk5MPcnIHYuO7gkIW8ZR5DPlzSMwkCDMDwY1Fg8fCQS0OPnMg/CwUP4cmjYFhYgR2HEkYiAGPxMGmIXhhPHwGiFlCU2fx9PrwxHIAcqy+dUU492Ntf3P9aG3jZHXjZHXjZHnzaPkvoKxtHK2uH8pu4bjruSys7t2ZcseKrL0yPrUhmlj7O6YI58eEf50l83izY2Mzo6PTss+hkamBYXH/sLhvSPRlWPRlVNg7zO8dGfsywhsY5o8OCYQD/Mm+sYXPI4MlNeXgZKK9M1xLH62qxTIwzje35Ogbs4yt0k1ssqzelLr4lLr7ce2cUozMMboGqRbWma6ebBeP4uCI4pDo0vD4Dgy5Lh6SrG+ZoKCFMLBKeeMFMrOLM7dnRQGaaZyuzILO9Jw6FJntE06yeJNi6sixcsuz88519EFoGEc8UaE7emOsnWDWDjUYAjcRDHX1pEXFFaGw7EQI2jsw2d0P8cYrRt884LkSSN/IT0HZV0UtwswU6OGCjwkLdrbGAiJoWBAaFIkGRWIhsQR4Qnkuq+fDu7HR4T8sL20sStZGR8Sjo5N8/pxYtLS6fri2cTIn2ZuT/PYX/8tI//vMwnfZUaCZ+S3ZRcF3eaMs7v49kuX9xZWDxdW9lY3DtW/H699P7mLjx+m37fNv2+c/di+39q7uYnv/eu/g5vDk9vT09uJCenEhPT+Xnl/cXlxKL6+k5xe31zfS07Ori8vrk9Pz07OL6xvp6veF2lZWfjWMkR2Op3khiQ5QjAUSb4KjGuPTDDEp2kiKOiJFE0bRgRD1oWSzZLojIcOHyg3NKIrOqUzMr0kqqAUV1YCLquEVDcSyOmJJDbG4mlBUmZxdAmHlRKey/VFEGxTJEkl8BcNaApPNgMlmYJwFhGSJTrdFsazQbEtstjm5+FVGg1Nhj2/lQESzEN42gWubxjWJkFXDCfm9QYwWR3yVESBbDsB9ksh+EMf4KZb6U1zKowTqc0CqPCDtOSBVHkbTRLPMCWyX1OyQnApMVXNW+6fGz4NdfNHI1Kx4TjI1Mz8xNSsWTwuXNlb2T4+vpTe30qvrm/Prm/Orm/PL64vz66tb6c311Zn06vDyYGVnfpDXVsiG+QCc1cLMf440/Rls/wzlLEf0VE71USW5y5FdnxKdHpKdHqV7ymf5qhQGaVVHGjYmWDYkvRblwfe+lu7zmndE3fsLo4fLwu25kb2J/h9DHWeDPeIsZl8yZp2TK0JRaz2DOmLj13OyhTjcABA6j6Ms4dK+k1kbGPo6mvY1MOFTYHxPKKArEsS2cspx8n4fGt0fHrGOwXzDE5dQyV+CQhaQybPw5JG4xIGo+Eko5ktofG9wbH8EoDc4biAMWGrqUGluN49AD8QmipDoKQJlEASbQZGE8fANZKo4Es6Lhg+DcL1Y6kRNw/7U7N7q5vb6ycbq+era6cq385UfZ0vfThbXD5bXD9bW9jfWDmSxvn6wsrYvWd+bX9+d/dvl/bstW9l0WTC+xBNJxoQLshgVSUbFC6PiOZ5ogSeYF/AXBLx54di8cGxexJsX8OZ4vOlh/sSAUNwvFH8ViXrFEx8GBe0DolHxwmAfb2ZYuD4sHCwoG8nKa4HAcjy9GVa2BF19sp5ehrkFy8y80NE509KOa+XAsbDjWNgWObhWuXvn2TtSdF8WOjpn2dhwrKw4VlaZVraFLm7Fbh4cS2uOkRVNy5SiY0I1tSZZ25GcXQsSErpY6cLK8k8ZrPzoGKKtPc7QDK9tlKZnnmv9JtPOMcXcEq33Eq1vSDB7RbV5TbF7Q7BzYvuHssMiaSERaRExuSh0RUoqMSbex8goRFs7UEXZXemFh6Z6oKVphOvrCDeHIGdLdFIQHZuATgqkIGOQCSE0AqK6JK+j9f3YCO8Pi0vrC5LVkZGJkZEJPm9eJFxcXT9eXT+WmTK7sD27sD0t+TG18H1K8m1K8k2yvP+fmiJZ3v/NlJWD/yNTdg9vjo/vmXJxe8+Um+sb6enZxeXVzenZhcyUlW/z5U0pnIp4MtsPQXkDwVoCkg0gWF00RQebqomkvoCnKMBTlaAU1SSiBpBkAE21wTE9KZmBzIIIbnlsbnVcfk1ScS2kpDa5pplW/Y5RVcesrE2vqKUVVxJzipCcvCRaRnA6OzAtIyAl3ZeQ9haX5klkeJMy3pIyPfGZrtgsByzXmlhoTa+2535wLf7kWzsU844PbBJAakaTivsiOJ3e5HprRIkWIFcuKftREufnBNafE9J+Tkh5mER5Bkh5npT6NJH6BJiqCk83wrIcqNlB2eWoqhZO28e63oFOgXh0Zn5iYXF2fnF6Zn5iYnZ85dvGwdnJtfTmVnp5e3N+c3t6K728lF6dX19dS6WX1xe3V8dXh6t7kuHxrtJcVCDQSS3S/Jdo818gb+QxrkqUt2qMAE2qtwLZ9SnZ6RHV+THLUyHPV60kWKc22rgpyaoJYD9RAD/4WnLAb94Wd+8vjh0sC7fnRjbHPm0NdB71tk1w0sewRElaxjAgucUndBgIW6HRhpJA3cHhX8PiPgdFDYYl9vpHjUbDugNi2wPiypwDanyiCt2CaoITG4Ni1vDkDQR6Jh7AD4/q9vIZjoweiUv8HBY9GAfkAeHtfuEDMeB2v6ie4PgGZ/9yS6cez4BFBGYkIWkEDOZjMENQxDSGMo8gLSTiV4DkH+iMBQxjBEdbqKk/nhzfW1zaWTncXDlfXTv/zZQfp0vfjlY3j2SmbK4ebK4ebKwdrKztL2z8jSnzS9v3TZEtrche6uCJJLIYFS+MjC+MjM+Nin9vipgvEfLnxwQzg/yJfoHos0DQKxR8FAoHZlb7hItj/Dl+H0/Q+vFTVmFpPKAiLLzM+226mVm6sRHTxDjbxjbH3h6ro4tQU2cYWVD1jFP1jNONLLIs7bKtZGGTYWRa4uDQ7OdX7ebCeKlH0VRnGRlkGhoXmdvlm9jmWthnWb8mmpqBXuol21lxwgKwrg4p3q4kp9dYSwuiqRlB1wCnqk3Wepnt6EC3siQYvsTpv0wztWRY2RGNLABqWkRrR5iZFdrJNTsJVEokMyAQYIB/rJtLqJGeh+Iz68c/O6orRryxB4X4xPq4etsbI2N80lBRyfE+JFgEMiGEQUJVlRV3tLWPDPH+IFlcm19YGR4eHxmZ4I3NCQWSlbWjlbWj+cX9OcmeLA+cmNv87Yq9f2rKXRp5B8r/kCln55dn55dX17dLG7MFNQR6YSSW7gXGvwaiLJKQhhCsLipFB52mjkpVRKTKI9IUYSmqSSQ1AFEPlGKWTH+DZ3mk5fhmFAdnlYfnVscU1YBK61D1rfS6FlZ9U2Z9E7e+KbP2XXpFHbW0Gl9cgSquQBWWIfKKoVkFQE4BILMwKbMkIaMkml4UQsn3JuQ44fNsUkrtM+qdsz9453eEFH+MKvkUm9MZymrxodQ6IotMkrKUgTnyAO4TQOaDJPZPAMYDAO0RkPoUSH2WSH0UT/k1gaIAStVNZthRsgJkpnzoqe0d6BSOj81LZpZXl5ZWFhYWZ2ck02s/vu2dHF1Kr26kF7c357fSM6n06lp6c3FzfWfK9dHa4fLYTG9VMT4c5Kwebfkw3uox0k2Z6KVOC9Bmh+ox/FVS3J+nuDyhuT3hvH1RGKBZFqpXF2PSArRpAjtMFiKO+iuOhK074z37i2OHK6LdudHVgc7dwe6dtsYJTvoklT6Jo34KB3wOT/wclTCckNQTEvE5LHogMrEvPJ4XC/0altATGNcTHN8Xh/gQktAHxvdBCXwCcxhJWiXSxHFgfixwKDK+PyKhOzCiJyyuNSC8JzyhLSSmys3/Szyszj34UyS4xNaz1Svsa1A0Py5pKB7QG5cwikSPwFHjSMIyJnUbw1qIx20gGFv0/BEc7T2GMFZTvTM7v724v7lyurZ+trx5tvTjdHnrbHXrdPX7ycp/MEWWp8zdO3AoW9uXmXKfFcH4El+8yBcv8sV/zVPGhPM8wQKfN8/nSfi8eb5QwhPMjwpmhgST/QLRV4Ggl8//xOP3DAp7+wSDn0fnR8QTrV1NhJTyqLgS3wCKgRFeTYNlZJRtaVno+KbI2ZliYETQNajy8s+xc2KZWjNNXtEMzCi6L5mmFiXOLpVuHlmWViRNbdCTxzH/+8/JSorZ1lZljs5cIyu8ohboyQuEqhbWwBhuZAQxNYZZW4RoqABNjcBGhgmamhB1LaSaNkpZE6OmnfXagWZugVBTB8orEXQN2DYOqWY2QBVNqI5xnIYe1NyGERRKDYuIcXDwNTeLsLX201JzePyz+YN/d9JUjnN3hkcGxrx1cbd+CQp1I0NDYVEeeHAoLD44PQVdW1nW1dE5NDTyD02RLB8uLB3IWlYyU6YXv88s/fhHptyvS2WmLK0eLq0e/rebcnV9e3F5fX5xdXV9K1mb5pZhqNxQJMUdhHsNRltDsGYosgmeYYila6Jpisn0F8npSog0VSBJFUDSAqWYwlKsk+mORLZTao5HeqEPpyw4rzK2sBpU00KpbU5vaM569z63qTWvqTWn8T274T2roZlZ35Re20ivqkstq6GUVJGKqwmFNZj8GiS3IpFeFELKdcdnO5AK7RnVzpmNb7nvgrLfh2c1hTNq/ShlHvgie1iOcSJbFZT5Apj5FJj5AMx5AM14BGc9gTPkYPTnwNRf4si/xBKfJlE0EGmvyJn+3DJkVQunpbPqU3+HeEKwtLK4+X1j49v66vqKZHVx7ce3rYO9o/Pji+uT66vT65uTW+nltfTm8vZGZor0+uTmeP14lb/QV1dBjoK4aMRZPwHay+G9NFJ8tZkh+lkRBpwgDcbbFzQPOaaXHNdPuThIW2ZKU5JVC/TNVAnqaLDyWPRhd+Lj4SLvaEW0Oze6MdxzMvZlvbFyIoOxzM7kI3EdgbFCMGYBSxmHIcahqHkMcQKCHowBfAlP+OAT2uQd3OIbMQohTODo6+zicSJrhsqdo2YNJ6LafEI/hyZ8Co0fBaJ6owDDUOznBNgAGNsVDe6MAvUBsc0BcWNwyjuf6OFE1BohbRqKnCOQeQiUGE/qA0I+hscPRwL3iOzZGPRsPH4Rx/wEQBeERrelM7dEE9uSne/rp982z5Y3TyTfjiVbx8tbJyvfjlfW9tfXf2/KwtrvL3C6M+XunOFdESQYX+KLJXzRHF8095d3CxdGBfOjfMmwQDIiXBgRLgwL54aFM0OCyQG+qJ8nHBwTDg8JxSOTvJ5BSd/IUHFFflR89ls/qpklUUubqqWb98qKa2bONDblWFqzLW1LXb24No4sSzu2pV2W7Zts2zdcG4cCR9dqb998Byeynh5SSRWvpcU0Ny9xdS5xdmGamuFUdJIeysX+KofQ0CFb2hBeWUFNTJMM9BP09WGmJglaOsFPn0XJKYJVNGCqOih1nVQTC4KeIUhOOe7hc6ymfra9K8PCLlFBHaCqgzS0RFnYxRma+mpouauru2hoOqsqv3n6i+0vf7J79quviUGilxsw2CfUw8HDxiApyJkIDoZEuGEAQdC4IFYqvr66oqujc2Rk7Lfa53emrK4fL6+dLK4cyY4Rym4Gnln6Mbu89Z+acpek/PeacnEp66dcXN9IL69uLi6vL69u5panWPkIAjMYSnAHYR1huNdIkg0uzZLMMv9bU5SBZGUASRNCfQkmm8CoFsl0SxzLhpT5Oi3XPaMwkFsaXVKbXF5PqX3Hevc+t6Wt4H17YWtnXmtnXmtb4fsPRU0t+Y1NuXXvsmsbM6saWOWNtKI6Qk4ljF4Yic/yRLMdcdzXqSXOrOq3Oe8ict/FZtVF08sDKYVviYVuuAJbVI4RmKMMYT+DsH+Fc35FZz3FceWxWQpojjyM+Tgx9dc40pP7plQ0ZTS1V3zs6xyfFK9vbuzs7e7s7X7f+rH2bXPl27e1H99+7G0dnuyenx1eXB5eXZ9dSa/vm3J7snGyJljoq6ukRENcNBJtnsEcXpB8NFMDtJmhulkR+pwgjQx/FZbvC46vYm6gWkmIVlmYTk2UUWOC5Xu461QZ9nio6kTctjvReyAZO1oR7c2MbI19Ph/7OlOcI6anrmZyR0DIDv/oaQRpBUcVA2AzMPQ8msBLgn0MjX7vG9riF/o5DjwCQW+w879nFe3nV8+QWHOUzFkiuycSWmTvVfzap8w5YBhGmqJwfuRWzdKyN7LL5+g5y6xCHpo2Ck9ZSM0Zg6VMYGjrKayReOA0jijC4ubTGENQBA+cPA0nTCUkbyJoazDaaCyqMxbyEUsaL69c6xvemdvcWTvZ+n62unm0sHmw8ONIsnUs2ThYXj9YXzu8b8rS2t7C2u7dGGhheee+KfevRLjLVgQiiVA4JxTO8EVzY8L5EeHCkHB+UCTpF0n6hAuDovkh0dyIaHZMODsmmOLzxoWjook+/nTvyNfy+q7M/MK4JJKdI9PeEaakwjExzzYxq3jtlGNqydA1yjAyZxpbFjq4pRhYMCzsONZvMqxfZ9o4Ztm+oZta4bT1kaqaSFX1VGPz7NeOmbb2DHNzvI5e0jM5qJIm4aVZpqNHrvtbiqV9rIp68LMXEYrKss+Ax3I+Dx7GKqqDNHUTlDRj5ZTgGnpIDX2okiZQXpWgY8y2csLrmAb/+XHiCw2cqRXS1Ort8xe2Pz1wkVfwUFVzkHvq/Pyh/eOfXVQVoxxskyNDkNEhEd5OnraGgGAXEiQEGumOTgqExgWxacTG2qr29vah4dE/LC1vSBbXRkYmRkcn+bx5sWhpdf14beNkee1kafVYsrw/v7g7s7g1s7g1s/Tjn+Qpsgzld0nK8trRf6MpV9fS07OLm1vpHStzkon0bDiOEQLFe0KxzkiSM4bqQGDYktkWGJoGivYCRVNA0hXgqS+AZCUQWQ2aqg9JMYRSjRBpRkiaYTLDFMeyoWa6MnICuMVJBRXYqnpGY0vO+/biD52l7d2lHT1lnV3V7R3VH9oq37eWt3wob24taWjJr2vOLKqhcMvhaTnhaKYHnGaHZNkQ8xzopZ5Z1dHcmgRORTy9OJJaEJxa5J9S6E7Mt0FlacM5inDOk+SsR4Tc5+QChZR8ZWKuIoYrB2E+SaLKgdI0kxnWKVz/rDJYaT2robW850vX5PTE9x/bh0cnh0cnu3tH33d2lzc3F9dXVzZXt/e+HR/tnp7tXVyeXNxeyky5urmU3pzeHK8frfBmP1eXEsLhLuog2+dIZ8UUX+00f21mkDYnVIfpr8wJVMvwU+T6KecHa5SG6ZSH69ZEGdUnWDQjXCfLsUfDtYfiD7sTvQcS/uGicG9qZJf35Wigi8dK41Hwq6yM/jhg29swYQKyLyCq2zOgLziqNySyOziyKySqKzJ+HEdZZmTuFpRd17SspGcvp2VPY+kLBBYPTOqJhOXZeWdbezQFJy5lFJ3Xtp/Wts+z8r/l16xwSzdzKibJ7Lm07LWMokV67hwpYywJUePk9s4v4ENExCAC1RQUOoEmrZOZU4nob8m0NSRtCkoRYdMEaRnCvKKZpg9b4qWd5b297ydrm/uSzf2FH4cLP45m13YX1w9W1w/v92hlpsg2VhZX9/6jKXesjE+vyRorfOGCWDAnFswIhXNjwtlh8fygaL5PLPkyLvkqWugTzQ2J5saE80L+rGh0UjwkmuoXTLZ96iusrMWQM0Mjsa9sU6xsit29M8wt8l7Z5JpZVNo7lds6Vr9xr3f3yza3Z5pYlXn457l4p5lag5U0QQoqSE1dhKpW7FN5mJpWorwiUFEFpKQa9ehpxK8P457Jxz6Xh+saYIwtSZZ2WJNXcUoavj898vv5cfgzxaCHz31/evTmX/7N5V//HC6vHKuqFSavHCanBFJ/CVMzSFLQinmsDFDQwuqaorWNExXU4+XVwFovk7QM/OWUXv/0i83PP9k9fGT36NdAbVVn+ceuakpJ7s50GDgVCUoM9va0N0oKdaXAwmBRHuikIFh8KJeZ0txQ29HR0T8w9Ifllc3FpfXR0cmxsSkBf2FcvLy2cbK+ebq0ery48ttEeWZxa1ry45/3U+5AuTNlee3of8iUm1vp1fXt+cUnrUamAAAgAElEQVTVzLw4Iw9LZsagyQFoii8+zZfA8CCyXpPYlnimHpqpnJyukJyugKS/gKaqwNO0MSwTBN0QTjOAp+lDqbpQqi4izQifbktmuafnRGQXwytqae/e53/oKOvoruz6VNX9qaa7p7Gzs6Gto66to66to7ats7qlvexda0FpfWpORTItNwrD8IRT7RAMa0K2fVqRZ2Z5XE4VJK8akV0BzSoHcioSmGUhqUVu5FwLfLYWOlMBy31GypdPLVRMLVQkFyiSC5VQWfJQpiKcqYfLsE/NCcwqgxXXpte1lHZ/7pyamd7eOTg9uzo7vz48Ot85OF7e3JxbXlxYkXzbWjs63Dk53T2/OP6dKddHawdLo5M95fnJgXAXdYidXLKzEtVXm+qrSfNTTw9QT/OWZ/kpM30Usnxf5AerlYXrVkTq18YaNSa9akK6jpdjD0dqD0XtO+OfDud5RwuCvfGhg9EvOz0tX0nYMSJ2NZ01EAtofxv2OSD6k1dIn3/4WERCu09gm19IW1B4W1jMMpu7lpW7wslezcgeBiePgbGDsTABANMXCe2NQVR5hNX7Rs1Qs37kV++VNCxyiiZS2ZMpnOlUzgiKvMDIXkjLWkzjzhJZE8kpfAi6/I1bgYNThYd3Y3A4ScegOzxuIBooQVAWIMRZIGEZl75Cy+lDEdvg6EFuweaQeGtuY3/jYHNjd3Fjd3n7ULJ1NLu2s7h+sLJxuL52uLF2eGfK4uqubGf/7ijQ/dpHFnem8EQSgWB+gj83wZ8RCX4zpV8892V8/vPE/GfxXL94flg4x+fPiYanxH2iid6x2a7B5daPrThyaVQC3ckdofeSZmld6OicZ2Wbb2Gda2JZ9dq1xtG99W1Id2hshaMn19Ix086ZYGieKKcS8vPjqIdyMHVdspFlqoUtWtcoQV4pXk4RoqoJUdeCa+sgdfQBGpoA7ZfhypqBT14EPJQPfaIYLacGVNaFqxsClHRCHio4/79/cv3Xn0PlVEIV1UOVNRJ1jeLU9IDqBokqelHP1CKeqMS90ASpv4RoGwU/VYhUVItQ1fCVf2H/009mf/xfFv/7T/aPfwnSUXOWf+qiqpjg+oYKSqLAkgChPgGu1kmhbmR4JDTaGw0IRgAicjJp71sau3q6vwwM/mFl9dvS8obsqXqhQDIxvrK+ebrx7UyyfChZPpRJMbO4NbXwfXJhc2J+4z815a7w+R8yRbaRITNlem48p4RK54JI9EgSPTyFFZqS4UfOcCGxrShcY0KmBo6tiueoYFnq6HRNbIYhOdsqmWmCSjdG0F5CqdpgiiY0RQ+dZoFnONGyQrMKoRW1tOYPhe1dVV0fa3t66z99aeruftfR0fihvb6to66jq6G9s+59R3nTh8Kq5vTCGhwzPxbP8kKmvU5mWJOzXzOKvPOqwKUNpKpmWnULvaoltaKJVFgH5laG0QsdKbnGuCxVHFeekiefVqSUWqhILlBIK1PH5SkjOarJHENipmNablBmCbyohlHbVNr9uWt6Zm537+jiUnpxKT05vdo7PFve+D67JJlbmt/8sXp4sC0z5VJ6JTPl+vZKZsqeZFjUUZwN90U4q0Nt5TDOylRfbaq3eqq3Cv2tcorb0/S38kwvOc5beZkplVEv6+NNGoHW75Cu4+X4g+G6Q1H7tvjjwdzY4Tx/Tzx4OPplq73xKw4pJOI20jOG4wDdPuHtrgEfHLyGA6MmEqA9gWG94bGfYhN74gAHZVU/Ckr4ONIYAjcKxczh04ZiIKJE9DSMPALEtocBP8ZAv2WVjOPp/VDcFxBqgckV4lMnKentkfHbOcVzZMY0ljqUCB+Ih3yJBebZOnAsrau9fdsiYklaL0dASAEomRcLW4CTp0EEYRJmGksfTaZ0g5O7CNS1T8Nbk4tHqzs/1rdXN3bWdo5Xtk/m1nclG39jytra/vLq3uLqrmy5VnYU6B+ZIp5alQ2V+fy5Cf7cJG9GJJjjCWeHxfN943OfJ+Y/T8z3ieeHxPNj/DnR6PRkv3iyZ3S6bWC+qYfHKWC7eLHeuNJe2eJ0XmZa2WZb2RTZvi62ti+ysqtz8iy1fVNu59ro5l9q51Fo745U042XU457rgRV00FpG8DUdeEaehg9Y4KxBVBFM0lJFaymmaSqDtXWJZhZEF7ZBCuqhGvoJOoawQzMEfpmSG0TrK45ydA6UU4j9Ge5t//+MPSZcpKOYbSmXriGDsTM2v+5ary2McbiDdbSEaBlEvRUyfOnJx4/PXL5868hSqrhGlruT56++tMf7X75yV1J3kdDxU3hicPTh27qytGO9vDQIFBYYIy/R5Sfc2KIq8wUDDAECYwsyM5ob2v92Pupb2j4D5LFtaXlDT5/5s6UtY2TxeX9pdVjmSmS5f35ld255Z2ZpR+TC5t3Y+PfTY7v//hb1bN+vLJ+/DtTNn6cft+5uIfI7d6RdO9Iunt4u71/vbV3eXh4fXx8fXYmPTuTnp5dn55dn53fnF/cnp1f30qlstasrJlyeXUzJ5kqr2HnlRLYuXAmF5yRm5SeE0ZgucKpxlj2S1ymFp6jjmOrkrn69AJLer41JduGkmtP5NrgMsyT040gKTpAohaKakbOcMvIj84rQ1XXs5pbi9o6q7s+1n/60vSl/31nd2NXz7uunnddPY2d3Q3tXTWtnWUtHYXv2jJLa3HsghgS2wtNf41mvKJk27FL/fKq4BX1qbXNzNrmjOp3jMpGalk9prAmiVPiQ8+3JmZqY9ny+Cw5St6LlCJlarFKaqkGJkcJzlJFsQ1IWW9oecGZJfCCKlpZTV7npw7J4rLsF7++lp6fS08vbncOT5Y21mR5yuHB9uHR1snpwaX06kp6ey2V3kpvbi6PzveWDpZGR5pzskBeaFdNoqsG1Vub5qvF8NOi+6nSvF+kecrRPJ+lez7lvJXP9lcqDtWoiNKtizOsTTRvxXrP1KUcjjXuizp2xJ+PJYJTiWhX0H8+1j9ekDmWgl+gUwcSEgUA6HsXv3e2HjVmr7/4ho7Hw1rc/bjGlm2hkSsszlIG5ysE8RWCGIGhp7CURQJtGU9bw9LXCelDcVAhHD+QAOtPgs+nMGbINEEyYZnB6U0ADIBhk3jyEpUxjSWMJIJ4SZB5DHkMgvyaCOmNBw1BUEI0UYQhiRCECThhCkaYAGLm4KQpOHEwHtEPRAmJaYJ07ur7j/vCmbOV79vLm+trP77tnWwcnC1s7i99O1rePFrbOFr/iykra/sr9w4W3nVqp+e/ya6Au38HgiwmJ1cmBfMyU4TjC7yppZHppa8T819EM7zp5d4+3tzEooQ3M9fLG6l4n5+IyQ8HFrwNyX3jlvHKnm1tn2/vXOjonPvKhmVoUmD1usTOqdDSga5pmKFn3uQR+M49KFXLhGbyCqmpi9LSo7+yZdk6pJha0q1eF3sHpFjYkM2saHaOGCOziGcKQHVtsJae07/+W7SOXpKJeYKeUbymvscfHwT//Jxt507Us4x9qARS1El8oRWtoJ6kYwgyMgeYWkBe2ZJcfclufjgH70Qjq0BlHe/nyh5P5N0eP3N78jxEQ9tTQcH2wc8OTx/aPfnF4pd/s3/64NXP/+ai+DzAyCDEzirU2SHMwznSxzXG3x2TFJoQ7IKM94PG+KAhMbUVRb29Hz9++jzCF/xhcWldZoqs9pGZsrRyIOvRyrKPueUdmSnTi9//0ZLb/R7tfVNWN4/+r005O7+RmXJxKT09u7q5lZ6dX15e3ZxfXP3Wo12YrqrPLqlKyy0mcguTMwsgjNxoEtsLRXtFyDQjZRum5OhTc18yiiwyKxwyy11ZRS6MQs/UPDcK9zWe/QqRZgClGGJoVlSOV2ZRXGElpu4d531bSVtndUdXfVdPY8+npo6u+s7uhs7uhs6euo7u2rbOytbOspaO/IZWdmktjlMYS8nwwqTZomgWVK5dVmlgcQ26+h2zsTW74X1OQ3N2fTO75h21vB6ZXxmRVepBy7cgcTUJWYqEnBfkfGVyoQo27wUy8wUiQw2TaZqS48ooCOcUI/IqaOW1+R+/9qysrl9c3t5KpVdX0stL6cW19PDscmP7x8rm6s7+95PjPVmeci29+Z0p+4sjQ++4mUBPtKsmyV2d6q3J8NNO99dm+qml+ygxvOWYXnIs7+eZPgq5gSolYZqV0Xr18Ua1AIsWnPd0HfWI1ywz5UQiOF8Y3+f373/p5rFpgzjUXAppKC5BEAfqdPVvdfR+7+DFi0ycBqOb3XzTdQyrXb34yVg+Gvc5CdIVldAZEdcfBxaB0TNQ/DycKEGSJRjKPIa8gE9ZwKdMoYnTOOIckTqNIw4DIXNEyjyRMhQP+BoZPYvC7NJZu8zMKTRxDI7pA8AGQIgxBFaYTBgDo4fioLMoygySLMGmzWGoAghejE5ZpGXOsnLacFRRddMuf+JwcfX76ubK+o/Fb3vzG3syU1bXD/+jKX+zqr+0PbPwXTZLvndn7brsCpWJqdWFqdXZcYlYOD8mmBkSzA4IZwfG54cn5vjjs4KxcVEfb+ELb6KhozuN2wgm1kWB04ytCuydy128Cl+7ZFvZ5dq8LnJwLnZ0qXByZxqYZppaV7u+LbZ1YeqbZxvblTl40YwssNr6RH3jbAeX2oDQSv/gbCc32iv7bGfPMv8Q1mtnjJEZycIarKkb/PBphKIyxt4BamULs7SJUNII+OU5Ws+c9cqZqGPBNH9DN3NA65iBNQwg+qZgQ3O0nWNGUBgjKJIRGE32CobZucUYvwrWNnyrrOH6XMFF/oXTcznbR49sH/1q9/SR2S9/Mv7pj3bPHrgoPPFQfeGlo+VlbOT9ytLX0T7IwynMxxkDDAOEuaMS/GGx/jhYQkN16adPnz5++jwqEP5haXljeWWTx5uW9WjHxcuydyFX1k9lc585yc7s0vbc8s7s8tbM0o/7W8y/W0u536D9nSkbP043fpzembK9f/1PTDk5uTk7k56fS8/Ob2RJysWl9PjkQlb7XFxen51f3pnS0FRU05BVUZNRVEHNKUYz8+MpHF8sy57ItaIWWDJKXrHLbbKrnYobfIrrA/OrgrmVYRmlIemF3tQcFxzLBkV7RWQ60rP9c8tAZXXkd+9z2zor2zvrZNHRVd/RVd/RXSuL9q6ats7KDx1lrR0FDS0Z5XX47OKkNI4fhmqHTDGnZtpzy4KKa9A179hNrXlN7wub3xc2teQ3NLFqGknldeDCmlBOmRM11xCbqZLMeYHJeoHJUYJlPIMy5ZFsTUKOFa3AM70wIrMEmVdBq24s7hv++u371vWNrNaTXt9Ir6XSk6urrYO9bzvf94+2z04PTs/2zi+Or6TXd6bcXh2f7y3tzA/213PYSe5YVw2KuwbtrXaGvw4nSIcdqJnhr5rhp8jxVcz0e5Ed8CI/RKUsQrM6Vq8+0bgOaPke/3aqIfWQ37wv7JKZcjE/fsDv/9H5fiCVOIhBzhLxQzHxYxEJnc6+Hxy8ujwCx5MQ80hCq2cAx8CsxsVrFIwYgycLk3GDSZDPUQkDsYDRBMhILKg/LO5zUJQkmTAJhq+SUpYJ5MHYeD4IMo8jDSQk8iBQPgjCA4JHEpIGo+N4cUmLaPwuM3OdxpmnpAuQhEEgkgfHzRPpEhJjAkUajIWMJiImEcRxJJEPwUwkk2fxacNIQl0saCAj5/vngbP55b3VzZWldcnq96Xvh8ubR0sbx6vrx6vrh2tr+2tr+yvruytr+3cHC+86tbOSHzJQpuY2778xNjGzPjG1Oj25PDWxNCGW8EVzY8LZsfF58dTSzMyycFS8MSVZ7OPtDAqmyxtKwxMznX0xmiYZhq8Krd9UOHqUv/Gocvd55x/aFBRe7xecaWWPVdchaOgzjCwJanqIp8pMPcsaV1+2uU2WtV2WnWOWnWOOg3OBi0e+s3uWo0ulf3C5X1C6zesUCyu6jQNUQzdOXplsY18YHVsQE1sLhKAtrOOUNMimNnh983QLB461M93MHq1tDNc0gOobQwxMSA5ORXGJrNAYRkgs1T8M7+mPdPEC2L4J1jdyU1L2Utd49esv5r8+sJd/av7oZ50//j/6f/oX81//7K6i4Kqo4KSi5KSj7WFu9va1ra+zvb+bHQYYBozwRCYEQOL8SWjQu/oKmSk8kfAPyyubMlNks2SZKavrxzJTfjvvs7g1t7wzt7I9t7Itq3R+x4qsn/K7Bu2dKTJKZLG5dSYzZXv/eufgZufgZvfwdvfwVvZ9e//q6Ojm75pydHx+eSU9OT3/nSnNLeVNLQUNTXkVdaz8MjwrH0DNDiJlupGzX9OK7TlVjtl1LsUNPpUt4VXNsaX1cQW1gJzqpKzyKGZhICXLFcd0SOF4sPLCC6sQVY209+2FnT01XT2NstbJfVD+wkpVe1dFe3fpu9asmnfUwgp4OjcUQ3VAkCzIrNeZRcGFlcmV9czGlrx3LUVNzSVNzUUN77g1DamV9aiSulhuhRc13wKVoQZmyEPSFRBsRXD6U0i6AoqjQ8y1oRV4pxdEcsswRTWsxtbqMdHo3v7hrVTWk5be3EqvpdLT6+vd48Ot/e2D453Tk/2T092z86Pzm4trqfTy9kZmytnu4o+Zvs/VTGa8C95di+qpwfLTywzSzw57mROmkx2syQ1Wyw5UzglSyQ9RKQpXr4jSro1/2ZBkUg969Z7gN1VPOxS8PxB174i/ns0LL+bHj3j93z409VPwQiJOQibx4wEDgeEf7N2bbFx7/MLGwclTMOyHt0FlNm/a/ELGALChRMgMmiiCJvOAcAEQMRYP6Q2ObnbzrXdwHY2O58clzMIQYgCkNyR8MDZeBEX2RcdPINAjiaCRRJAYguQnQfoiYoWJkDUSfS+raCurcJHCHAOjBVDsCjXjByt3nZbZHhTdGwXgQTBCOJ4PwYwjiSIItiMsjkegCVjZi/Ut+2Piw8XVb8vfVlZ+/H+83eVXm4u6KPr1F+yzz1pzzs660xYppbhLKQWKu0NIgoTgQYIFCMHd3UlCEuKuBCsOgSDBve6Gcz6ks2eevfdc9+597r5jPIMx8iHfMn489j7v9vNPG3uf5KZs7Xzc2f64s/Nhc+ft5s7bn88r/+yqLK29kgsiN+Xncq18qDw7uz43t76wsDk/vyGRrs7MLM3NLC9LZEsjkiXR0GArRlxaTY1LbXDxaXHyarB0ILsF4B290PbuaEePNge3+qcOlVZ21U/tSaDQNjfvDg9frDeg8alTpalVu407yTOw5rFVvaV1nZVNxSOLIiPTUlPzamu7JkfXGhuHTD2jiqf2rZ6+2caPkzX08h9Z5Vna4GJiCfBEcmJyibMrwsg8w8A0SU2vyMwqU8sk19A8XdskUV0nRdck2dAk1eQx0sYx09kzw803090vyxuQ7QtMdfMOMTV3VlZ1uKdodOHCk1s37JQVjS5d0Dn/yxOF6zb3bjspKdgo3LRWuuuipxtg8xTo6uTnbOvpaJESFQgL8UiK8IsP9ytEJTNpRJFI1Cvun5JM/6Upmztf1zY//dmUle23K9tv/8qU/6A7u/tla/eLvPCRayL/++rd4U9Q/l0cy03Z3//xsI/clMOjsy9fD/5sirz8WVqR0elYOqODQm/BkatbMbmVLQnFjaF5Db65jS7lXS71BI9msk8XBdzNCMfRYrqIce3E9GY8ohEbX9MZUdwIyK32LK4D1LRFduAz8dQyJreDLyIKRBS+kMITkPhCMkdA5AiIPxIWeR0k7OGLcCxeO4VZjcFn1zZH5RR7IXJsckodKxqBLZi0LmIJkdZIprVSqJ1UWgeJ0ognlmF7sjoIsXXogIKmp6nl2nFFKrBipYQy5cQyJXi5SlqVXladdX69Z2lzWFM3Ckdv5Iho88tzX79/k5siz1aOz86+n5x82v/24evHL98//MxT5KYcnByfnB3LTXk+3ydEF5eEO+Z46pR4a1UHGDQEGbVATFrCDFpC9ZpDtZuD1JuD1dpC1DvDtLrDdXuiDckwE0L8E3pOwAK55NM04/2s4J10cH915nBF+mViaIeKH0ClLeZnb+XnzsUl9PkCGU9dSdZOvcAwSWLaBCyJ4QWguvv1B0U8g8QIAaFj0JhhaPRIeMxoROxASDjHD0jz8qN7+o1Do1ZTMxYSkkcgURPR8RMxCSNR8VOJaf1Q2GQCYgyWygVCuQGQ0aikOXjWdHzmXnH966rWvZLaubScmcTMlczCzfyK1ZzSscT0iaRMaWbuHDJPisheySxYTs97FgXfKqsdRxUNFJTLiIz3UtnHndfPd96ub77d2vu0sfdla+fzH+/zfv/PTZFfkPyZqsinPzPzP27rzy1uzs2tz0hksxML82OzK8OSJf5Ab20rFZHd4Aesd/TAuvtiHF2Y3gFEZ59ue0+iewDFL6jV0b3A5HGdkwcvHs6KSSBBIgfTspbKagVR8aWmT3I0DKpNLWvNHhfr6JboGTZb2XQ4Otc9scrXM8zS0M5U10p7qFVn69jm5oXSM07V1M0xfpSspVvu5pbv5Biro5dmZpZvZZuirZekrht//yFCy7Dc2q7AzCpRTTNN1wj16HGcho7P9dvheqYRppZxlvYp9i5pLh5xNg5+mrpPrt3U/+VX/XPnnt65Y3vvnuH58xa3bvjq6fgb6LndV7a9c8tK8a67sWGQi1OIl3uAq72nw5N4iF9MkEdcqGcsxLu8IIPLogpEQnHfwJRk+i9rH3mP9sfFmo03K1vvVrbfLm+9+ava5+dOyr83RU6JPOTjnr8A5eTtx2P53Gd//9/Ofb59Pzo++dFP+WnK8rKMycQxmGgyrbWbWNOGKajpSC1vjSxuBRW1eVXhfJtJ/q0UQCc5BEONwJJhnQR4ew+qBZ/T3I2oR8eXt0CK6kEVTaGNXYmdBBSeWsFgd3AFBJ6AxOWTeAKSQERh84lsPpHDI3N4ZC6fwhOQ+UKyoJfEE3YzOM0EcklLZ0pJVTCq0CO3xLO0DtSMTu0iFRHp9SR6K5naSaF2EklNOEIllpDTjkuo6QDm1NkmlerHFj6IKlCOKlCEFd+LL1ZOKtNFVD5BVbmVNEE7iIUMEaZvmL+6tbJ/eHB6dnZ8cnZ8enJ6dnZ4enJwdvb95Ojb0ffvh58P9j/Ld94Oz46Oz872j4+OT49Oj758e7u2MyvitucXQuyyPbTlpjQGG7eGmbaFG7VDDdugOq0hmm0QjQ6IZhdUGxeh99MURi5gnlr+cYb5QSqSm3KwPPtlYmgF08ZLgs3lINeys+biEkQePhw7D6ajJy8wZAQGF0OiaF4BYhB0Lj5tJjppNChqLDhyGAQdAEJ6AcFs30CGTwAXFDwUHr2ckrmHKpREwQeDIqTw9Mm45L4w2EwKShgW9wyWNpWcO5NWMIcoXEgvXUCUSFMKJxNRS5nFW7nla5lFy4j8dWTxRnapDFm4klc2m5k3m5k7m5krSUEupuWsZxbK0nJWMgv6YuEMWMpoXcuLkamvO6/e7H3Y3Hy7uftxc+ez3JTN7Q9yUza23/xV7SM3ZU62++c9/Zn5rdmlHcni1rR0fWZmZXFmZW1mZWd6+cXE/GArFgdH4MJhtY6u7U6uXACQYGfPcvcmOfm0Wzp12Lr1+IDRnoB6Z8+esEhJaSUVljCWX/wCjdtp6RTEwdtdvVvt3dptXTqs7RrMzJvMLbrsHdqe2hTp6GcoqyJUVEtNHrU7u5WYPI67p5Kiqpn8QDNBWQ1lZAbT0obp6ABu304yMEQYm4TfVUrR1I1VUk3T0quydcw3s4i8owR/qFX85GmaroH3hStA5YdgdYMwPZNwI3Oo4SOglr7drbv6f//N6LdzVjduuqjct1W4Y3bxks1tBT9tHaChAdhQ3+2Bip2qiqepcbCra5C3e4Cro7eTVXSwd0yQR2ywe3Swd01prpDH5PGFveL+qSnJX/Zo5bv5P8jYerey9W55683S5uu/6tH+G1D+iSmv3x/JS54/6p0/10Enf2XK/sHJ6dnZweGxfIosj6WlRRYLT2d0ESnNGEJVO7awAZNR0xlf0RVWiQU2UoI6GcEd9KAuchiaHI0hxXfhU9sJ+S24wpbu7CZsWnV7TFlTWG1bTBsO0dWTi6dW0JhtTA6WycYx2Xg2l8Dlk5gcIoPdw2SRmCwSi03mcKlcPoUvpAiERBang0St6urOrm2KK6oAF5cFltUE13cltxPy8JQaPLmRQGwlENtw+AY0trwTl93YGVvS4JtRYQUr0IVmqwQh7wAzrkOyrkdkK8DyNZNKzDPLXUqbw7G0MuEweUwyuP1i6/D44OTs9Ojk+OTs9Pj05Nvhwf7p6f7p8f7Jwf7Rl4P9z4dHn49P9uWmfD86PDo5lJuyJRGwWnLyQ2yy3DSLPTQq/fQagoxaQ03aoUYdYQYdYTrtEO32MM3OMA10uJbcFFKsMT7Ogp4LWKBVfJpl/TTlaGn26/jQfEs9PTpsKj1FmgSfDo9iObhw7T357v50X2BfTBwXDCG7+z6DxKylZq/CM2SwFCk0bhQc3ucXxPcFsv0CuACgODx8PB6+kZE3HZko8A0RBECehSc8i4IPRKWOwVGyvOo5VPlORfsJQXBCEOxVYZdyGjYKmqfg2RI4ai45R5aav5pesJ5ZtIoskmUWzGUVDMMRYykZUmTedHLmVFzaPBy5nJw9l5g5AkvuhWcMl9UsMng7koW9tZfbm++2dn6Y8scbqd6vb79Z337zVz3an93Znw3a2YVtycL21MLWxPz6hHRNKl1bmlldHpuXCp5JyJweRF4TKKzCzrnM7Ana1l4MCBwPCZmGRvQFhpNcAS1WLjVPnEos7Ast7Eoc3ep9A4ud3QmRMF5qensAqPCxVYODa5ebT5XJkw5rm66nT9stLasNDPJUVbOUVIq0deoeP261c2ixd0hRVgX/dj5J6UGmlh5CXTvf7HHYPcUItQdJhgZJenqgGzeB12/EP1SPUb4fq6KaY/ooRUMbfPlajKJKvtnjLANj6B1l0Fv7XWAAACAASURBVN0HQfe1gx/qAe5ret2573T9zpPfrxj+66/2N+64KN53uqtse+uuzc071tdvO9xR8tfWCTM189HSdNXSCLS2jPDxCfbx8HO2d7d7HBvqGwf1jQn1ig71qasqFArYbA5PKBJLJLN/W1vbW9t8MTUlG59ckkyvzc7t7Ox9Xd/4tLrxcWX9w8r6h9WN96vb71e33y9vvZFtvPqrWfK/AeWnKT8Ln/8nU47lpnz6evxjP+Xw/zDl8Ojs9Ozs8Ojk+OTspymLSwtsLonG7CKQmtH4qjZcSUt3TgM2tQ4DayJEd9BisCwYhhaNJkejyTAMMbELj+jAFbRiS9u781sxqIaOlJqW+KaOVDQhF0MoJJBrKPQWGrOLRkdT6WgGE8vi4OlMPJ2Jp9EJdEYPk0lksclcLpnHIwmERCa7g0StweILm9rSKmqjyqsgFXXhdS3JrZhsLKEMS6jCdtdgu2u6MGWtHVmtmLTqVmhupRs8/1FklnYQQtk/8ZYX7GIg/Gpw2q3orIfwAtOMMqfS5jA8q6x/gj4192zv9c7h8cHx6cnRyfHp2dnx6dHn/S9fjw6+HR9+P97/tv/5+7ePB/ufj46/Hx4fHJ+dfTs8ODo6OD36tP9mbWOKx2xE5gVZZjirFbiqlfto1YEMmoONWiEG7RD9tlCdjjCdDqhWF1QbHa7zhymm+DgLZl6gjFrxZYb1ca73pynfx4cWmuqo4SET8ITx6KhhcAjxyVOWnavQE8AJAA3HxgtAIQRHN3FgiDQ2SRqZII1MGAaG9XqBee4Ang9ICIT0QsIHo+LG45KXUnMojj44azeObwg3ANIfnihJzR+Do5YLarer2p9Xd22UNK8UNK4WNs1lVg/HZr8oa1vMLBmLzRiLQkzFZUzFZYzD0kcTMsaTs8TRSZMI1GZpzVpO6WxCphSWvpCAXEjKms/InUEVjRdUjNa2zZJZGyOzz5d2Xmy929n5sLXzcWPnw9rOB/lPen37/cb2j/Nja5sfljffL228m195M7P0fG75pXTpxazs+czizszizoxse0a2PSfbmp/fmJ9bXZpZXZMsrz6bnSRyGAVVXTHJrcAwPDi8xcGN4gMQBoJZ7h4Cb69Os0d0d38eIIzhF9xk7VRo+Kj4sU2zu28XMLjWzavoqX3RU/sqB9cqW8caG8cKC5s8HaMSXYMyHb2c+w9Sbt5GqjyoN3/S5eDcaudQZmoWdf1WzE2FDE3tbD2DSkvrCivrGGXlkLt3fa5dTTTQB9y+ZfMv/wN6XxV6X9X38pUoVXWEoXG8mgbwyvVwBUWEtn6qpm60shr4nhr4gQ5IVdtTQcX20o0nv195/Ptl83OX7G7dtb15x/zCFetrNzzuP7S7pWB7806woTHYQM9DU83LQC/CzSUhBAwF+Ho5Wjs8MYqHBsCjAHFQ3xiIf2NtiUjIZbI4fIF4Zkb6t5X1F/NLu1OS1ZEJ2ZRkY2n13cb2l43tb2ubX+Rrb2ubP99B+3Zt6+3azqflzfey9beLa29k62+XNt4tbbyTrb9d2fqwsvVhdfvj2s6njb0vm8+/br34tvXi287zbzvPv+2++L73cv/F68NXb4/l4563H+WOHL/7dPLu08n7z8fvP5++/3z8+duJ/HXr8hP5f8Txt8Ojo7Ozb4dHByfH+8dH+8dHXw/2ZxelRDqWyOgi0Nqw5IZOQlU7vrSDUNRJzMPScnG0LBw9E09Lx1ER3ZQ0LDkVS8zsJpTgCNU4QiWupxzXU95NKMHiS7G4chKljkxtpFBbafR2Jr2LwUSzGGgGE8tkddPpWBoNQ6WiGTQMk4njc3uE/B4+r5vH7WKxmoik0s4uZFNLUkNTfGMzvL0N1dlegEWX4LtLcfhCDDa7rSOlvjWmuCYwr9Ijs9guIds0LFU9IE7RM+K6K+SyE/g315DzgGiFiDTtxByLnEqfLjJKPIofl4o29pa+HHw9PD35dnjwef/Ll4PPXw+/fPz++eP3r5++f/76/dP+98+HB18PD/cPj48OTk5Pzk5PTw5ODj4cvl3dmmbT61IKIU9Q7uqFHmqlPppVgdr1YN1miH471LAjwqAdot0J1cWE6+OijIgxJmSYGRX2mBhnyUD67XIaP07QPkhFnxZHPi2MHy3Nfh8dXO9s7QEGLCDSpLC4qfAIrqsnzcF1LCR8LCRsOiJyGBzCcHKl2DmLfACjQREjIZE8L2CzkRXezqMXFPksPGE0NmUclr6OKpHBswg27m2mNkxv0BA0jgOEbpfWTqWhJhGohdzi7fKGFzWtO2UN0oyCXkgcyTOoLyJ1KrWAAYxmgmJE4clD8UhmUOxYcm5fDGI4ETUBzx2PQ03GZs0l5C0nFcmSC2ZTs1cKyrbL62R55SPpeWOFVbtU3sH86rvlzVfbr1bW99Zfflp7/WV+68PG84Pljc/rW1/XNr8sLr1fWPmwsv1NuvJ+bP7V1Mrb2bUPktW3U8svJcu7s6t78+t70tWthfnlnVnZ2xnZ69HZdYZovL6Dk5qDB0d2ugM6HT173PyEoPD+kEiOH5DpHcD09Se5eXADAsVgiDgojOMHJLl49rh40XwCeUHhnODwJhunEhOLLg+/fGNzlKFp8kNdpI4xUkOv1NgiU00n+ppCioo6SksfrqgaefNO5M07kGvXSy2eZBkY5pqYNnu4JT58ALh2yf3yec9b1zxuXrU/f87qt1+drlwLvP8wQs8ozsg8QlM/REXd69J130s30gxMsozNvc5fdbx0w0Ppoaey+uML13X+5e/6f//t8aVrltdv2SrceXLtusWVq7a3bzvfU3K+p+ihdN9X7WGArgbokUHw0yd+Tx9DfDzBPu5PzQ1c7Mzg0aDEyAB4JDA61K+xqqRPKKDTOAJhv2R67m/L66/ml3YnZ9ZGJmSTkq2l1Xcb29/+MOXLD1N+sPJfMWX3xXc5KH82Rd46+ZMpR+8/H7//fPz+y+EPUw6O5ZrsH5/tH5/ITZH/K/4/TZkhsQhEJqaH3omjtKCJdZ2EKkxPRTepAk8tw9OKCdRCAi0PT83FUVDdlEwsCYUnVhB76kjE+p9B7Kkj9tRRKU1UShOd1sagtzMZHSxmJ4uBZjHQHBaOxcAy6RgGDc2kYzgsHJ+LF/J7eFwsl9PJYrWQyZXY7vyOzsy2jrT2jgw8phiPLiVgi/C4Ajwe1YlJamiBltcDcstdkSW2SXnmMZn6oclqATF33UOvOoEuOAScs/P71QV0OSDqHjRZLyXfvrYTRuXXTcwJV7bmX3949eHL53efPr75+PbF273tV1vP37589eHNu8/vP315/+Xz+29fP+7vfzs8PjqRH6Y9OTj9/nb/9dLGOI1clZADNkG6qeZ5PCjxVq8EaNWDdZshem1hBnJTOsJ00FC97kjDnihTUswjSqw5MfYJM8N/l93waZL+Wdr7dXn8+4rkbG3xZHpsob6GGRaykZ09FwsbBgUxnFwxT56SHVwmgyGSUMizACDT3oloZct0duN7BLA9/TmeoC5LJ45vyFh0siQeNZ2YPRKNmI7PnIlLJ9p5dlg49IdE94VED8cmLeUWy9siq4Xle5X1u6U1C5l5Q5EJ3IBQihcQ7RI4nlYoQZbN5VVPZBRPZ1eIYtMH4dmjKfnDCdkD0RnPojKk8ILV9Iql5JLpWNQ4PGMagZpD5EpTs2eTcxZyyjea0LtUzvPhifcb29tbz1d3Xsk23yysv9l5fihbeb++9XVx+d388vvVne+ru4eSlQ/jC6+nVt5KVt7NbX6cX3s9Nb8xObMskcqkc7KFSckiRyQj0Mbq2rkZ+T2Q2E6PwFZb95bHdhyfIJ4PqD8oYjgsVgCCsAKCqL6BGCd3grMrwcmF6wcYhkYK/AKxVvY9jm7PIDEMLwDDG9Ru49rp7JWjZxJ7VwV46QbSwKzA7GmCkna8okaqmn6csma8ilaSmk6MklrCAw3Q1RtJWtoRikqhdxXiNdV9Lp7zvHQOoHgboHrXT+mu0/XLT89fsL9y3fOuMuCBVrieqd89NZ/bSiAlNaiqVrS6TswDDaCCks3F686KD9zva1heVzD87bzh+YuPrl5/fP2m6eXLZleuWN+44aSo6Kqk7HL3nttdRa/7Kv46agATbV9zQ1s9DUdzI3sLY3NDTR8368QoIDwKkBQFSowCdzbWDfX1s1kCsXhEOrv4l6bI/f65ni83ZX373X/WFLkmey/3n786ePH68OWbI/lK/l+Z8uX76c/3+Miv5O8fn+wfn/w05fD0RG7Kt8MDqWyWwiFSODgKG9tDb8dRWrDkBgKlvodWR6TXEhmVRHo5kV7cQysi0PLx1Fw8pYhEqSNTWijUViqtjUZv/xnyj3RGB4PZyWR1yYPBRLM5eBYbx2Bi6QwMg4llsXFcXg+PT+BwsWxuF5PdTqHX4YllWHwhBp/fjcsn4ooI2AI8NgeHy+rGpbejYZWNwLwKt4xCy5S8R7As/UiERmiKSkCcglvYJUfgOYeA81aef7fy+IdjwEXfMJXwJLO8quB2Qt7YLH9+ZXpzb2Pv1cvnr1/tvNxd3pBJFqcXVmWr2+vbL3ZevNp99XLn3duXX758Ojw++nFH8uTg5Nub/ReLa8NkQlksEmCQ6Xo/11212Ovhn01pD9dvh2i3Q7S7wnQx4fr4CGNCpAkp2owQ/ZiVGbDLbvg4Qfss7f22MrG/OnO2tng6Obre0jSWmvy6pHQxPqHfH8B29eixdSTaOQ0DQCOAQLGXL8POkWLjwHb1EHoFcr0BAt8QhkfgRHSKDJG3klG6ll0pgedMxCKmY9NobgCaG2A2IXMwLG4pq2gGkSPLLn5d27pRVDWPLJCm5cymoEajkhje4HZrN15Y/Epp43ZNx1pV60RWyUZtx1pV61pV61xhzUx2+XhawXhS7kxakSyjbC6pYCQaMY8smEnPnknOkiZlyRB5C1nFU7mlAwXl8yT665n5F6ube5vPN9eeb66+frP7fWXx5cr6u/XnnzZefJ1dfTk2szW/+nZh7d3A2PL0/M7i0nPZws6CZHlNurIjW1+empXwhKLqZjayCBuZ2BIQ2uoB7HQHYF39Ca6+NM9Akos30xvEA0BoPiCSFwDj6l1vaUdw9+mwc+x2dmMBQHRv/zZLu9bHNkQXX5KrH8UrsNLoSZHBowIDM/h9dcgNheIntq0ewBQNkywDy5InzvEP9JI0jFBmT6Pva8O1DIMVlOM1dSHKqoG3boMU7rhfvAh9oBqjoxGupRaoeM/lyiW7C5dcbtz2U3oAfKAZpK4XqKIZqKQWrqGXoGcKUVbzu3Yz8I7S498u2SooOSurWd66a3zxstGly6ZXr5levWZy6ZLlrVuuKio+D9W97qu6KNx1UbjrrqToq6UKMNH2Nze00X5oqa/5SE/dRFcN5OcEjwalxIJSYoIy4BF4dPvw0DOBsH9waGx+/p+asr71dXXj448Hjjffrm+/+y+Y8vzVwZ9Dbsqrd4f/xJSfhc+fTfl+dPwfmTJH51Po/B46l0BhY4mMrh56O4XZTmW1UlmtFFYDhVn74wwKo4LEKCPRK2n09p86sDl4DhfH5eG5vG42B8PmYDhcrDzkH1lsNIeLk7PCZHXLv8Ll9fAFJC4Pz+FiWZxOGqOFTK0nkMrxxBJCTxEOl4vBILu6EF3YVDQusakzorTeL6vULjnXLA6lF4PUjMxUC8tQDUq55xt7zRVy0Ql42dbn/FOvc/Z+l50BtwAROogC30Y0UjxCnZobWd1a2X6+t/18b217fXZRMjz1bGRqbFI6LZXNLizOLsmkW5urH96/PT4+/pmn/G9TyqOzAgwyXFRy3O7/2ZRWiH4bVK8tVKstVKsjVLsTooOB6HdDDQkRxt0RZlwUcI/T+GGc+nFG+Glx5MvixNHizLehvjcE3CwKuZObJ0tIFHn7Mp3dmG5eYgB4GAAa9PXjubjTbR2oto4cN0+xL1gcGDIIjhKDIuaTUPMp2YuphbtFDStZ5fMpufNJOQIAdDImdSWzcCY5a7e4RpqWs5pfvlfRsJRVNAXPnEnOWkzLnU3I7A+OoXkHjyVnL5fU7TZivuDpu03Yr0TmyzaCrLx+vaZ9t7Frt65rubhWklE8mZI7mZQ3mZQzjyyQIrKlSVkLydnLaXkL6XmjqShBSuZYffMyi7c+NPpqYfntys6rxZ1vmx9eLr/a2X69sv1ydefN3MrOhGRlcWlvY+PNzPTy2uLO1uLmpmRle3Lh/fzKx/nlBbaAXVbdE5eOCYlt8w1B+4WSQRGs4ChOUAQXDKV6A3vcfOi+YB4ISvcL7vEKxHsEtjt6VJlb1z91qLeyLzF8lKtlUKRjXG5oXmVkgXP16XJwLzd+Uqhvlqdnkq1rXPrYmgCEdPlDal2A9W7gYmt3uKZZlpldroUTWEE1Qcc0ydC8wM412cQi7IFG4B0lz+u3YAaGqaYm0ZoafrduOp7/3f3azaCHGjFGZnFmT4LU9eJNrSL1TIJUNcMf6gTeUXL69YLjhcum5y4+uXnH+o7So2u3dM9f0D1/weDCRYMLF82vXbO/e89TTc3rgZqLwl27y9ccrt5wUVDwUL3nZ6AOtjTzMTfxsDK3MdU31VEL9HFIg4VkJIYmR4NzEDAKAT002N8rHhwamZTOLfylKXJWVjc+/liT3Xy7vv1uY+f9/2+myEE5ODk7ODn9acr3o8Ojs9ODk+ODk+NvhwdzS/MsEZ0lorIEFAavh8rGUdhYBgfL4mOZPAyD20lnt9FYzfIbS1RmA43VymLj2Gwil0vk88kCAUUopIp6qaJeskBIFAiJAiFBICTwBXgeH8fly4nByVlhc/AcTs+PLwrJAiGZL+jhcHFMdscfrFTieoq78dlobHoHOrkVHd+CjqlpAxdUuWUUW8VnG8aidGNQGlHZ6pGoh5BMZWDybT/YDY/Q257B9zyD77mD7zgF3PYOUU/J8WnpzqHzu55NiJc3lraf723sbi6uLkxJJ4YmBsXP+vuGB/qH+wYGRcPP+ubnJG9ev5SbcnZ2dnqyf/LtzcFL2foIhVwRmx1oJM9TSn00qoE6DUF6clNaw3RbQzRbQzTbgjXbgjU7g3XQoXpYiD46zJidDdxhN7wbJb+f5stNOV6QfB3ofdWNGYyDjYRHLMTFc908MGYWOGu7QXDoVEjYM/8ArrMb9aldj6UN2daB6+bXCwiWwhDjkfD5JNRoVNJIROoqqmItu3Ils3gTVT4elbybV7mcUbBVULldWLWUVbSeVz4UBZckIddzy3YLqpYR+RIYYi4RuZZVPIsslGQXSXLLnjd3LVU07DR1rNe1bTS0rta07DZ37jWhV8vrZrNLp5EFs8jieVTxeDxiKjFDCs+chyMXEjKliciZFNR4Ru5UWfVoTeNQY+s6T/Ti2eRO//j32fXDtVfv914vypZlSyuvXr159eLt+uL6unTl+eL6S+nqu9ml16OzO/yBdTpvAUsU5Je0hUR2AyPQHuAudxDJH8IKjmIFhdMCQ2mAYIJXANrFq8crkOwL7nDwqrdyarR2q7d2RemZVlg7Nji4F5paIh7qZGsb1lnad7l4N1o51pjbEH1B3R7+SA29LE19MihEHJ/a4BLYCYhp9ITkWbnnWrrl23immdhGqhumm9vV+AW3BkchrR1D1LTdrynYnb8Kvq+OMDWDaWgAbyv437wJVdNMs7BC2Tln2DrCza2Rdi7xpk8g6rqhD7V9bt2x++2849Ub5pevPbqpYHZLQf/yVa3ff9c8d07OismlS1Y3btopKNhev2H1+0WrcxccLl1zvXnLQ+WOl6YK0Nw4xP5phI+Ht4O1haFWgJcdMikMlRKWGA3Iz0qkkbvFYpGwb3BgZHxGOvuXpmzufJeb8mNNdvPt+va7zd0P/921z9f9s6/7P5KUg5MfphycnP57U74fHc4tzXPETI6YzhHRWAIKg0di8Ho4AhJPROYKe9h8PIuLYbC7GOwuBruDyUEzOVgul8zj0QQChkjE6u1li8UssZgh7qOL++jiPqq4j9orJglFPQIhgSfAcvkYNgfD5nRzuAQOl8Djkfh8slBIFYloYjFDKKLw+EQOFyfPVkiUBgKpHE/Kx5KQXfjUFkx8XXt4aQMgp8IZUWwVn2OSkGccl68Py9eJzNYIQ6oGI5SCkpWBsRrBMIPQBANQjLZn0H0/iE56AaCTWEjldgyOiWRri+vbWyubq1LZ7LhkdHC0X9Av4vby2VwGk0UR8FmSyZGXL3aOjg5OT09/mPL99f7L+fVREqk8BgUwzHJ/UOD1sNxPqxas1xis3wzRk++8tYZotgRrtIDVm0EP20CaHUHaXcE6naGGzCzAFrPuzTDx/TT/s2z0+/L02ZJ0/1n/Wn0dNRBAc/dYhSeLPLwbtfVrdQxY7t5TIWGDvn5cZzemvRPFxoFq7yT2BU9Fxe+iSpdSc9Yyi8ZjUgYh8AVE0WJ68Xxa4U5+9WJa7vOimvmU7N3imuWsotWc0mVU8Xhc2mwKajuv4l1508vCmuW0vMXErKW0vNnMgon03N64lJE0FCcqoT8pYyq76C2aMFdcKS2qkOSWSLKL5vLLlkqqZYWV0qyiOUTuUnr+CiJvKQk1H5cuhSGk8MwZRM5CYUVfBooOR4zXNC12ESQt2DfsgUOJbHtq+tOLvbdbG2vTUy/nF98trSz3Dg5hCDM99BUKe5VAnaxp4qZm9UTC8KHhPaAwsk8o0Q1E9ghiB4azweG0wFAqIJgZDMV6+rU4uLY7e7Y5epUYW6PUjfN1LPINrGrsvfIs7PPN7Srt3GocPMosHSss7Rvt3YsMLdJUNbs9/Im+oELDRyUmFtywKJwvuMElsNkbWu0SWOMO7gTF1HgG5dt4VnkCKz1APbDULmhchrUDVMPQ85ai67W7EHWdVAOTZF29OHVNmLp2srFplpUt0toh1eJppS8wy94Vbm6d8sQW/tgq8P5Dj1sKQE1t8xs3TW7e1r9+Q/vyFY0L57UunNe7dMnoylXDixceX7n65OpVy0uXbS5ecb1+2++Osr+Siv9DFc+HSgAT/XAXh9SwYCjA29n6URjQIxMOyU6Fxkf6l+ansBkEgZAj6O/vGx6WzE7/t5vyn+3Rft0/+3Zw+u9N2T8+ka91/RtTuGIOt4/FE7M4IgZLQGMJKDwhTShm8nupPBGFwyOyOAQmG8/i4NncHg6PzOMz+QK2UMQV9XJ7xTxxH1fczxb3M8X9DPEArbefKuojCXp7eMJuDh/D5qGZHDSLi2HzcBxeD09AFoioIjGzt4/VN8ARiekCEVW+WcvmYWnMDhKtHk8p6KaiMMTMFiy8uhVaWAfIrfbOrnZPL7VPr7RNr7RJLn0ck6cPRaqHZT4Mz9CNybCMy7RNRNnDMp6GxptCEy3zKqE4WqV4hD4x+2xxdWFlc3VpfXluSTouGR0Y6eP385l8NpVOIlPwXC51emL4+d7W9+9fz87Ozs5Ozk72T76++r4nXRsiEEoiM/x0crzUi301qwC69cEGzaGGzRC95hDdphCtlmCN5iD1JqBaY+CDlkD1VqBGB1irPVifgQzYoNe8GiK8meB8Xhj5Lps6XZj51t87U1jY7eHe/dRmIyVtwDegWdewSkuPZO88DACJPb34rh4CN0+2szvb1WM0KGINgdrLLltNz9/Lr1pMyx2PTp9Jyh2NSR+AJq2iyjZyK2eSsifjMxcQBdKU3KXM4gVEwUZ2uTQpez4p52VR/bda9Ouihrk4ZH8w7Fl00jyqcDwVOZddOJ2RM5GeLYxOkGTlT2XlTSJzxzOyx9KyJjNyZrMLZ1AFU2mozfyKdWTxUmqOLBG5nJCxFJ++EI+YiUuVIrJHkhC8GPh4TuFEfll/Zv5CVcsmljTW2fV5bnZFwKOUFI91dm1zeEO19dh4OBORxUtDClPSWVEwrG9gu7MH0RcoDoP1BkT0+kb2B8YOQRIEQZFEn8AePyA9BEoPDUd7+3d5+WN8gI32nrWWrq22vu0ugS3eQSVOXsX2Hg1egW1+wY1uAdX27rX2bpVWDoiHerVW9vVPHeut7Out7HGe/gUGZo0uAeV23lWOfi3eIW2+kGafkJaAsDYQtBUUgYtOLHX3Sza3SjR9Anqg4a/4IMHIPFnXEGlggjR6lKRjEPtQK0ZDG6ZrCDMwLvX0S7KwTnhsibBzTHxiHaZnGKih5a2uYXj1qvbVq5qXL2tcuqRx6YLWpYv6V68YX79ufPmS+bVr1teuO9687at0P1RTF6qpB1ZTD3hw30Xpjo++VrSrUw4sKjEM7OtkA4MCUmHgrGRIXIRPTRlSLKIJRRzhQF/v0MDs3H+/Kf/vZsl/acrh6X9gyuHpyeHpyb83hS2ks4V0vogp6uMIxWy+iM7l0dhcEotNZnNJXB6Nx6fzBWyBgCcUcXvFfLkpvWJObx9D3M/s7aOL+ihCMZEvInD4GBa3i8npZLC7mBw0m4fjCgh8IUUkpvf2scT97P5Bbm8fS9hLE/ZShb1UvojI4mJorFYMsRBLzsGQspu706raYksawoobg0tbQnLr/Qqa/Aua/ZDVLvEFFhFZBhFZBrHZFunF3umFfhlFvogCzwSkMxzlXt6YQGLXzS4PLaxOydYWl9aXlzdWZGuLU9KJH6bwGGQagULGC7g0yeTIi53Nr18+/TDl+Pvxl5dfd2aW+7uxBaGpXhp5PpolflrVgXoNIYY/TWkM1vxpSgNAtSlArSVQvR2k2QrWZWYBNug1LwZwr8ZY72cHP8+M7E+NfeCyx5BZGGfndjPzlbjEXk+fdkPTen1jor3zswBgn5e3yMO719OH6ehKsXMU+4LnE1IXEjIlsLTtnPJVZNEUDDkWm8EBRJLcwXOpeTuFtcKgmLFYxHBUynRi1lxq3mxyznR85khksiQu82VR/bd6zJvSJlly3kR02l5J7ZdmzGx67kRS5kJW4WZx9TNYynhy5lQaaj6nSJZfOp2RMxCXLI5JHEpIHYWnlnYh/gAAIABJREFUzyNyp2LTnkHiJsITlxOQW2m5q/CM2Rj4RES8FJ4+k4yUZRdLMnN7Y5OHU7KH0nP7c/OflZW1Q6F1gMCB3PzeTCQuBNKbnEaHRuEDQN1e/kSfAKKnH87FneLh1wsMHwXHjYMTZ8JTpyKTuQGQ1qdONZa2jY6u1OCwZjfPRmevTu9AtAcY4xnECIxhQhLaA6C9WcXSmpYBVDE5IpEenTSaVSwrr8f4gdvcfDFeAVUWNg3WDkUGZpVmligN/bLH9igji4qnbqVWjmlaplX27mggNM/SrgMEbQoAw43MYLqGKeZPAhVVXK9cj1DXTtE2yDZ+hDJ5HK2q7nfpmufFK0H37sdo68cZPYrQM4oxeRRmaAzU1A4zNgFo6+j99pv6+d+Vfz+n8vu5BxcvqF+5qHXlku7VK4bXrxleufTo6tWn12+43VUM1tSJMTKL0DYIVLrvdOOa5dWLbuqqkc4OObCo+FCgp71FVIhvQoR/RmJwfLhPU03O8BC3V8zpHRSLBvvnF2f/NifbkS5uT0s3JiSrM3N7K+sfNne+b+58X934vL71dWP7y/rWx5X1d8vrr9e23m7uftjY+7Ky9WFx7c38yquF1ddyVpY336/tfFrb+SQ3ZX33809Wtve+yk2RN1NevzuR5ylvPhy9+XD0Z1M+fDn58PXo28HZ98OzPyUpP/opByenP3u0h6cnR2en+8dHc0vzbBGL3cvg9jK5vUyOiMERMbgCJofP4AqYXAGdy2NweTQuj8Hj0/kCFl/A6hXze3uFol7eH6kKR9zH7Rtg9Q+yxf0MoZjME+I5/G42D83hYzh8DJODZvOwPGGPUEwW9zP7Blj9g9z+Qe7AEE8kZgpE1N4+urifwRcR2Twsk9tBYdd100q7SIXthLyGrvTSRlhxQ1RFK6y8Jbq6M7YKHVPcEppZ4ZNU6JSY75BU4JpVBs6vCi+qDS+oDsupABdUQ2vbUzt7SgfGWfMrkxu768sbK3NL8/PLc1LZzMTM2LPJZ8J+AZtD43Ao/b2c2emxl7tb+9+/Hh8fn52dnBx+Pv7y8uDF/Lywsz0rMAdgkOejWeqvXQPUbww1ag0zboX+eN6nEaTWCFJrBj1sAat3BGl3hejK+yksVOA6s/bNMPHVGOvtdN/B4tTBxKisrZUfE9vt7IIxfzIdCp2FRnabW7aaPibYOgrcPMeAILqtA8nyKdfVk2zrwHP3X07JXEpCzcQhZKm5vUFRbF9ob0h8jyuQ4BK4nlcpTcubTETOIfJXskplGUWzyTnTiVkjkcmryBIZomAzp2Itq/SwlfCiuH4uOWcnv/JVaf1KZuEsHPm8qGYVWfS2omk0NmU1u2Q6CckDR3BB4SPxaUOxyf1RiTJk4URcxlhkylJagTQhcyO9YAIatwhLkcFSVhLTZyPhk5EJz6BxwuDIwZgkKTJ/Ibd4PqewyuJpqanFKByBdvPsdHJjBIDJXr7dzm4UDx+2P5DrD+IFgAVAsDgobCg4csg/im4bMBuRNheXwQ2AoB096qzt6aHhw6kZeGDQYApSGJeykFc9nVkympAjQZXTY9KWm7BCRO5Ecc1AZiE9OukrifMJT+PHJpHB0NqnjsXGj6vMrWseP619ZN1i61xhblVuYV1kYoHUMUjX1EvT0o1XVQ+7c7fC0TlOUyvNxDTb0ipMVTXi4cM080fR6hpwDd2oe6pxDzSTdAyiVdXDVB4k6BtmWFgCFFUC7qv6KN33VFIJ0NIBGxo5K6to//qLyq//UL7wu+rFC/cvnFc89w/lc79oXLqgd+2q1u+/Pb55w/zSpScXL3ndU/a5q+xxXQGk8sDjroL7fUVfPZ14L/es6PBQHzcfJyt4JDAlKiA1JgABCyzLT6QS2/v6uIPP+kanxhaX5v62sLw3J9uZml0fn16RSHdX1j9s7e5v7e7/NEV+knZl443clPXdzz9N+Zmq/BNT5HmKvJ/y8s2RPE958+H4/ytTeH1cXj+b38fm97F5Yha3l/nTFA6fJjeFx2fyBQyBkC0UccR9gl4xX9TLE4o4QhFHKGKJxEyRmN7bRxeKyTxhD4ffzeJiWNwuOStsHpYrwAl6Sb19dDk9A0O8gSFe3wBHIKLyBGRhL1XUR+EJ8WwelsVH0/htRFYjnl7XTa1pIxTXdWbXtGc2oLOaulGthOxWQlYNOrmoPiKjLDCjOCCzBFhUA6toSq5uTa5oji+uiyypj6ltR7Thilgi3MiUeGFlfn55QSqbk5syKR2dkE4MjQ2I+/h9fdyxoV6ZdPLtq92zo/2T48Ozs5PTg8/HX54fvpxbEHV0ZoPygEaF/jrlAN1akEFjqFFzqGFTqG5jkHY9WL0B+KARpNYCVm8P0cJA9HHhRsQoU0KsBT8/eIvT8HaE9Hqc/WF28Eg2/X302WxdLS86hhcIYjm5TYBCJoMhFBuHNjOLKi09oZfPZFAw29GF+MSa6+rJcfPs9w9eSUW+KayZhyOlicjBsLiB0MThqDR2QIQwCLaRXzWHyJ9IyJyCZ82l5i2mFy4jSzZyKz/Udn5uwGzlV+8U1sqQxa+rWtfzKmXI4q3cyuWMgq8NXRtZJbLU3E/VbQvJ2c8LqpcR+UPQeBE4kuoNQtt7CEOiZ1Oz+8MTl5Fl47DMiZiMvhDYNAwxHBa3BM/cSEbOhsXPhScuwRCLCZmSeIQ0LWcmI3cgGj4cHo9+Yl+gqE546kRxcOd5+xNsHFqMH3Vb2ZIdXNievr0A8EBI2GhUzCQsfjo2+RkYNgFJWUzI5QeEt1k74z39edDogcQUEiiEFwWbyMwZRWTP5ZaPwLNnECWDCShBQuZ4fiURGs9PRvLhmeTw+KXKRmlRBQEIIYOhHW4+tVb2LXYuaBcvtKNHl4NroZ5RloZm+gO1LC2tElPTssePs/R0YSpKSRoaYXcUYOpqcF3tkLt3ISqK8bo64Q9Ug2/fC75xJ/a+epKOQbjyA5DCvYiHGvH6hp43brvevOV487bznbvuqg9cVO6bXbmi/C//onzut/uXLjy4ckn18kWl339RPPcPld9/VT//u9G1K9Z371jeuG5z7bqvsqrnHUW7c5fsLlxyVrjponLXV1833ss9DRIa6GrvaW+RGBGYGg1IifaPg3jAo/xzMmKzkUmpaYmIjBQcHv032eqLOdnO5Mza6OSS3JTtvYOt3f21zS/rW19/nqRd3Xy7tvV2Y+f9+u7n5c33i2tvFlZfL669kYPyz02RFz4/TZFfTvm/NEVe+0hlcz9NkYPCETE4fBqbR2VxKSwuic2hsLkkDpfKE1D5AoZAyOwb5PcN8sUDPPEAr7efK+pjifoZon46v5fCExHZfDyTh5EHi49mCzAcIY4nIgr7aL0DjL4hdv8zjjwEYhqb38Pk4jkCAlfUzRagWfwutgDNFGJoPDSF00lmd+CoTZ2EmnZcVVdPNZZch6c14GjV7T1FNW2IwlpYfmV0QVVsZVN6fUduCzavCZNV05ZS2QyvbU9vxhTiqE38Pvq4ZGx6TiKZn55bkkplM1NzY5L56UnJ6PjEs/HxgZnJwZUFybvXe2dyZs+OTg8+n355cfRyTibqxOYEFYKNSgL1K4H6dWDDhhDDxmD9+iCt2kD1msAHNf7KdYD7zaCH7SFa3VBDYrQZLc6Ckvi0vyxiT9DybpT8dpzzRfrseEnydXhwsrycHxXDBQDp9s5jgUESSDjf3bvHzqnJyIzl7PrMP4Dt6IIxeUS3dxb5+A8EhEhiEp/nlE9GJ4+EJ4qDo4XAGD4ohgeMnkpAzacXTcCzR2LTR2EZ00k5MmTp85Kmj3WY7y09ryrbFpClG4V1C6iyOVTpcCJyLAk5CkMsI0tmkrJ3C2qkiajVjOKVtMKtrPLl1ILRiGR+QDjVA8TxDxuLRYzD0lkA6ER8dj80pT8yZSgqeT69YC4ZtZyWuwTPXInNkEWlLcEy5uPSp+PTZ9PzJ5H54ij4ADBiDZbe5w7AGVvhjK1Ydq5UK4dnASC+u3evb8Cz4LDJmLjZxFRJYsooLGEoMmE0Jo3pB+208cK7BvR4BVIBIaIIGCMorMHGkQeNZgaHk/xD6KBIgldQfzQC7Qbs8AJ3eAfVOnh3+IDavYFVdm4tHn6t7n5F5k+bnT3qbJwKDR9VmFk1WDpUmTwp0NKPu34dfvtm9sOHNRaPW+ztKh4/Sn6gArl2OVzhVuS9O1GqShGqihDFu6HKdyAqisGK9wDXboFv3IvX0EnSNQy5o+R58YrfrZsgZSX3Wzcdr1+1v3nDRVHJWVnF4tZN7XO/K/3Pf7336y+KF39XuXJR5cpFpfO/Kp77h9Jv/1A996vxzWsWd25b3LzuoHAHqKkdrKnjr6Tqp6zioXzP7YEKwMw4OdAvDQoBuNj5OFklR4PT44CIGP+4ENcosHNEsHuAj6Ozk627h7ORsd7fltZezsl2JiSrIxOy6dmd1Y2P23sH23sH8v0UuSnyPVr5LHl1++NPU34mKUsb7/7KlJ892j+b8vr90X/WFHk/5c+mfDs8mFmYldc+8qqHLaSzBBS5JjQmnsbqpjO7GSz5A4E9XD6JJyALxUy5I70DTFE/Q9hHF4ip/F4Sv5fEExG5IjxHiGMLull8LIuPZvGxbD6eK+zh91JE/XTxIOuPYHKFJAYHS2V20djtdE47ld1M4zSxBB1MYTdTgGcKeug8PImBwZHbscTWblIbidZJYnaSGW1Ycl1rV3F1S1ZVA6KiMaO6Oaepq7iDUNaOL2xEI2va0mpaM+rac7p6aulcQt+z3pHJ0YmZ8ZmFaalsZmZxcko6MT07Pi0ZmZ0ekU4/W16YfPti5/To2+nJ0dnp0enB55PPz/8wBVQUZCw3pRZkUBekXw/WrQNr1gAeVgXcr/S5V+2n1Bj4oC1Y88+mDFRGvext/zhBezfB/Tw7dLI4vT88NFNdPZCYRPXwwj56MgkOXYlNEHj5Up3dKU5uOAtLgasbz8Uda2pOtXUcAgaJvIECP9BcXPpYROKzsHh+IJTqHkTzDh0MT17NqRQEw4SQhKGo1ImELGlawVpu1bvqzv120ucm3FxG8UBM2jSyaCa7dCA5ixud1BefPpyIlCIL2aBoGbJYllEyC0dtZlfNwbNlqYXLiEKmN6QvBHaGZnxrxo3DMmXIUkEonBucIIxIHoAhptMLZtPzpanZs/EZmyn5C9EIWWzGUlL2VAJyJCV7BFk0hsh7jirfL6xbhMJ7zGzoVs4jfkF8Z68+b3+xT4DYD9gPChkOjxmOjOUFhfV4AzqdvdAeYGJAOM4nlA9NwHuDGqwdheGwkYRUdhC0Lyqe7Atut3fvdPTGewF5oXHd7sBmW7dGG1esN5AUCOn09Ct/YpNn9KjSyq7W1qnV1av2qWOZmWXtE7vax7ZFOsaoB5pFuro1j0y7HO0xbq5Vj83hSveCLv4OOPdbkrpahqFenMbD0Ht3wh+oQFQU/W5e9btx3e/azcBb92I0dGFauv43b7ueP+9z6yZQRclXSdHx1nWHWzdd7ivZKSoaXL748LdfH174XeHv/1Ph3C93z/9278I5xd9/Ufz9l/vnf1O/eN7oxlWzm9ctbl63v3PHX10jTM8w2tgs3sLCV+Oh8wNlgLkJIhiYGhEGcHPwd7VJjgEiYgCZsQHJUHc4xD0R6hcR5A0NBsATYRXlxX9bXn81J9sZn14ZHl+USHfXNj/J85Q/Vmk//Xzz8cbO+42d9ytbH5Y23i2uvflzkvLPTfk5S5abIp8l/5dNkfdoD06Ovx7sT89J5PspbCGVLaSyBBQmn8jikphcApmOpjDQVDqaxsDQWWgmB8vm4Th8PJ3dzeTi2fwe+WEUNh/P5HYzuGiuCM/rJfDFPXxxD6+XwBXh5UsudDaGwcGx+T08EVkgpgr7aPJg8XBUVgeR1tRDbcCRq7GkUjy1jMysZ/IwHAGRJ6JwBCQGu4fKwJFpOBK1m0LDUplYGgNDpLZ1E+raMWWtnUUtncX1bWWtmKqunuoOQkkjOquqJbW8IaWsHtGMLsOR21l8Ru+gaHji2ZR0QiqbmVuWTMyMTc2MSSQjUsnwnGR4eWHyzfPt44MvclNODj4cfdw9eD67KOzAZAMLwUZFAbplATpVAN0akG4dSKcWpCHPUyp97tX4KzcB1TpCtXHhRsRoMyrsMTnBur8i8mVv++cpxrsJ7kfJwNH85P7w0Hxt3WA8nOnlS7K0kYRAV2GJfE8fvI1Dm5lFq4ER7alNn7cf2cqG5eQ2GRbB9wgg2rtORyVLYGlDkDhuAITjFz4ATZJllKznVXfYelF8IYPRadL0orXcqt2SxjfVHZ8auzeL6gVhCXi/EFZEwhAihxObTI9O5CakDWfkEYDQgcQsKjiyLyptGJbB8IsQhcZLUwpXURW9IYnj8cgz+sAZRfi8ov2shzePqh5LK+ZGpVJDYURwFCc8YSAmbSIuYyEBNRqSsADLflHYsJJfO5xeMFJYuVzfvp5TMQ/LmI9Jo9l7Yh89Zbl4Mp09KI6ug+BQfgCY7RvICQxhAyFEXxDWA9DuGdjkDcaExNY4+9U5+rS6+FEDw4bjUrHOXkORCcLg8L6wWLovGO/qRwsIIXqD+aHRZE9Al50bzQ/MBEHI/uBOV6/yR5YN9s7lFta5Biap9zXS1bTzdU0y1XQSbikn3b1f98Sq5olFpfmjPH39pPv3YYr3UrU0Ch4/TjfQRz4yhare97l2FaR4z+/WTdtff3G6cNH72i3fGwrByg+Cle+7X7ricukiUEUJoq3uo3zX7sZVq2tXnt69ZX7j+sNf/q7yj79rXr6s+Nuv9879eve3XxR++bvCL/9679w/VC+c07x8Uf/GFbNbN2yV7jmrKDvdveeupAxQ1wTr6nhpqFneu+VtrJ8WCkoJhwS42ge42cSH+6VG+adH+6RCPRARPplxYERcWEFmantTvYDP/d+mjEzIZub21rc+b+8dbGx/k7MiN2VjW3635v369rufQx+5KStbH/65KX9eTvm5n/Lq3eH/vSlf9r9PSae5fSyOmM7tpbOFZCafSOcS6GwcjYXtobT3UFqJlFYStYVMa6UyWmnMNjqrncxoo7I6GFy0vMChc7rIjDYirYXCbKdzujhCnKCPKOwn8XoJLD6WzsYQqR1keheNhWXxCBwBkSsk8URknojI4mPJjBYcqbYLX9KKyW3syGzFoNA9xRRmK4tH4IkoXCGZw6dw+DQ2h8ZgkumMHiaLxGT3MFjdFHpHD7mJQKzDExs6sfVoQjOW3NBFrGhC51Q1I0r/F293GdXmuvULf397z157WRV3d7dSCpTi7haCBYcQEpIQEiwEQrAEd3cNkoTg7m7FKV5FSpFS2vJ+yFrd69n72c87zhnjvGPMwUiAz78x7/+c133lYIhZETnFyaXVuU3Uxq7+zpHJ4ZnFqcXV+eWN+an5ianZkdnZ0cW50bWFiZ21+eM3e7efP919vbn79uX2+uTmbPfqYGaps6AM60xwU00AKhGBimnOShluSlluilnucgxTMoFiOa6SRR5yFX4qDRDN5mBtCkK3OcSQYcr5DOVsuuN8bujL4tR5X+9kUnI9wJkOcO6wtJ0Bea+AoUOuoGoj01ghsQwZufKnav0OTs0GxlQzqxk/MN0KUK1vOhsYOg0JpTl4UBxAg97IRTRhOzZ9Eo4t0LVqAfpNo2K3CJlHpII3qUVvUosOSAX9gWiym397AHIqJmm/uGoxI3cyOW2EkNyPje9CYadiSdSAkB5oeD3Qj+zsX2fvtRxFWookLoQnjcNxo/DoraTcjyWN7wvqjotbDvPqp2LSulG4Oi9oawCyxRPa7gF9GUoY8Q6dgWC38dmL+PRxfNpqWcN1z+huWnGvF2wKHl5pZJ0grVSsbdDt5jURGDwVhOjx8GsFuDUBQY1OoDpHUIOrX7MfIs7UrjQA2RWd2BcVXwn0yTW2JQM8qUDPBktAo6XDJAQ1AUGR7Vwa7JyztA07Qf597n61huYl2gblhqZkewDZybXA2Cxb3yRb3wSvqh4mKY9XfpauZZDwRDNG9kmKhi5WTjFMUiZIQMibk8uPmx8uJROlqhat+TxQShosK+vIzWvKxGzNyWPIxKJ974EVN6+XtIKrqJSrqISjgIDJYyZTFiYHIT4ncSE7YX4jHjZtThYdPh41Tnbphw8kHz6S5+KU4WCXYGMRfvxQ4ME9gQe/CT+6J8H8SJaVWZ6NSZ2Hy0Ze1umJsoWoqAm/gJWwiJmQgI2clJYgN0DrWQzUPxwS4GZrDgKYhwa54UO94pDuWAgAGwiMhoGiYN5EXHh9eenQYP/f1rffLq3uT85uTMysL6282dm/2D+62d69YJiytfORYcre0fnu4dmr/T8mx4x0dmP39P83U/6688Yw5dP11czibOcgvWOA2t7bTO1saG6rqW8tq20sqq7Pq6zNqajNrKxJr6xNq6pLr67PqGnIrGnIrG/Oq6cUNNKKyG3FDdTCmubc8vqMkprU4uqUKnJ2E72M3lfXOdjY3l9P6axpaquoJhfVNpc0Uita2muoXfVtPY303gZ6bwO1u7qRVvgHBEVhpFx4WiEivyyqojad3FJCo9e2tde3dzZ199B6uumdHdQ2WjOd3tTeTqa319Haqloppa0thU3NJTX1JTXkstrmoipyVkltUn5FbG5ZbE4JoagyvaqhiNrROjg2MDU/ObM4NbM4NbM0MTkzOjbePz7ePzs1uDo/uru+cPJ2/8v1+d3t57tvn28vPnz+sH2+MzHXllMU7hgDVPphSrqrYqarQqabbJarbKarVJqjcJazeCFI9l9MGc2CvektOZloOpvuuFwcvVmYPGhpboUFl1pYt9o6tFvYTLl5LvtDhlxBtSbmMSLiJHHJLCnpDkubem29Bj2jSW+/dmunZgu76YCQcX8E1R7U6xE4A8POIHDLYQkD/qgme58BcNhKdOpuUv4RseiIWLSTmLeBzxwKjhrDxB3mV53UUe6Gpi7ae09pXXt1TatFlR+p3esFFfsldXv5VaMRCauJOTRvxFxE8hQ6fik6dQwZS3YN7A4KX8SnD6PjNlPLdnNrl1KLV3PKh+NIY3hikzesyha0GkmaCIwa9Q8fhuJ6kPix5Nw9Ss+XycW7gUmqP7zMzhkjpUDS1Gnz8u0DQ9u9/Gggb7KTawPArdnNm+zmX+PkU+sSQA5AdcSl1EfEzuRXvGvu2Mwp7YKE1tm50YFejeaObXYu3S7ek2BEk61TlZlNzgv9BhtAnwuoxdgyT1W9VEu32daeAnSts7HP1jHAK6vGKj2NklXGKagmPNHEyT2JlFKOV9WMVnyKf6oRoaQaKCzuwyvoIyTiysVneu+hE7eAA6+ALbeADa+gJbeAHhObBY8QWE0Tqv7CS07JVULKXlDAlIXFhI3ZgotNn/WhGR+HHhfLCy4WLR4uNS4OORZmaWZmGTYOaXY2SVYW0cePhB8+EH50j5HRyrAwSTM9UOFgtVKQddN4ZisjbSMu4SglbSrIbyYh8lyAC2SsSwxHRkIDXWzNfN1so0P9UqMhyWE+eLhzbLBLHNwrGupNig6rLy0eHx7529rWm8WVvcnZjcnZjeXVt7sHl4yhD6Nb2dr5tL37x3WCu4cfX+2f/rspjKeh/8EUxlb+H6Yc37w9vvkfTfmXhbf/aMr51eX0wkzXAL2jr4XW1djUVlXbXFJel1NckVJYllRQmlBQRigoiS0oxRWUYgvLsYXl2MKK6LLauLKG+PLGhPJGQkldbF5FZHohmpQbklEUVlCJr2nJonSVdwzU0fvqWjuqybTyyoaCanJRfWtZU1sFpbOG1l1H76uj99XQeiob23LLGxNzyyOIuVBCuk9itm9GQXBOcVR5TWpja0EzrZTaXtvVS+nua+vopLbRW9roLfT2Zjq9kUarpbZWtjaXkptKq+uKqxtLa5tLaprzq8hZFQ0ZlY1Z1U15tc0lLfT6vuGemcXpxdWF2aWZ8ZnRkcmh0YnBwaGewcHOidG+xbnR7bXFD6/3ry9O775e3329uv305vrd+vn2yExrRiHGFuson+SiwnhjfrqrYrqrfLqLTLqLdLqzRKKtQKqDSK6LdKm3ch1YnQzVaoXrNCENxvOQr/tK3o2RT6Y7blcmv85PblVUljgA6e7eVBuHJmOzKW/fBUgQ3dquUtsoQ141TUY2RUqSZmVdraNbq2sw4wfuB7r3u3jNQ1DL8MiJgJDNyISNqKQRcOgSJn4eHTcYiJmPSNhOzN5Jzt1JzNlJzNkiZDJC2U1izoey+q3MwqOy2leF5R8aW1/XNp9Tu46b2s6aO87IbcdVzXddowuE9H541EBw1DgqdiwkZgGb9IqYOx0W1+WPHEXiRoNxc9jU6WjSdm7Fy4yCjdzSTlh4jaP3ZHDMOAQ7FoTrBke1I/CTGaWbLV27lM73tS1U36AagFuohFyGjmG9k1uJuVWBsVm1PaAB6N4JDp7GEmZikocw+L5Q3EB04hAxYzg966St66CqcTSK0AlB1tm5tLl4twM8O4HeGcrPa0xs8zQNsjT0s58bpjx5XvbCqErHOEv5WeFz3UpDs3JD03Jjy2SVZ0T15wUmlvmm1ml6psnaRngNneinL/Ca+iGyTxL1zVJMrMOePofIKiFUniGfPveXU7Hh4LPmEXAVl/VRVAWISZlx8XnIP0lwAPqrqrtKyQJExRyEhaz5eO2E+GwEefXYHmuxPtRkfaTOzqzGyabKwSbHwiz5+LHIwwdiTI9FHz8SfvxQhOmRGAuTBBuTNBuzLCuzMjuLCiuzhZSEyxMVWwlJB0kpF1l5c2FBbX4uVW4WkJk+KSoUBfa2N9P1drGMDQOTIiGJaJ84mEsCwiMp1D8OGZCOj2quqhgfG/nb6ubh4sre1NzmX/uUnb3r7Z3LrVcXW68uXu1d7h5c/7jqdGv/4/re6erO8erO8fre6cb+2cb+2fre6ebBx82Dj1uH59tHn3aPEn8JAAAgAElEQVTeXO69uz74cHP04csfScrxzZ8xyh+D5JPzb6efvn+8/P7x8vvZxbfTT18/Xn4/v/72Y3H2X4pxLvn69ivj65fvd+dX16NTYx19lPbuxta26jpyYVV9dnlNWl4JPjUbk5KNJGZBSdmBqXlgUo5vQoZrQoYrMQdEynNPLfDILPHKKffOLvNKLXAlpDtgk6xjSYC0/IDy+mgyLb21vaCVXspIUhpbShqaixtbSppppbTOCnp3Ja2rtLW9gNqVR25LLavDZhQGxae7xZIA8enOpFzP9AJIflVETSupuSOvtbuc2lPX3k/pGuyk99Lbe+htXbS2jlZaG5lKrWttrWqhVDU0VVQ1lFQ1FDW0VrS01zS1VTVSKhtaK6id5N7hzvGZ0emFyemFqan5yYnZ8bHp0Y6uNno7pbunfWx8aG5+auXlwtHhzufLk+9fPt59/Xh3cXD7dvF0uWusJj4HbokDKMcBFFJcVdI9VFPdVVJcFNJc5FKAMskOYsl2oukAiTxXuRIvpdqAZ2SoViv8RRPSYCgTetBber7UcbrYc7Uwcre1upaeNRUaOeQDrjc2b7KxGQH7D3h7U20cGl+Y5cqqZT5RTX2inP1MjeboUKCmPu0b0OfoOgj0PAgnTHlDRzwg62FxrxMyN2OSV7FJrxIzV/CkTWLWFil7NSFtMzHjKLPofV75u9yylVjiRGj0ABQ9goiYCcfPR8XPRBGmI+OWCWnLhLTXeVU76YVv8is/FNfO4hJWE9IWcfGz4TG7yZl7SenLaNxscNhUUOgiLHzIOeBlcNQ0LGI4OGwtOWMrM38qOnEkJGY4KKo/IIzmDm/2ChnCpa9Xtiw3UCfySo4yixYR4bPQ0AoD83pL+xIDs0J9k0agay8E3hUEX0ggbufkD+PiOsMiRxOSppKJg9jIXnRILwrZ4uczhgkfDUGXmll1ePiXGVllPtVpc/LJUNUt0rUmyGgW69nlv7CKl9dMfaqfpKAZKSyf/9yoycal8IVxloZejq5xjOLTEgeXCpBvmh2ABHAhObuXBsHpEXFZjh4lHoFkRESyjXOIliH8ua6jsETAE3UTNm5rPkF3GXkzdm4rbn7oM41wAyMvBUU3WVlHMRF7ESFHSTEnGWkLEaEX7Kyqj+4/Y2NS5+ZQ5+FS5WKXZXkk/vC+4L1fRR49FHz4kO/BA/5H93kf3uN98LsY80NlTo7nfDw6nFwGnFzW/EIuklLuMrJOYuJmQgLq3BwSj38HGmvHoaFomLevm3Wgtx0xGlZEjEyJhCQifOKRPrHBvjFIcC4JTyHXjI4M/G1t62hxZee/mHL4ZWfv+tXuFYOV7Z1Lxlrtzv7F1v6nfzdlfe+UYcrW4fm/mHJ4/N+a8s8OhaEJo86v7i5u7v53TaF3NtE66sitpdUNOWXV6cUVyVkFUckZwfGpAXiiZ0yycywJgE2yxuCN0bEGYQTDiATDaKJxXIZZUq5VUq5VbJohOu45LFIVGa0VQ7LJKQuqaY5rastsoRe20ksp7RVkSjGZUthELaK0l7Z1l9G6ils7cshtqXWtiVVN0YVVIemFvolZzoR0O0KGbUKmQ2KOe3oxuKAWU9kSX9OW2dBR3NRdR+mjUHtp1N62ti4arZPaRm+h0hoplNoWSk1jc2V1Y2ltU3lzW92fMXMLratlYKxnZGpgcm58dml6/uXc7NLM2PRo/0gfldbcSiG3d9JHx0fmF+dW15ffvN6/uTq9+3xy9+X93cdXX49mThbpIxWxWTBzrIMi3lE+2VU5BfSE6KZMcpYnOcuTnKSTHCSI9mKpAMk8V7lS7yd/NWW8IHS/r/TtNPXNVNvFzODd2vJuZt5KWOyIh3+bvUMzwL7d060D5N7u4ELVsSlV1MJLSCSrKpWbGtEAjrlP1brsAf0At5dg+Ixn4LwfYtoHPgQKnAwM3Yol7idlruKTd1Ky1hJTXxKIa4mpu6nZBxl5Rxn5Rxn5O0kZi5Fx82jcWnTicjh+FIIahaAW0LgFDGEuFD+JxA0HhS/jkvbT8tfiSRuJqdtJ6RsE4mZM0lggvNkK0GYHnAlAHEURTrDE05iU5eCwYX/ofGTsclzyZHjsRGj0YCBmLCiqLyCsF4rdzK28HZm7GJ97Vdv0IavwXUzSDgZXpWNc9sKoWNuo3NiS4ubZ7OI5FIJ5lZW3kZ7diULTQ1BDuJi+8AiKj+d0eGhPoN8oEkHz9IpTVk3X0i+3tG9x9W1wANXauDfYe5eZOpcau5Qau2RqWReYA5M0TbINbEvNAImKWonyGtUmdtUmdsUGlulaBnVuPg3+0GJvv8IASDEM0ZGU2hoeV+AB6YxObsbEJti5YgzNvZXUPOSVgRIy2g+ZrHgF/FSeuIhLAgSEPSQkAYKCdoICtkICVkL8FgK8lkKCFiJCRvz8mpzsz9hZ1TjZnnKyP+FkU2BnlmZ+KP7wd8F7vwrc+53nt9+4fvuN+/49jvu/ct//jWGKDi+vISePJQ8/UFTSR1bBS07BSVTEmIdbnumBDDuTh60JNsQf6uvk424J93dMigrKjkMlY8AJcN8EpD8eAY5DQwszEumUuvGJoX+aMjm7wTDl4Oh2Z+96d//zq92rf2lVXh1e/tWUtd0TBihruycMUP4bU/68f+NfTPmTlduT89uTTzdnl7efPn+/uv2Ppvz57PNPUz5eXo1OjVHaGltoVfVNRRW1mSWVqQWlCWk5YQRSYHQCKCzWMSTKAh5hGITW8YWresOU/JAq0HANZLRWRIJ+TKpxTKpReII2NELFByHjHSyPxOokZroWVoVWkePqWlLqWzIbWnPqW7IbWnOaaPmUjkJKZ34zPbOuNbGSjCusCs0th2QU+abkuyXlOMZn2uDTzGNSTPEZdgnZLilFvrlVqGJyXBUls76jrLGzprWnqbW7pa2LSuuk0NtbaW1kCqW2hVJFbqmqbSpvaK2idTX1DHX0jXT1jXT1j3ZPzo2Pz4xOzo0vrMytbq0sry9Nzk30j/RRqE0/TFlYml/bePn6aO/64vj79fHd57d3J5s3+5PvZin9xVFpgcaRdvIx9rKJzopEN+VEZ4UkgEyykywRIJVoL060F0tzksp3ky/3fVofqNEEe8EwZao4bK+35PV489EE9Wpu+G5mYi0pZSII2WphT7dzaHW0p7g69fv5Dnn4dZk4Nj43TVVUilOQKdTXKTfQL9F60WZlOwgELfnDZjwDd9DRr9Ax477QEb/gNWz8bkL6y+iE7YS0dTxxLTZ5k5CyhSdtxhJ34tNep+ReFlYth+Mng9A7saTjlPxtbNI8PHIRiX0VnboTkz7oh+wCQaaR2BVc8losaQoVNRCIHIGgBvyCe0ABQ15BKyGRhzGktzHEtUDUOiR0JiB4FhG6GZ+8lUSai4iZDY1aj4zfiEqaQ2DHgqN2s0vuBiYu+oZWcosWwnCbaOwCDFWkoZOrpl1hYE5zch8JhK9Gx48jw4ZgoUNw9BAcPYKK6AQHV9gAlqMJM6jwdi+/iZBwirtP0lOtAmObQnP7OiffZo+gMltQWwCG7BFc6wpt8QktsPGs9Q7OsXVN1DErsnFOfW4cJalcqGuW89yg1NCywNC8wgZQaOOQY+uYbgvIcnajR8VW+yPKvaETKbkN8HCSozsR4IrQ0ksCOIPVNMx5eCx5eN2kZVzEJZ3FxdwlJCy5ucy5uK0FBGxFRGyEha2EhSxFhc2EhfUF+XX4eTV4OFU52JTZWRQ5WOTYmKSYHok8vCd4/x7v779z//47z4P7PI/vCzI/kuVi0xTg1+HiNuDgtuThdxWV8pFVAEnLWvPyaDE9ln1075kIP9ITiAvx93G18nQxQwQAEiICU6Kg8SG+CXDfxJCAhFBoUiSyLD+1q71panrsb2tbR0uruwxTGHkKw5S9g5udveutVxeb25+2dy92D673Dq/2Dq/+3ZS13ZPVneMfoLx6fcEwZf/958P3N//JlPenXz6c3Rx//HL88QvDlMsvd5+//X+Ywlh+Y9THy6uRydFWWkMLrbqhubSyNqe0KqWgNCE1G4NPDogiuCEjrQMQul5Bau4Bys6+0i5+MqBAOX+kKgTzDIF9jonTCYvXDolRD8QoegVLgSCSgWjVyARzUq5nbllwUXVYaW10eR2hoj6hmpxc35raSE2rpxCryLFF1eicsqCUPM+kbCAhw5aQYUnINCdkmsWkGkQl68Skm8em2xCynVKKfHNqMGXNSTX0nPqOkqau6pbuBlpXU1t3a3tHS1t7I5Va00Kpamqtrm+pJFNr2ntbB8Z6hib6hif7R6YGRqeGRyaHJmbHltcXt/Y2N3bWF1cXphemevs6OzppXT2do+MjcwuzL1cX9/e2z0/ffL8+vrt6/fX92vXu+NFkU1cehuinH2ErF20rHe8kn+isEO8kl+AglegonewomWAnluIokeEsUwhSrPBT+zOj1Wb0KTvdRW8mWk5mO7++nPzU1T6MCiNbOdZoG1OtbalOjj0+nvOokGFPX4qOZZO2aeFzLYK8TO5zDaKCfKGGZq2uQT/AbSUQsRyAWIWhX6FjtsJjF5CRk0GhcyjsZixxEROzFUvcjU9bjYqfhUfMI6O2ccnvSLkX2WXLKNyoL3wNg3+XlH2AT32JwM4Gol/jM87TSxeCsVOQsGU0fi4Et4DB090Cmh09h8DIQT/keCBqGR2zHk5YQmIH3cF9ju4jrl7TYOgGFrefnLJBSJjHRMwhwzYj8AswdJ+LXzvQazQYs5KYMhEXTwsKnkSgpyBwOsA195lWvrpupaFFs41TN8j3JSZm2C940Ac2AcP0+8JaHEFdHuBFTMwSJq7cyK7JzrPexr3YyJ7s5FPj6N0EgvTCseNY0hguZZ6Yt55b3YkmbBeTe6OJZETEUl5pCxzThYocDI3K1DUuMDSnOLnnaunnvTAgqmnGKqjGqWpGKj+NeqpZ6OiWoG+Z6+RR649MtgbEmFjFWdlFGJpme3qhdPWAkpI2/AL2QoIOQoIuEuLu0lJ2AvyWfHw2wsIO4uJ24mK2kuK2UhKWEuLGosLq3Bwq7MzyzI/kWB/LszPLcjCLMz0UfPCb4P0HjD6F79FDAdbH4hysSrxc2iLCutw8Jtx8dvzC7uIyPrIKrhJS5lycGg8fqHKyGihIxwT7J0YGewLNgba6EC+bxEhIIiaAgPRJQPonhwYmYYJTcOiq4szertaZ2Ym/rW+/XlrdnZ7f+mHK4euvu/ufGU9Af+1T9g6v9o+uGbv5jKODf537vDr8xKh/btC++3dTvvxoUt6dXH84u2E0KacXX86vv13d3t18/4+m/HmG8NuPU4VnF5cjk6O09iZqe10ztbKOXFhZl1FcmZiehyGQwGExQAjKxM3vqaOHjL27pIOHmLOvtAdEHhQo5wGR9w5W9EMqBaCU/FHy3nApUJAYKEjcL0QOgX0elWiWkAlMK/DOKQvMr0Dkl6OLqiLL6rDlDdjiGkxuOTStwJuY6xKbaoVNNgpP0A5P1IwiPo9OeY5N0YhIeoZN1cemGEWnWcTnAFPLAvLrI8paE6toGQ0dxU1dlbTuBnpPU2d3U3tnI41W20qtbqbU1LdUkql17b3UP0yZGByZHOof6R0c65+an1zbXt05fLW1t7n+am1jZ31mdmJouK9voHd0fGR2fmZ5ZWF/b/vT2dtvVx++XRx+ebtysT2yN1pPy0DEe74It5HF2kjFOcomAOXjHGUIdhIJDlJJDhIJdmKpAMlMF9liT+WqAHUyVKsFrsMwZaIQvdtT/G6Kcr7Y+/3l1E5NZVcAtMrAgmph225jTwc6jcEgi+hQirV9qbxmrbp+nrpGsop8uZFBoox0uqJiuox8tx3wfWzilFfgiKvPpFfQEjxsKhDVAwoYhYTsEFKWQnE7saSdWNIcInIKgl4LizuIS9uLTflAzH2XlP2WkHGAI72KSNjExG2h47bQcevw6JPEvDVk7DI8egWFnwzETEDDqc6+zY6eLyMTppG4wYDQbq/gFoBPFwja4xawjAhfgCEXkaGLoZhxOHwwMHAcAp2BIpeD0SOuPj32rhOe4Hl46BQCNYRAjKJQ48FIiqMzSUk1XeVZrakN3QnU5+E/DQnpBHp3u/iO+sJfIrBzEEyfi/+0X8i7+Ow6E5dcdfNe95AmW7+0Z+bNQMhAMG4KmzKJS51NyhuMSZ1JLVzMqaCGxc3klNWjsENpOZPZBVUQ+DQpY7+wrNLRJUvXIF/XIFNNM++5TrKCSrKCSrr6C7yCSpS0YpKGDlhIKl7fHC6n5iepAFN+5iMj76/8xFdZxVlC0lFE2EFU2FFMyFFU0Elc2E6Iz4CZyVJAwFJI0FJI0FxY0EpUzFpCwlhU+AUvt8z93yV//1Xi3q9Sj+/LsjJLsTIJP/id+5e/8/zyK/tPP7H94x9c934XYHooysaswM2hycdnJixiKyLuIi7tI63oK6foJiltw8+nw8Gmxc9jqiSHR4BTY0O9gRY2puq+rmYkXHAC2j8x1J+IhhDDghLD4Sn4sJrS7L5uyh+mLK/tTc9vTc1tLq++3Tu8YpjC6FO2dy4Zecre4WdGn7L7+nL74JxBCeMgMoOYnaOLfzFl/+31wbvP/8mU96efjz9+Obu8Pb/+dn797eLm7ur2f+pT/ltThidG6J0t9K5GanstubW0lpxTVkPMLAiPTwlEhNt6B+k4uMtbAUWtnUXt3MWAPlIeEEUXPxmgjxTQR8LZT8INLAmCSHpAJUBBYqAgMa9gSTBaERH9LDLRiJBhTcoHphd5ELN9UvPA6QXgtAI/Yg4oPsMxNtUKRzLBELRQ+KfIGGVEjHwIXh4dr4BJUAxLVAonqocna0WQ9KPTzeJygallATm1YUXkuLr27MbOImp3ZXtfI+Oew7a2un83ZXiyn2HKwGjfwGjf9MLU1t7mwdv93aOdVwfb+2/21jdezsxOjIwNT0yNzy/OrawtHR7sXHx89/Xy/ZePe1eHix83BrcGqsjJgTGu6hgraYYpBIAs3kE6zlacYUqivXiak1SWq1yp95OaQM3mYO1WhC4VqdOENJgpjTjor3g3RTmZ7fw8NzKflTEQhGx3cGuzsCMbGjfZWg5D/MYg4Foj4wql5xR9yxIdbZKqYoG2VoK0VJ6aWrayCt3a7i0ufhWGXgAjxrwgfa4+Xc4+A95Bc6iobTxxF5+ygyOuYvDz8MjNyIT3xNw3CZkroTG7OOJhXNp+NHEDjV8Pjd2JTNyNStpCx63Col5jSRuouGV49DwsasQXOeCL6PUJXotJvSolr8SkTIXGjaNi6d7wgcCIATB6NiRyEoqYCEYOgoOoLu7tIK9xSPB0EGI+AD7o6Dbu6nsYhnsbm7CMwiyg0LsJiavYGArQNVJILOvZc7oTaBKCnEeErWFwbQ6gSXDIHAQz4YuYA6OnfJHttqA6Q/sqPWC/B2YWFj+HTKq19q229pnHZnRAIjbSS9ezy6lI7Mvc8n5C6nh6fm9iWjUS/ZrW0YiJaEJhLugde8Wl9SCvJje3YiOjTDX1Im3t7KfqhS90CrS046TkooTFkQJiXux8Uapajsw8ngJiUIUnQD4BD0kZEzZWM04OgKgIUFLURpDXip/bVojPmp/bkI3FQlDATEjAmJ/XgJfbiJ/fRFhIm49HlZ1F7Jd/iP/+i+Sje7Ksj+W52KU5WEQe3+f9/VfuX39l/ekn9p9/5n34QJiVSZKdVZGTXZ2L21hA0EFEwlNK3ldGyVNK1klEzIafz4iP54UAr7GCTCzMn4QL8QZa2JlrBoAs0/DIREwAMSwwNRxGCocmhAWnxoXXlef291D/1ZSXa+8Ypuwd3Ozuf2YktTt713uHn/ePbvYOr3YPLvfeXO0cXfwYGzM+bO6d7Rxd/Kh/M+Xq7fHndyc3f5py8+Hs5v3p59NPXz99/n755e7yy/fLL9+vbu+uv/5HUxjnff7dlLaOZnpXI62jrolSVteUW15LyizAEFL8A5Em7v7qdm7SNi7idm4SDh4SQB8ZtwAFgKeMA0jKHiTu4CEG9JFwDZByD5Rwh4h5wiS84RL+KBlohFJIjFp4ghaWqIsjmWAI5mHx1uEJ1ug4M2SMXnD0cxhWLRinComSC4qWgeKkg6IlgnBi0BixYLwEgiCNTlIJJ6pHpGpFpRpiMywJec6p5ZCc2rDqNlJ9Rw61p6y9v7a7j9zZTabT6ym0mmZKTX1LdROtvrO/bXhicGx6hBGjDE8M9Y/0TcyOvzrY/vDx+N3p+9cf3rw5fvvm7cH6xsu5hdmFpfmXq8trGy/397ZPPxzenL+5/LD1cWfmw8ue1e7Sarx3hKMKylwCayOFd5AhAGRj7aUYpiQ7Sibai6cDpbPd5Mt8VOuCtFrgOhSk3h+mFIcf9lV8mKJ+mKR/GusdxMeOBIeOewdVPdMqUlatMzMe9PPq8XAlm5pRdc26TGyr9PXTVJXSVZVICrKVenqlz7VqdPRn/MBH0XHb6Mhx78A2O2A7ADQVFLIajl+LiDtKzFyPjF8Jw+/Fpb5PyXudlLUVlbiMws3Cwkd84X3u4BGf4AV45EsUbg4WPuoLX0fh1lG4bQxhBRm9iMROBoV1e0EnENF3/bN389unJY3vCus+VlHm8ekj4Yn0wNCuQHi7b2BPYHCHH6TV3XMwCL4cjpuDoSd9Yb0ObiNAnw0YZiskcsoPOhMI38biTzJyltARmWqa1aaWXe4+E0HIAZ/ADmdPspXTEgq7jMJ1AH3IlsBaE/tSHfNSHcsmK58+r7B+7/Cp4Hi6O6Le3q8LHJ5nCuiERXQERxQ7e7WFRGY7ujXCUMUePgUe3vXw0FhTK3JwyFxqRpalVYSCYoW1TY21dZamRqHOiyw1tQItrURZ2RAunihhURgnX4iYTISimgenoI+QGFhazk1Q0ENC0paHy5qXy11W0klCRI/tsS7rIwsBbjthfmthARNeHhN+ASNePh1OTi0Odi1uTg1ODlV2VrHffpZ4+LsMC5M8F7scN7sUB4so82PBh/d5fvuN/eefuX77TZCZSYKTTZqTXZGd7Rk7hzYbhy2/iJe0gq+MkpuYpC2fgCUPtzE/r44Qv82zJ4koaHIk3MvJ3M3REBEAIOGCk8LAKRFB6ZFwUjg0Piw4NT6irip/YIA+PTP+hykzC9v/YsrO3jXDlN39z4wTQHuHVzv7FwfvPu++vnx1+Imxh8L48J9Nufo3U25+1I8M5fO3u6tbRn3/n01hpLOMtuX008Xw+BitvaWtg0xtr2uilNWSc8pqktLzQvFEX/9gQ1dfNQeQrANI2slLFugjA/SRcfFVsHYWswKKWjoJW7sI24NEnbzFgb7iQF9hvxA5vxBpMEYmKEI+GKuAwCkgcApw7JMAtBoYrRWA1vANeeIRLAMKlvBEiPmEivpiRAMiRIJwYkE4sUCsMDhKCBItAouVQCepRJA0sBk60RmGURlmsdkOxFLf7NqQKlpCfUcmtaeoY6C2p7+xq7eR3l5HodU0U+oaWmua2xq6B9tHp4Yn58anFyZnl6ZHp0Z6h3pGJodfHWyfX3+6uLk8vTg7Pj85/3RycLiztrG6trG6vrm2ur68vbX2+mDr6vTw/O36ydbk28XOpfbC8mgQ2lYBYSL6o0/5qylJDhLpQOkcd4Vy36d1QVqtCF1qiD7DlPG80IPe8uNp2ulU+/lId0cYZhiCnPKG5Eop5MrKNVuZjgR4dbg6tlhYdhhZNz03zH36NEtdtUTvRbH289IXL1Ll5VNk5Aac3TZR4WPe/lQbQIulfZez10QgYjEkahmN24olLmJitvGki4LK0+ySRUzMZHDYenTiSiRhDoVdQOM2cEkbUQlT8PBxKHoRFT0ThB7xga2ExiyFRK9FEJbC8d2+wYvRyXftI3dLr85raVdNnd/aR9azyzdzKzdzyxeTMkYiYnpDwil+ULKb7wQqcjsuZR4ZtRFOmAGjJnyClyCY1eDIJRhmCxPzISljBoqcCAzOVX/RYgsY9oeuRsRMwdF0V69uT3Cbm0+etknKM516e9cOr8A2kH+PH7zR1rvMyHkgIHIAHN7pHTIEjWxxC6R6Qxvd/BvcfNohyBo3T6KeUbK+UZaFdbkbqAgIitLQCX+qgVF6EvtMvRoAqLK1SXqqkvVCI1tLg/hEKeWpSggvD4SVhfT0KUFJJVFdO1zuSaCghBsHryMbux07ux0nh6MAnyk7i6uMhIOEsDbzA13WR+aC3JaCPKZ83M9ZmHS5uPS4udVZmJUe3ld8eF+ZhUmZlVnwl7+L3PtFnOmhJBuTGMsjgcf3eB/8zn3vV/aff2b5+9/ZfvmZ79FDMXYWSVYW2cePlB49fsHEaicgGiD/BKqk5ikpY8cvaM3Hay4saCwmAjLUzYrGJIbDvJzMAzxtwuGghIjAREwAwxRiWBABA0tLiGyoKRwe7pyZmfrb1u67l+v7s4uvFl7ubWyf7h9dHxzd/uhT/qj9qx95yo8DgUdvPx+8/ufrURg/f/yVsTL79vjmzYfP705uGJPj449f/lhvu7y9uLlj1I8O5fO3P/KUL9/vbu/uvv5Zt3d3t3d3DFMYv2dMfy4+3wyPj7V30mjtTc3UKnJraWNrfkUdMTkjGBXl4AHWcvZWsXeXsXeXAnrLufgqOHnJ2rlJmNoLWAHFLZ1EjGx4jW15HT3FfeEqQWFqIbjnSNwzRLQqPFoxGCsHw0pBoyShkTJeCAUgWNrWS9jag9/CncPcncXWl801mBeMlQiKkQyIEvYNF/ANF3BDcLgjOaGxUqEJqpEpWoQ8U2KxPT7PJirdKjbXObUCnFeHqW5Lbusv6his7uyp6eiuZ5jS1tFc11TT0tY0MNo3PjM6tzyzsDI/NT85tzzbP9I3MTt58Pbw7PLjxc3l1Zebi5vLmy+XxydvD4729w/3tl5tLq8sbG6svHu9c/J66+z16vHmxMEMbYKcnotyQFhII0xEMWYiWGvxWHupWHspvE8WAuQAACAASURBVI0Y3kYsyUEi1Vk2x12hLEC9GqxRF6RFDdGnIPWaoJpNSIOpwrB3w7Ufpqg3LwcvhrsHsFias8eMT1CJ/JNiReUmc8N+L+cFJHTG349uaN5rYZeuIJej8aRQ6xlJQTpPTZUoI4VmY681MFqAIuYgwS2W9oMgX7KFwzwibBKCXAmLXYyM20pMe5tdtJ2U/i6nuB+CpLj7tnsH9gUiRuCYjfiUfgjyKC1vLiJ2Iz5lOhT7MgK/iMF1e4LbQX7z4bHLuISh4LBuKOptcc23tt43FY2XlK5PlO69ioYzStdKXtl7ctv7RlpHCLYtCN2HxFbZe9JA0DkMYQkT3+0BGweHbUQkzsOxc9DIRXj0sEfQMiKcagMo0tJrtLAd9g0a8AuqtXZIf67TAHDLMTZv8w9qC4Q1ePpmWVg3ePvVuHkPIiJ7A9DtXjAaCDIRguv0hU2gsF1+0EpLxxJT6w5v/3oHQB8YUmVtm62j1+wKIrt4FpjZZeqbpmsbZOsbVVjb5BkaYOWkkp6pIIX5ImXEkaL8CGH+pOdqOBVFgpoaTvlpIL+Iw/3H1r8/cOHm8ZGQ8JKSdBYXsRPi81CQ0Wdn0nj0mw4rk4kAj7OctCbzQ5V7v+nx8pgIC2lysj9lZVHn5lTj4pB9/ED84X0J5kdSbKyS7KzCLI/5Ht3nuvcr5++/sPz976w//cT5+2/8jx8JMT8SfvhA+uGDJ4+ZDdi5nEWl/WWUQCJSDrwCDoLCAHFRGwkxTS4OgJZ6cigsDRuCRwd6OpkgwU5JUUEpUdCMaHh+fHg6DhkTEphCCCc3lPT10ebnZ/+3Tfnx7gKGKX99lcE/KWGcPz759v709t3JzYez29NP388u7s4uvp1dfPt49ZURoFzc3F3cfPsXUxiTnR+sMEBh9Cb/bsrg6EhHVxu9s4VCZ+Qp2cWV8YlpQSGRth5gTaC3op2bpJ2bJMBTBugt5wCSsnERN3cUsQCImtgJ6llwG9nwOnnJglGaiCjt8HijMIIuIyVB4BRgWClIhGhAhIQrRMLOW8TcldfEmc3EmdncnckRzOEVKuwfKQbDy8LwstBYGWisjDdGCIQUgETLRxB1YjPMSCWOmVXuySWu+BxHQoFbSnlAbi2qipbQ1l/YOVTV3VfX1Vvf2VVPo9fRO1saWuqoHa3DE4PTC5NLawurWysLK/MLK/ODYwNT89OvP7z59Pni6vb65tvX66+fb29vzj5+ePPu9dGbw529VytrSxvrL4/2Nz8cbhwfLL9fH9udbB2tT8kJsUdayiBNxcItxKJtJPAO0oyMNt5ekuQkne4q/1dTaCgDhinNIYaLFbiT8caz6bbrhb537S2tQdAKI4sOC8fm53olCgq1+lo9IMdpmF+/M6DumRZVz7jOSC/jqWLOM5VkOckkKYlkack4UdHi58+7AMABd69uIKjNDlipbz7qC92PI55lFXypaVqKSXiTU/Q6u3ASg60DgvqhIW2+kP3M/Ne5xW/zS1+lZp9X1H0oqnhXVP4mr+R1Zv4eKXMqNHIEjl7GJSxEE0ZDsTPR8cPhuMWkjB40di4lZ6esdrus5qyte620+qZ/4kNr10Ri1giONBmdQvNFtrrBesFhE6i48RD8UFDUQGDEECRiyB8z4oeZhUWOekFr9c3KXhh0AN37PQMabAC1doBucFCFA7DBy6fa3ZMSDC/z8GyAQTsiI/bKK94WV82E4+sBHnUAty4/KN0rYDYseikC1+LoWm9p2+7sWmdqNuLr1+Pi2mBqRrFzbLAENDu4lxhYVJrb5OsaxKsop2qpYyRFY57IY+TEg4R5AoV5/YW4A8UF4TKSYGFhqKhEIL+IL5+Qv6g4VFYuQE7WVUTYkptDl+mBPjuT+oPfNZge6HGxGfFxmQryqzM9Ur5/T4ePx0hESIOTXYn5sSoHmyoXuxzrY9FH98VZHklxsElwsgmzMnE/usd+7xfW3/7B8o8/AlohJiYxFiZxpscKTEwaLOwm3Hzu4rKeYjK27Lw2nDwgaVmQvKy5sKC+kICXoV5mBCo9GhUbCvZ0MgkJBCZjoalYWCYOkUcIS4kKxsL9iYSwZnLZ4FDX3ML/vin7hxeHr6+O3lz/qNdvP799/+X98VdGfTj5dnz6/eTs7uTs7uTs24ez25Pz24+X38+v7hj1I0O5uPnGqMsv365uvzMegq5vv/5g5Ucxnn0YuDBM+fz12/nVdf/wEL2jrb2LSqU3NLaUVNal55XEEEjgUKy9F0TL1U/FASRt7y7pAJJy9JC2dZWwAAgzQNE149E24TK1FwKBnyIijcLjLKOTbaISzSIS9NFxzxE4paBIKX+0sDdKBOAnbOnObwTg0Hd4bOD40MztMSCQ2xstGhApFZLwBEN8FkbSDCe9gOKU/cLkYLhn0SmWibnOWZV+hQ3QzGpwUpFHfIFHcolvTk1IJTWe1lfQNVzZN9TQN9jU00tu72ykd7Y0ttbTu2kTs2MLK/Prr9ZeHWyvv1p7ubEyMjk6t7T47uSYcVPa17u7L3e3377dXlyenZwdvz9+t3+4t7q+vLa6tLu98nZv9e3O/NHy4OZI41BNchbCFmkpgzKXCDMXjbISi7WXwjtIx9tLJjhIpQBlMtwUctwVysEatZDn9dAXDFOaYc9bUEZzpVHvhmvPpttuX46cdNP6MGHtQI85j8AeY8vap2oUc8MhL+cBb+cmU/0SeaVWHf1Oe5v0J7KZqorpKvJxEqIpinJpykopigpt9g5Ue4dOZ7cKfaPiF/qDXv4f0/PPc4o+ldasJabO4+KnImKmImLIIJ/+4ND97IKruqaruqY3BaWn5TWnVXWXDc3HFTVfyJSPFTVvc4s2ElPW4olr8cTx0Ig+GGoai6f6BnbB0TUgHxosdBAbN0pI3imrXsgpuh6Y2K2hbBbWbWZXbaWVL8Vm9kKi+6DY9sDw0bBEOiSc5o9ewmet4rPHYLHzKEKjiX3RM+0aA7NhH/Cwb1C1uW2pmRXVx4/s5TsUGUUOgrZHhPfF4edysxeK8u+mp44ra1cSiC2evt1gWJunf60doBng2gHyGvD2bbW1a7a0KtN60e0I6LZ3rNHWLXmqUaFp2O/iV6ljXq5vlqPxIl5RsdjcOEpRJllXM0lPM0CCP0hWLEheyoWPM1Be2pGTw42D24dXECohjVRShispe0lJ2vLw6D1+pPX4gdq9X/U52E0E+CxFhc1FhLTY2F6wsys9vP+Cl0dfSPApB5v844fK7CwqXJzy7Kyijx5KsDBLcLJJcLELs7JwP3rA+tsvTD//xPrzP9h//pnnwX1RVlYpDjZZVtYnrGza7NzW/MIe4nKu/GJmD1htuXjBT576qCgZ8nIbiQj5mRrlYDHp2JBopJ+nkwka6poSA0+NgWfGInPjwxLDg8JgPqT4cEpL5ehY3/+JKbv7539l5QcoH06+MTT5Acrpx7vTj9+PP/6xI/vp+u786o7Rofy3plx/vbv+end9+5VBxl9XUX6Ywpj+MP7h7OKyu7+PQmultbdQ2urrm4pKq0jZRZEJaeDIOGcIysAHpu7qp+TkJevoIW3nJmHpJGJix29qL2RgxattwmVgye8IUgoKNY6KdySkuseSADiibUS8SWjsC1jkE/9QCS+EgBtMwM5byAokaObCY+zEbgxkNndncfDndgsWDopWikjRjs02icuxiM+zjSCaIPF6mASzuHS31EJwYT26vCWioDE0vSIosdA3Pt83qyqkrAVP6cnrGCzvG2oYGG7p62/u6CLT2pvIlIau/o7ZpenVrZXdo53XH472Xu+uba+Pz0wsvFx+f3pyffvly/dvX+/ubu++f//+9fPNxfnFx5Oz48PXB+ubK6sri1vri4fbS4eb0zuz3S/7qnvK4tJhVkhLmVALyVAToXBzYay1GM5WIs5WPN5ekgiQSnORy3FXqAjUrAvSaoBp01AGrQjdZtjz1lDTlZq44+H60yn6p5merbryRl+/JkvHCYBXl75Zm47eBMh5MsCd7mhZo6dZparaZmjYZKqf//xJnoZqnoZqttqTrKcqJAX5OAnxdidgtZFxibZe8QvdSgPTZVT4x/T8PQJxNTZxOTZxGIEZgKHmcfGDCMx0ZOzXZtpxadVxadVBTuG70sr3ZVUfyqs/lFff0btOSisPMnJ3U7Pe5RTtpWSNIjBdfkGjCMwYKmIqIqYdDKOBoU0+AQ3efoNR0QM4/F4NeSIld7uodienaptUvEsqGUXgBxGxNDCGHhzdAgkfjUm7pQzd9c69yamfRhEmApDNZrY5TzRy1J5XmVhRgaA+MHQkFDMdEzcTnzBHShmKi9utqlzIzVkqzN8qK23xB/dAEU0g7zEUhurhTXZybbQHUoCuE0GwTme3VmubZnPLXoBzp51jg75hpaZ2meqLQSfvBn3LdAXVVOUnhQYGdQC7RC21andAjoNlhJYq6plyjKEuRFEerKgA5Odz4eR24+b1EhDyEhF1FxG25+MzZmPVefxQn4Ndh4PNTUXJSU7eVkrKRlJSnYlZh4tblYlJg4dLg4dLiYVJnvmRMhebMjenNBuzyKOHYixM4pxsolxsgmwsnA/vM//688Of/hfLP376YYo0J7sCB4caB6c+N7+jsIS7qIwrv5g9O5+riDj4yVOQvKweF8cLHi4fQ/08bFhqJCIK5u0FNA2Hg9LwyBRccGYsMoeAiccEhsF8UpKiqNSa/yum/GDlT1z+S5/y8errx6uvnz5/ZzzyXNx8u7j5yigGK1e33xmm/LeyfPl+9+fNYbfXt19Pzj+1d3c1kOubKQ1NrdU1DfkllcTcEmxqLpyQ6oWJsYFHGPojnoPAKk5ecrauEmYOwobWfAZWvLrmXAaW/Hau8gEIw0gCMCnDPzUPQsrxT8hwxyXbh8boB6JVPGESzgG89j7cViABay8xWx8xW19RWz9B+wBBAETYKUgEhlfHZZsnFjkll7imlHkl5HvEZLolZPum5CHyKrCVLYl1bcQKCqGgITK1PDihICCjIqSYHEtuz6T1FvcM1PQPkRmmtNLIZEpj33Dvy43lVwfbrz8cffh4/Ob47fb+q6n56cWVl+9Oji9vPn/+evvDlC+3VxdXn07Ojg+O9hmmbKzO723M76yMrY+3zbaX0AuwpEAzuLkU2lIq1EQozEwo0lIk2kb8hykpQJlsN/lysAbDFGqIfgtcpwmqSUGbrdYS3g3UHE/QTsfa5/Mzq1zdOxzdV3yCaZr6bdraY+6OPS5WDeY6VCtjip5evYZG0TNlsoVhkbZalppCiY5miqJMBD8PTkS40cKyVEeXKKdYb2bZYuP4LjnthJixh09ej0kcg4ctYgmbCamDUNQUGrtNzFiLJ63FkzaS03fTc1+l57wtLHuVnvOuqPyO0v46r2iVkLyZkHJaUPYuI3chDDsODZlDRWzGJK1G4Ych8B5/SLuPP83Ltx8K74aHDMUS2tGRL0nZS/iUaVTcAjqh1w/dAwkfROObwKHt6Nj1wupv3ZN38zvfKcPTmIT1SEKLjSNRTjlV6WmzHXAagdmMTz7MyN4gpk3h8JsZOTOExHE8oR0V2oeNbvQHT2PxG4mpXQEwuldAvqF5kYlVvoFZhoZ2vrZhyhMNouKTYm2DQi29dJVnaUpPs1XUKzT0mo2sqFaOGSpP0548LTIxJGk/z7U260LDC1wcswB2Edpa2S7OeFOzAAVlH0lZHzFJkKAIkJvPnpPbmoPTgpPbhJPTgJ3dgJPLSlQsSFfPSUHRVEjYUkxcg4lNm5PrGTvbUw42ZRYmuUcPFFlZVHm4lbk5JZgfCT16IMzyWJSdTZiDjZf5MduD3x/98tP9n/6fx//4O+vP/+C+f0+UlVWGg12RnUODk8uQRwAoIuUmKOkpJBUgqRgor+whI2crJKDPzanBweZvYlSMx6ZGIiKCPH2cTKPgHikxcCIWmhGDyMKHxmMCI5D+WWl4Or1+cKT7/4op/1WWr+9Pvxx//HJ28e3j5fezy9uPV1/Pr28/ff7KmB//MIXByuWXP64c/CsrP2Y9jFM/jJvYr77cvj89o3W019RV15Or6xrLKmtzSiqJRZUxOSWhqXmQmGTnCII1PMLAN1jd1U/Jzk3SzEHYyIZfz4Jbz4LbwlHcC6IdFgNISPNPz4dnF6PyykLTC6D4FOeQaENfuArQV9jGncPMmdXCjd/BX9YdruKFUvVGq3hjlDxQsq5wSWisZmyOPanUM608IKcWkVUVmlqCyCyPLKhMqGzMbKQXNHflN3RmVdGIefWRKaWI1BJEfh22uoVIpufQu8q6++q6exrpHQ3NlIYmKnl4Ymh7f+v1h6Pj8w8fr84/fDw+eHs4tzy/uPLyzYf351eXV19ubu/ubu++f/t2++X26vzi49v3b3b2Xq1tvFxbXdpYnd9dn9taGl4eahlvzWvNDkv0Mwo2kwy1kAy3EIu0FGX0KfH2komO0iQn6RSgTKaLbFmAOsOUVoRuE+wFOUiDgjZbqow56qk4naKfjXdMZBCrXdwn/GBnUfHtmgZ1Kiothi+q9Z5W6j0bcHXoMTPNk5LKUZTpcLIp1nlGVJDIVlOOFuZDsDFjhfiLtV9Q7R3K9Qw7gK4UO6fXCaRdbNxhHGklLHYNm7AWnfiKkDqLwi6F4ydDIoeCUO3egQNBIZMY7AgybC4KP4IMm8XGvUrN3kxKHUVgptFRe0npu3HJL9HYlVDsZljMWih2wi+oy8Vj0Mt3DhGyhA6bQ6IGoLBGb+82WPBUJG4CGTEeiJoMxIyAQ6dCY8ci4qnBmKGE1I3y2u3S+re11NfFjcNI3Dg0tETHMEX5aYu902Rw6AQ8dA4duUdKH0OGjaHCp8Nxc9GEUlsAzQ/SjwrrgYXQvYP6AkPKLBwLjW3KLOy7/KBDsNBmF69yc/syM7tCI4tWV68SU+s8fdNiE6tiffOCp1qZcsrNFjZl+oaFBnqpWuoIcZFGP4++KEyxh2tVgB/e1KQ+GJnn4hn6TCdCyxD5RD1IQclLXNJJQNCGl9+Sh9eMl9eUj1+HncNWStpH87m9tLwhr6CJgIgeF58uN58aG6sKG4v844cyj+7Ls7Ko8HDJc7GLMT8UeHBPgOmhACszHwsT5+MHzL//cv+Xvz/4x//6H0xxFZDwFZNDKKlDlVQBwqJm3JxGfDzavNwIW+uqZEJ6JBIDdvcGmETBPUi44LTo4HQcPC0aERviF4UCF+QkdXSR+4c6/09M2Tv4dHB0+dc85c27m3cfbv/anvylvr4//Xx8/pmhCaPOr28ZfQrDlE+fbz99vr24+Xrx5cvl7e2PNxsw6kdey2Dl8ubLD1PenZy2ttGqa6tq6iqraovKqjJLq0hltYTCyoisYhghzTU6yR4VbQIO0XIPUHEASVs6iZnaCxla85jYCTqCFKBos5gkT2IWNLMAnVcamVsalpIDxSYAg9C6bgEKtu4CZgBWQwcWBx9JD6RaULQuIs4AQdAPxmsHRD4DIRX8I9RxmQ4ppX5ZVYhiMq6YHJdbHZNfk1Rel1PfWtbcUdXaXdHUXdTQmV3SHJ9ZFZZSjMyuiiytJ1Q1pTRT8+mdle0dtdS22mZKQyu9ZWp+8uj94enFyafP55dfrk4vzt6fniyvrS6vrb5+/+7s4vLi880fs7CvXz7fXJx+PNk/3NvYWl9dX15fW97eWNpZm91cHFroJw+TsxrTQgje+lATcZS5RISleKSlaJSV6A9TiAApIkAqHShd6v+sLkirHvri/2XtLYPaXtS23z1nzvvstWq0uLu7FS3u7u6WkIQIcSMkwd0LLS3uHtzdAwSnlAp1d6NAy/mQtVh91vus/c45c2auySSZycf85rrlf92dGOu2WPM2hEkX0eV2S8arqabPayOvpnu64wnp5lYdLr5bAPi4rVudplajqUGFqXaZqc5okPe4u1uFtvZVLVWGp1OVlXGxgVa2lipFSpQmLx0nLZ6nq8OMjZ0Cghlevp0ePntk6m0S7UFi5hqa8ji1YDmWvIlPuJeYvUfLGI6CrZMSu4IAkzGYAQBsGBTbGxUzBsP0A2GTsfhlEm0kGj4fS9ijpW/i4lkI/DaSuB1LWAHApwMj5kIAqxD4HRzpDoG8DIVNgUAtYcGL1LglEnEFhd9Ck1bh+E0cbS8pexxDnk5I2S6rfNzaebeykZlZNEZI7AVjB4DQAiPTJDXNaifXIQBkCACZQWDupmaNAGBMNHkWjl9EkbuDgUwMhYWnrROT+8PhExB8fzicEQQeBeMmEeRVSvpwDG4QipvEUruAsSPouNrAqDYgvBOCuuHiVW7pUKJvdMPc8pqFeaW7c76NOUFbrR4QWgeKLAsPqwGD8n0CRunp5WExxX6AslAI3co+3tIaY2QKVNfykZF3FZN0lZZxl1e0FhZ1k1d2k1f2UNZwklWyEpVykJS3EpXS4eXTFeDTFRDQ5ufTEuDXFhbUFBFWFRSQusQhyX1JgpdbjIdLkJOD98JZzvO/c5/7ne/cGaHz5yS4OJWEhDRFRXRFRM1FxZ3EZULkVSPl1MBKWnB1PZCqpr+svIeUhLOMlI20JMHftz47LZsYiwEGRvk5JOCAhan4klRCYSImmxJLRUbRCLCqsvzR8a6J6aHV9bX/33q0fzZl/6Yfr99/f/vpOzvHgK3T2odd/rCZcoqV0/WTU5PC/i+dMuXw58nXw6Mv3w9fvHnb2dvT2NzQ2FJb23Czqr6gujGntiW9oiG+pBKZVhCSmO1HTHSBE82j4Ab+QA2vECW3ADkXPxn3QPkwiD6O6pGaB8gphhXdxJZWk/OuIVNzgQS6VzTSNCBK3T1IytlPxMFPNBJphKS6UDL9qDm+8dlepHSXWJoFAGMQjTOm5/kXVCJKG8i1jIw6Rk5Fc1ZFU359Wxk7tYAxWM8YquoYulnTmVdSl5B/k1RSTSurT61tzmlhXO/uq+odaOjqaejsaesZ7F7dYr16//Lz90/fjr8e/Pj+8dun958/7d69s7N3+9mrl+8+fT5lyuHx968HX16/fXX/wb2d3e1bu5t7t7fu39l4sLtyd21idax5qrWoJQ+dArBBOCri3JQp7krx7grx7go0T8VkHxX26CfTTzk/WK0qxrgx1rw51oyBtmqNNWmFG3cQnTcb055PNn/fnPg03z9AwedYWPR6Bd6D4yecvep19DpsrRpsTK8ZaDNc7Uc8PBg2dnkqSrWWxrXWprW2FpkaynQFmXwDHZykGEVBlolBM5HoYmPTdg/vW2Tao8T0B4mZD5NyFqH4aSDyYVLucix5i5C4iqWu4+kraMq9lNypGMwqgT4YCd2mpo0AEdNQzAICOx4Vs4aN20/I2ECTF6Jjl0Go2VDITGg0MyLmDjpuHx+/g0AvRgAHvX2HgoJGwdFPCgu2yJR1FG4PH7cUjVhHkTbI9D4IfCe/6FU74+fk9Mn0wk5haXsElBEGztY3pimp0pXVKh2cJ2PgK3gSe+1tHo7ZItLWcdSRcMjDlNxtEn0eghkIimYERI9BiMuktHl8EouWPYGh3SuquF9cxcos2i+vn0vNZWYW9hKom8Vlt0qrmsGI9tCojuDwDMMrcWpq15wdbnq4ZliaZtlapFtbXPfzue4fcNU3YCYl85p/eBsc34khJzu7Jbm4kGzsgJd13MSlrAWFHCSkPJVVrITFrUQltC9y2ssqOsor63LxmYlIGPAJqXNy6gjyGYqJ6ggLqfHxKPNxqwkJaoiJiF+6IMF1UYybU5jzIv/F8zznz7CZInDhjPCFs1I8nMoigtpiwnqiImZi4o6S0gHyKpFKmgAljVAZpUBpuQA5BT8FBRdZaUsJEYyve1UaPQkFgoZ4hnvbJhNjrmfF3ciMK0rCphOhRFhoPC6murJofKp/fGZ0dX3tX3f2X+zdf7629WB9++H+o89Pnn/ff/jt0ZPDh4+//6UnB6e7+U+ef3/64vDpi8Mnz78/fnbw5Pn3568OX739wRY7w+3XxwXfffjx/tPxx88nn76efDk4+XJw8vX7ydfvf73/dnjy7fDk4OjkO3uJ9s80JvbE5+jkb/rJjrk+Pjl58uJ5V393U0t9fWNZdW1xbUNBfWtebWvqjVpiYVlMSmEwPdeLkOKIoFhEY4xC4TqBIC1/oIZ7iEIEwgCX6ELP8U+/GplfFlNYAcu7CU3KC8MnekIJNgCUcUC0lluwvHeESiTCGEf3T8qJKSwjXKshFlWi0q8CiMmeUKIVEGVGSPLKL0NUtyU2dec1dhbUdxTUtV1tbi9rZVQxemp6hpsGJ1sHJpq6hmraestLqzOvV2WUVqTfrMqsqi+obylpbi9r6aiqbaruHepZ215/8fblp4PP7D2U45OT1+/f3X2wv3v33tOXrz59O/h6eHRwzJ55Hb779PHZq5cPHz+4fWd3c4t1a2vl3m3Ww93FO6zRtYmm8ebcyuRoargp0lUJ5aoY76VC9VSheqrQPJXoXkpJ3oop3krpPooZPvLXI3VqocbNKPMOrHUj3KgRathBclmsS94fqT9kDR/O9C2lxvdFhG0gUBtg+Jx/SJedU5muQYWx0Y0rRk32DnPhgEEP7zZrmw5bmzZb63ory3JLsyJTo0QtNZSMBFpWss7Xex6PGwJBOvyDZsCx9+npz9LztwkJXb5h0yDkKoayQ056llm0RUyYh2JXUOTH6QWbxIRFBGEBjl/DUR+l5a+giAsg6DIYzoyGbqKIwwGRLU5eCyDMeARsIhI+B0YPBwKHg6ImgwEzYaAtJI4FR91PTNsiUzfxcRtIAguCWo8lrqHJk5DY5oBgJjXxuLf/ZG3jpGdgjZ4yGAEZjYRmqOvWObiOhANnwPBlJG6DQJqFIBg+fsxY1A6J0untNwUE36EmLEBhJVdMeoPCmvzCJ7H05+VNzKScF3XtQ+TEZy2dzMJrK9fLXvQNjmbmbFbXtZAorLLKpz39XfEJC9n5MymZ6baOtCsmZd5+yQYGRGXlhGKUagAAIABJREFUYhvrNH29PAuzfFubbFvrXBeHEl/vfB+PRCf7VG8vjJUVwcEBaWnpKC5mJSzopqBgLS7mqqzsqKhgLCaiy8dvICysKyCgzctrKCZqKCGuzs+rzM2pKsCrJijAbs1qSolLcHGK83CJcnMJXbrIe+HcpXO/Xzz7G9fZ33jP/5cwx78luc6pi/EbSIpq8XHr8PE4y8v5q6r5yCoEKqr4yio4CAh7SskGKKpYCfNfEbxIBfiVJuHTcBBwoFuEj0MSLqY0i1qaQb6RSc6JR5DgYbQ4ZGXV9b6RgZGpiWXWyr/27j+/fe/Z6ub+2taD/UefHz87YD+U/ODRwV96/I2ddfDg8ZdHT7+xUXIq9nXBV29/sPOrf2HK0ZsPx+8+/Hj34ceHTydsrHz+9gdNfuXLX0w51Y+/Bsn/O1PYg9XHz5919nU1t9U3NJXXNZbUtxQ1duTVtaXcqMXnl4OTC4Ko2R7EVCdskj06wRYRbx2NMw6F64XE6MQQLEip7gm5/unFITk3IrNLI9KLQ+g5PiiqLRBtHArV9QNo+ESqhcMNUBSP1BzE1Rv0mqbshvbsmpaU61WEjEIQJcUfhrPH07zT8qJv1MQ3MXI7+ko6em+0dd1s767o6K7u7q8fGGkZmegYmegYGGnpGWhoarvZ0FJa21hS01Bc21hS33y9oaW0oaWsrrmmZ7Cbtbn69NWz918+vP/y4cOXz1++H7z58H7/8aM7+w+evXr96dvBl++H345+smde7z9/ev761f6TB3t7u1ubrFtbS/u3Vx7cmttbGVobqx9ryipPBFBCryBcFVGuinHeavFeKjQvVZqXKt1Lme6llOSpkOQll+atUByhXQm50hhr2o6xaIBdaYIZtJNd1ttzHkw0Ha0MfRlsmcRAW73cpsMj+lw9Rjz9uhxdK6+Y1lnbtji6dnn4TIYD+j18Gk3MOq2te51dejzcG5wc84wNiEpyEHGhSEG+Kl+vW5mZawkJfeHAWSjqQXLW45ScbVJii5v/YEj0UixxHUfdo6atYeNXMZRFOP5eQuYGnraGjd/A03YpKU8zCjdx8RsIFAsCXQZDdwlxs0DoSDjkbkLWXkLOCpa+ik+cBqNnIOg5MHoKAFtHEVaQuGUkYQIAHQuNHgsGTgZHL0HQa0jiFBgxDkMyyfELcfFDMfAhEJSFpzxIznqaktPo5F7v4NrrH7KCxLFQ2JGwyMHgsDkIbC+e3ujiMhoJeJKRwcJgGl1cOry9e0LCR6DYhbgUZkL2HC3tVnH5QmbeTkXtSFrG3ea2BwzGQGoGq7JyMC3zfnv7nea2WhT2XlPboxZGbTQ03tg8y8o23dA4XkUtTkEBKSxElJUmqyhgVeTQGgp4fU2UnjpAQwljZRGlrwe3MIeambrISttLirsrK1mJidpKS9vISBsKC2rzcusLCV0W4Ffn5tIWFLgsIsQOMVDk4VTg4Zbn5Vbk51USETxliiDnRW6Ov5hy6d//Ern4bwX+i9oSgsZyEvoiAnoCvHay0j5qaq6ycs6SUg4iYg4iYl5yCr6KyrZiQlYy/EkQ/5IkbAoOHBPsEeXrQkeD8hNxhXT01WRsJhlKjA1PpOKq68oHxsYGpyaXlln/un3v2e7dp6yN+6ub+/cffnr09I99/L8Kn4ff2NdO9x99ZutXt/L0xZ8ps2+O/0emvH1//Pb98bsPP95//Pnh849PX/9OllOm/Des/Pg7Vv58/XHKlIdPn3T0MGobyqvrr1XVFdU05te2ZJU1JBSUodKKIug5/uQMd3yKMznDnZbrE5ftg0p0jiFaIePt8Umu8ZneiXl+qVcD0ksCkgu947NcSGkOUJJRCFTdD6DqG6UWEqOLindKLQBdr0isbynqHqzoGy3vGrzW1Jl1oyYutwQenxJMTQ1LyQEXl8U1MfJ7h6v6huu6+mvY6XB9Qy3s8x3j0z2jk13D44y+oZauvob2rpqWjsrm9orm9orG1rKGlrKaxipGb8fCyuKDpw9ff3jz9tO7d58+fvr29e3HD4+fP9t//OTFm7cfv377fPD96+GPo1+Y8uDpQzZTdjaZ93eX93dmby8Pro7WDden36BFkIMN4C4KaDclio861Vud7q1G91ajeylTPRRorjJUV8lkD9nCUI2bQL1q2JVmlGkdzLAeatgR57renrM/Un+w0Pems2YgJpLh67kEhnTYOXbaOXc6uNzQv1Jlbtnp7t3l6TsUEDLo5ddibtltazvi7TMZGtLh5ZlloIOQEIkU4A7j40400B2EwRYIxCEAhIUl7ydlLsFxoxExpaZ27Z5BbKbskJP2qGlP0gtWUOQ9atomgb5FTNgk0DcJ9D1qGgtJ3CWRWXDEYgyUhcJOACBzCPy7a1VfqprupBXspResx6fcScnepqVOxSDnYMhxMHQ4CtIfEjUWDl4AI9eguB1UHAuG6w+ImIVjVin0RWJcT1T0QCRolRB/Ky6RCcPWO7jW2jkOBkfcItM2CZSh0KjhMMAmgbJDprV6eq/iSCsYXKund7m17RIWNwqCzaJIsxhKcwBgBEmYJNC3864upuV044lvOnt3bpR1E+IG6QntaPydyur14tJOHOlt78Czlrb2WHSmjX26iUWagVGS1mW0uHiKlkaKjhZVUx0pLwOWkwApywFV5YIVZKIua/kqKgZragRrathLiNlJiLkoyFuICFuKi1tLSxmLiegJ8huLixuIimjx8WoLCqjz87KZIs1xTvoiBzsUUpqXS4KLU4ybU4SLU+ASB9eFsxfP/sZx9jeus7/xnP2/ZPk51ER5tcT4DSVFDEQEDAX4LCXEPJWV3eTkrYSErQWFPOUVfJSUnSQkLYX4nFTEU2FBxYmYZCwIHuYdHeBOQ0VnUmKzSNBcKiIVDyIhI1ITSfVN1UMTE38x5dadJ6yN+6yN+/cefHz45Ou9/S/sQKa/9Oetn/sPP93d/8C2M6dMYR/Z+ENvfo10O3rz4fjNuyO23r4/fvfx6MPnHx+//Pz09eTzt5+fv/38W/lzqtMw2l833w5//sEU9mB1//Gj1s628trSspqrlbWFlY15FY3p16opmcVQek4YKc2bkOJOTHMnZ3nT8gNphUHkLD9cijc1O4iWFUDL9k3I804q8EoscKVk2+BSTFEJV6JxmoEQRZ8oeX+gBhBlRs0MLKrA1zUXMnqrhieax2aahyZqu4duNHZkl9fTi24Q86/hCkvJ5bVp7d03B0YbBseaewcb+4dbB0bah8YYo5PdEzN97DNjk7P9Q2OM/uG2noHmzt6Gzt4GRk99e1dtG6Ouorasqb1xbHp8586tp6+evf7w5v3nT58Pvr358P7pyxePn7949e79hy9fP3799uX7MbujxK592D5lc2Nle2Px7g7z3tb0LWb/8lB1f3VyMTkY768Dc5ZnM4Xmo0H31qB7q9E8VShu8mQnKZK9WKKbdG6QakmkdjnIoA5mVA3Rq4caMihuay05dwaqP013Pm+62RcdNhQefAuL63Zybbd2YNg7F2poX9M3bHf17HDz6vUJGAsMabWwajUz63RwHAzw6/DyzDXUw8lLw6XFIgR4Q3m5sk1NGWHhjMCwOQT2Lj1tFhQ7D8X2BwEW4fhdSspSLHEuBrOMJK1iKGvY+FtxyTvkpG1S4gaexrYqt+ISt4mkNSxmBYkaB4LafAMm4KgXJWXvKur284ofFF5/VHj9S13zm7LKFQptCoUeAkEGo2P6I6InQfA1JPE2lrpPTNpGkkeDAJNA2AISv4QjTyOxs3DMCoa0ho1bQeJytPSaXdwXoMh1HJmJwEwAIMMRwMGwqFxdw3Jb5xoXz3wj8woH13ovvzFo7DKJNocgTIBRVY4+3WGg9mDgNC6uAwirD41cScvuQ2KaAZDq4LACZ49hHLETEtsJRWxfLe5GY/Jc3Ipd3Ats7OiaWqna2kkaGkVmJml6uhg5mXAhgUAhvlAp8VBZaT8piQAlBVdJSTcpKScJcQs+XmsRIXtJSRMBfjNBIWtJSTMxUUNhQXNJKWNxcR1+/ssC/Co8XKoCvArcl8TP/y554bwiP6+8AK/YpQviPFyi3JwiXJz8Fy9wnj9zyhRhjn+rifJqSwhqi/BdERc2lRKzlBR3VJBzkZPzUFKyExO3F5fwV9fwUFA04eE14ud0UZNMgwcXJ2JScGBEuA8o0IOOBmXFIzOJMVlx0CQMgIAIS0siN7XWjUxNDU5NslbX/18z5c7992w7wy582Exh51c/f3X4/PXB89cHL958P2XK67eHbL15d/T2w+H7T8d/Y8ofR9f/O1N+zbg+XaVlM+XL9wN20vXdB/tN7Y1VDTcqm67VtBTXtBVVtmSW1FAziuHU3AhCmi8p0zcu25+SG0jJDY4vCKUXRiZeBaRdjU7KC6Nl+9Jy3Gm5DpRsC3yaPiblMpymBsQrhsDlAyGKYTAdBNk+tSC6tDahtbOsf7h1YqZ7ar57fKZ9aKK+a+BmEyO/ujGrpim7riW/hXG9e6B2YKRlcLR9cLRjZLxndKJ3fKp/YnpganZoem54Zn5kdmF0dKJ3eKx7YJjRN9jeN9je09/a1dvM6G6uqC2rbarp6u+eX164fX/v0fPHL9++ef/506t3b5+/fvX89ZtX796//fjp/ecvn74dfjs6/vj12+v37568eH7/8f7t27c21pe31hfubC/e2ZjcXuhd7K/oLqcX4P3R3ppQJzmMu3Kcj2a8rwbNR4PqrRrvoUx2kSU6SOBthOkukln+SoWh6tcjL1eB9SuidWti9DviXDfb8x+PN32aZDysKe4Fhg6FBm0ikAxbx1Zr+zY7pyLNyzeuGHd5+rZ7eHf5+I8EhbRaWVfq6t64rFNtaV5ta5NvZJCgrU69rA4SE/a9cJampdUcENjoEzAcBblLT9ujprDQcZsE+n5S9h1a+iQQMQGAr+OoTARhOAw8AYDPxWDYXy7C8es46h41ZRmFWiPg9hLokzHQJi/fEShiMymdSU3cTMu6nVNwt6jkS2vH55bWO/kFWxnpq4mJs0TyCBQxHAUZCwfPRUB3Ysn3CYnbSPIsEM5E4Jho4iwcMwvHzMHQgyGABke3YkPTgaBQZixqLArI8A7o8Alo8vC7aes0CoKtUhL7ADFjMDSLmjwKx1yzd+0KB81BcdPA2OEQ8GBIdIt7YLN30E179woXr55ISLN/aG9UTGtgeLWr7xAIXu3kXePh1xwBSDU3J2lpl7q4XLd3oKmrpevoZOrpJGtqYmVlIvj4/Lm5Q0XFohTkQ+RkPSXE3cTEnUVFnUVF7YSErAT4bcVEbEREjXh4DLi4zUREjIQEdfh4jEREr4iKavPyavBwq/HxqAnyKfJwSlw4I32RQ0mAT16AV/TieTZThDkv8XGcv3Tud44z/+Y4+xv3ud9Fzv0vDRFeQ2nRK1KiVvLSNvIyNjJSToryTjIy7oqK9pKSDlJSXioqdhISV3h5rKVE3LRls9ERpamEVDwEGuIJ8HOloaJz6Zi8+NiceHgiOgoPD01PjmvtaBybmRmanlrf2PrH2uc/+5SHT74+fnbwZ2/lG/thn2cvvz979e1vTHnz7ugvrLz//u7jEZspn77++MWq/GRblb8My/GvWPl5et6UfSqM3abdu3+vvqWuqulmVXNJTWtJdWthWWNGQSUluQhGyQqPywqNzwujFURQCyPi8yNphYDUUlhuJSa7FJFaCKDn+FOzXeOyLPHpetg0dVy6amyiIjReAYhXjESpg7DGhCSvnOvIisbMrr6GkfGemYWhOebw7OLA1Hz3yGRL33Btc8e19u6yrv6avqGmwdH24fHO0YnescmBiemhqdmR2YXJ2YXx2YXJmfmx2YXJeebk9Nz4xPTQ6MTg0GjP4Ehv3yCjq7ed0d1a31JX21TT3NEyND68tLa8e+/2o2dPX7598/r9uzcf3r/58PH1+w+v3r1/9e79249fPnz5+ubDx+evXz18+uTuw3u7uzsb68uba/N7Wwu318Y357rne8s6SinZKK9YDzWIgwzWQ4XiqxXvo0X10qR4qpJdlQhOslg7cayNCNVFOtNPOTdItTBUvTRK50akVhVYv5Xsttma+3K6/dN4+/3ygnEEaCwybB2GGPbwqTe1rDW1LNK8XG1l3ent1+zm0e7hzXDzGPLwbDQxKVbXKNLSzNfVSb+sSddQjddQidNUC+PlQkpLX7d3aA8KW8KQHqbl7FKSlmKJt+KS96hp6zjqcBh4Box6mJK7RUzYwNM2CfS79Ay2Z7mfmHWXnrGflLkAhy/Ewh+kpW7EkQdB0VMo9HgsmgEAj2MIUyTKFImyk1dwr6TkVn7+45ulj2+WbmRkrtATWcT4RTh2JhLKAqH3UJRtBIkJRt0iJdyKS1xGE7fI9D1qCsMzECMg2uHpMxAUOhQWwfDxq3Nyq3Vxb/EJZIRENPuF9EbFtAZHTmEpK7S0l2UNy7SMARByLBI6FgxcgmJmALA+//BmV59qW5cOn6AGF68bFnY3Le3zdIyKDMwaHT2z1PUSlTSKbeyzzc0zjY1vOjles7XJ1NPLMzJM0lCLV1VBy8pCJCRj5BVQWtqxl3XDFBRdhUVteHhdxMQ8pKTcJCRcJSVdpaWshUUMubiucPNYiYqZCAnp8nAbCgkbi4rp8PNr8vJoCQmoCvDK81yS4bwgz8utKMQvx88jzsnBZgq7mXLx7G/nf/8vNlPEz//7sjCfiayEpby0tZy0AT+v6tnfNc+ddZaXc5SWthETs5EQt5WUMBYSsBAX9b6s6m+kVkQCl2WQU3BgSJB7hLdTfCwgm4oqpKPzaLGJ6CgCIiwrjcrobp2cnx+emd7c2vnHHu0/9VPuP/z04PGXP/KZHn95+OTr42df/wNT3r7/Cytv3n9n+5TP304+ff3BxgqbKX/HyvGvWPkfmHJwfLR7905tU01V083K1muVrcXlLfnX6lJzbpIT82GkjEhKThQlL5JaEEUrBCRcBSWVQjMqMHnVhPwybGZxTFJ+ED3PlZRpjE5RxaQpknKUcRmK6BQlOE0NQtJGxFnRs8JLquLr24v7BtvHp4bnmZOLy5OLK+MLy6OziwMTM90DIy1DY20jE51jUz0T0wOTM8NTs2PTc+OzC5MLSzNLKwtLrPnFpbl55vT84szC0szcwvTM/MTE1OjY5NDI2ODgSG9vf1dndzujt6OpvbGhtbF7oGeWObe9t/PkxfO3Hz98+PL507evH79+e/Ph47NXr5+8ePn05Zvnr9+8ePP20bOn9x893Nu/s7Oztb62xGbK7urYxmzXbPeNtmvkDIQ7zFUZbC+N81Sl+GrH+WiSPdWJHsoEFwWcgzTWThxnKxrvKp3mp5QdoJoXpFocoVUcplkWrd9Ccl+oSno12famv2HvWtY8PnYqKmIZBFkIjWy2tC3TNyrQulxvZ9/s5lHr6Nzu5dPo4Djm69flYF9pYHhVWytHWytDRytJWyNeQyXlin6MhGgYFxdGRrbey+9+avar/BJ2V+VBctYOOWEDHz8SDhoMASwjCd1+oTPg2KloOBOBGwiOGgkHraCIPf5hdQ6u63hib2DgChq9S6OyCMQFHGEQDOmLhvSAIANwRGc0aBCJmiKR56m0O4VF964Ws9LSNtMz7mbk3IpPWoiOXYiArYMxLCByHYbfQJMXoZipaPg2if4iu2gdE1dv69zo5Nro5Nzs5tHu5cPwDewJCR+HIBbxlPFY3GJcwjI9bTYueSO94GRk/qhrdDSWNBgC6PUKnANAF0GIifDokeDIJge3Af/QeRB8LBTQ5uJ1Xd+00dZl1D+c4eRVZWGXf8Wk3Nnpmq3NNSuLAhOjTD2dHEN9qrIiXl4uVkYGKiMLU1aBqWsBlNS8xaRtufkdBYX85OR95OScRUWdxMQcxcXM+QUMubhM+QXsJKXMRER0uLkMBIVMxMQNBIV0+Pl1xUTYoZDyPJeUBfnlBXhleLkkuC6eMoXrwlmOM/8+ZYo8D4eeML+JlJiVvLSFtIT6hXNS//qX0v/6v53kZE0FBSxFRezlZMxEhQ34ea2lJd21lcOsdK+SIddT8AkoACTIHejvRkNFZ8UjC2ioXCoiGQukYACFuSn9Q92zS0sjszObWzv/OEv+J6b8ChT2x8fP/jgM9vTFwbNX39ipbv+BKeyh8q9M+XLw429MYZ/4+SemsHfVb93Zq26qbuiormNU1HXeqG4vvtGYlV9OSy5Cx+eA43KApKwIcnYkNT868RosvRybWYnPrsAXVZJyriPSroYl5LsRMwxRycqYNNm4fCVyniIxWwWdrAmP18PQHVPyo8vqU1t7KvqHOiemRheYs4vLs8yVmSXW9MLy2MzC0MLy2Ozi8PTc8PTc6OzC5PzizNzC9Oz81AJzdpm1uLaxsraxssxaXFyaW1yaYy7Pz85PTc9OTE6PTUyNjk+OjIwNDg739Q1094/0tXa2NLQ2dvV3zy3N7+3fefPh/cHx0eeDb9+ODr8eHr39+OnJi5cPnjx98OT5gydPn7589eDJ47sP9m/f39vZ2VpbZW6szu1tLdxija7PdM50lbYUE9NgrjHOimB7aaynapzf5TgfLaKnOt5VGeusiHWUxdhJYu3E41xlU/1U2HEqRWGahaHqNwC6TQTX6dL4V+OtzzsqN3OT5jHwfn/fEb+A6YCQQQ+fKiOzosu6dfYONQ5OVY5OfcGhbe4ebfb27TbW9aZmNwz0S4yulFqYFVtbFFiaxqmpEJUVAfz8wRc4cozMdhPTPlyvuJuYvktJWsdR5qHoHXLCIhw7FAqciobX2LlOgxDjUTGLcOxgCGAWgrwdn9zpE1ygZ3Q/IbnO1q7b128Dh98mU5bR2OHo6AUcYQQKm0bj+qIhfRDoEDx2HItbS0llJiQOY7HjeAKTRJmJQfZ6BQ97h62B0NsI0joMvwhBzUPRG/j4O7TUW6SEeVDsgH9oloZ2qYlpg7Mrw8dvKBwwA0fOIQljMPQoHDOJIa0mZi8nZn1tGzjuHntdx5jG06fAiH6/oOGgMGYMYjQkYiYKVGFq2ezg0unuPRIU1uniWX7FrNnWqcfdp9PJo9zEIlNTu9TKMs/QIFtPN11biyIvR1NRIqsooGWlEbIyUAXFGGUVkLJGmLxqoIySn7Sin5xihIamj5ycJTe3KSenOS+PERe3EQ+PCR+/jbiEkYCA+oXzl3l4DYWEdfn4tfh49SXEFHg5pS6eU+DjUhUWlOPnkeC6KM5zSYyHS4SHk5/rIteFsxfO/Pv87/91/txv3Od+V+HnuizAYyAiYCUrZS8ve0WAz5CH21FWxl5aSo/zkoW4qIeGmqWkuJ4Ar6mEqKWsaKStQSERVEhDxsPDoSGe0FCfZDw0h4bOpSBy4uEpuGg6AXz9atbI+MD8ysro3OzG5va/9u4/3737dHVzf3Vzn82Uh4+/P3l2zF5RYTOFvZ/CNimPnn5jiz1RfvbyiD33+Z/2U/6a+/wx/fl49P7TMbtN+/HLMZspX7//Vft8/f7z8MfJ4f/Qmj35c//t58Hx0dfD718Pv9++d7elq6Wps7axu7qxp7K+62Zla1FJbVr2TUpqMTahEJFyDZVcgqQXxtCLYZmVxPx6amEdtagy7molIet6FDnDHkHTQCYpkXKVaFdVEkrU4vLU8ek6hFSLxLzAwnJcTWt+W0/t1OzY7PzMAnOejQbmytzy6hxrfWFxeXpxeXpxeZZNjcWlBbaWVphLK8xl1tIya2lphclcXmQuLy4uLcwvzs3Oz0zNTE5MjY9Pjo2MDQ8M9ff29wyODbR2trQwWsdnJnbv3X757hV7P4Wtg+Mfr99/uP/o8e7de3f2Hz148nT/8ZN7Dx/s7N1e2WCtrCxtrC/vbDJ3N+Zur40zR5vHWovq8zF0oB3URQnhqojxUCF6axK8NHAeajg3ZYyTAtpeGmkrjrQRoXspx7vKpvupZgaqFoRq5Yeo5wQoN+JdlyuTH/VWv+mqXUggLBFQU1ERo/6BbVZ2DHvnazr6hTq6ZZaWlQ6OtW5uTZ5ejS4u1SYmzVYWNaamBdqamRrq+QZ6uVcMknW1soyupOjqoKVl/M+c7YkAvim5uUtPZWHJczGxy0jceBS43tGt3tFtOAwwAYB0+wW3e/rNgOHrOPJcTGx/UPhAcMQ8FLlNjGfGIOajwdORgMnwyJko4AIkZgkRu4zCzELho1Gg3tCI/gjAOAw5g8GPwZGdgOh+RGxrFKAXAOoLBXR7BU2HgteguJkwyHQUdBqE6PAJWkYT+wIjFqGYO3FJTQ5uyYoqdfYOY1HAKRBkCgxjYvAsIm0BT5lCE8dRhEEYfpqUeKew/G5RxTQlrQ+CGQKA+oKCWt3cu3x8Z0DgaQCQ4eFZZ2tXbmbe7e0zHhreZO9YqK1TbmLW7ebZ7uJ21cCw3MrquqlptYNdgbHhTXvrbCODTGMDmq42REYKoqAYIiHpKyIRpawZoazpLSEXrq7lLStrdumSk4iIjYCA0aWLbnLytuLirvIK1mLiV/j5Dfj5jEREjUREL/PxKV/kuCwipCEqqMTPLXnxnNj5sxKcHJLcl8S4LwpzXhTk5OC9dIHz/JkLZ/599swfTNESFbgiJmQqIWouJW4uLmomKmwmJGgqKOChouytruamqmwtLWkiImQqIWojL2OvIgN2Ni2Oi8kiQpKxIHCgGzIqMI2EqCxILqChMkiQOGgwGRXZVHdznjk9Pjs7vby0c+v2X7UPu5/y+NnBg0cHj58e/WN25JOvbLGxcjpL/vW++p86ZO+8nY6Tf537/FL4nPzqUH6dJf+tn3Jw/OPw549vR4dfD79/Ozq8s3+/o4fR0d/aNtDYNtDQ3Fddy7h5szHvanVabjk1s5SYXU7KvElILkEmlyDTy/E5NXG5VeT8m6SCMmz61Uhiqj2cqhmbqEjMUaQWKSde04wv0CRlGVKy7NOvRpbW0pu7bvQMtc7OT80vLjCXF5dZS8usxWVci40OAAAgAElEQVTWImuduba5vLK2uLK2uLLKXFllrqwur6wur6yyVlZZbJqwv/mVLAvM+bmF2enZqcnpiV+Z0j/S19HT3jvUt7LBevrq2cdvn9iT8qOTn+zt4fefvzx8+uzWnbs7e/d2797bu7+/e/fO+vbWIovJZC6wVhY2Vuc2lie2loZmB+oG6nMqM+GUCCuIkwLcRQHtrkLw0cZ7amLd1ZHOikhH+Vg7GYSdJNJWnOalSnGTT/NXzwxQLwi9nBeskeOv2oBzYZYnPuiseNZSNkaAzyAgU5HhU4EhHTYODHvnMkPjqwaGN60sKx0cG7282vz9mz3c6ywtak2MSnV187U0ci9rs5mSYaBLVlJM0dWJV1PHycmvxSfcy8wdA8M3yPRxIKTHP6TDy380InodR96lJLDQhKlo6Eg4sNsvuM3Dt9MncCwSNA9FzsXETgIg3Z6+kyHhCwDQXDhgPgLIioGvwWKXYmCrCOQKHDUHgY1FgoYjQCOAmElI7FQsZhyNHUWip1DYqRjkeARkBgCbjoL2B0SwsOSHGXlLOPJgFHgOhp6FIIeDokp0jassbNo9PPsDQ/qCQobDALPQ2DEwnBEStZWYsUCkdkRAav0iOiJhXWBMSyS8PRIyAoEORIT3Bgf1BAX2BAT0+gd0+/oxvLyrrazb3dwHAgJbnF1KjYyrrawZHp5trm4Njk43zczT1FSzdbSvWZq1BPjU+Xre8HAqcnGqi4rI9XCPUVcPlJbzk5TzlVIIVFB1E5fylJa2ExBwEBGx4OM15ePxVFSyERNjFz4G/Hw6fDz6AoJ6goJaPDyKFzk0hAXURQQU+bmlLp0X5Tgnzskhxn1RhJtD6BIHmymXzp85d/YvpijxXtIR4DEWE7aSlXJUlHdRVnRXVvJQUXaSk3VVVHBUkLOQEDMSFbKUkXRSV3a/rAJ2Ni0igTPwoCRMNDTEEwsKzaZiaq6mFSfhcqmIeHhoPBbY0lA+tzg1MTc3tcTc3tn9O1N+7dH+EXD98NvDJwePnx2ym7J/Y8qT539EMbFfTzdo2WlML94csHfe2Do1Kf+fmXJa+3w7Orz38EFXf3f3UFf3MKNrqK2jv7G5q6a6vfRmY8G1uszimtTiupTCanrGDXxKCTr1Gib9BjajFJtZjMkqRiblhWETbaBxmogERVyGIjlPmVakScnTJWeZ0HPdc2/EVLWkdw7WDk/2LjBnmcuLK6vLrLUV1trS6vry2sbKxtbqf9f6qVhrK6y1ldV11uo6i7W2ckoWtlWZmZtmW5XR8ZHB4YG+gd7OPkZnH2N8ZuLOg7ufDj4fnhz9SZMfbKvy+eD7kxcvb925u7Z1i7WxuX17b/PWzsr62tzS/MLC3PLSHGtpamV+eHm6a6yznFGeci0RiA8yATnIwV0UkK5KBB9trIcW0kUN7qAAtZOB2UohbKVRdlJUTxU2U9ID1HKCtbKC1DL9lOuxzgs36XfbbtytKuwCh41EhU1GhM2HRfY4urZa21cYmZaamJZaWZY7ODT7+3WEBDe4u7U7OdabmVzX0SnQ1izS1S000M810M/S16WpqyVpayVd1qGoqg2BoNNI7DAYtkFJ2KMnD4cBegNCt0nUlzmF9xPTdikJj1Kz7tJTpqKhfYFhi3D0k/ScF9kFu5SERRhqLhK0hcBuIdAzweGDHt5TgSErQDArGrIKilmHxm7GYtcQuCUoZhoIn4iEjUZC24LDhiCwSShyBoZewZCWUIQpMGIUBFsgkE8Y3SeM7kEwlIkldXgF5qjrFWoZ5GnqVJhZNTu6trp59vqHTAAgY4CYrsDw3rDoQSC8DwAdACFnMJQpLHU0ljSNITFCwmpcnetcXRrc3ars7RpcXdq9vKrt7KqsbaqsbeodHKttbIuNjErNzCrtbMssLa8bm+Tr6Bbo65eYm3WGBPQCw5tDAwocrUt8PBYy0yqjIrHGRgg9wwBpBV8pBX85ZRteAXdpaTcpKWdJCfbcx1tV1VpczFxU1FhYSE+AT4ef9zIfnxYfrwYPtzI3p6oQn6owvyI/tzTnBfY+vigXh+Clc0KXOAQuXeC5eP6UKefO/8Z97nd1IV4DEQFzKXFbBVkXFSU3VWUPFWV3ZSVbSQl7aSkrSXFDAT4dPm5jMWE7ZXk3beUYV/NCIigFHUVHRsUEe+DAYVnx6Ir8pNI00tVkLC02PIkMbW+umpmfmJyf/4Mpd/Zf3L73bG3rwdrWg/sPPz188vXu/c/sa2F37n1iv3/09PuT50fsfXz2Nu0pVk6Z8vTFAZsp7Oulr94dvXhz8Pz1t/9Q+3z8cvxrj5at01nyL/rB1rejY3aj4fPBt4Pjo/3Hj3qH+vqGe3uGu7v6Ge19Lc1ddfXtFTWtNyparla0FJa35JY2pOdVxKddwyReRSQVIZKvxibnwVPyYmhZQZgEW2icDoyqjE5RwaYrETLV8ek6xHSzhDzvgjJUXXtu32jL+Ozg4vLs0soCmyZsrW+yNrZWN7fX/ketbayytb65traxyiYLa21laYW5wJyfnZ9hW5WxidGhkcG+gd7WzhZGb8fM4uzjF0++/zw8Pvlx+PMPnTLl6ctXt+7cXd3cWVpd29i5tba1ubTKmmXOsZmyvDjBnBmYG20daLnWVELNI4cgffSj7WXZTMF6aaLcNeCOymAbOZCVFNhaEm4njbSXpXiqkl0VUvw10vzVswK10v1U07yVatDOC6UJe03XdkuzW8L9+kMDp8PDliOjB9286kwsbhqZlJqZsZnSEhjQHhJc6eTQ4ebS7mBXbWZaoK2Zq6mZr6ebb6Cfrq1FU1HBycokaGjRNbU6gsM36clvb1Q8yy/+UHLjVhx9m0R9npV/PzFtAgCZioY+TMncT0pfxRBXUPj7iWmPUrNWMcSRcOBAUPg6EnuXGH8XT16MAvW7efa6uE/6BS1HRi9FAOeCw2dDIlZA8G0kcQNJWgShxyOgI4CYJRx5EUWYhWOWMKRxCKI1KLQ9IoqZkHgyMHAyP8+k0dfiE3oCw+NF5W7omeZr6DU7uk6EA2aBkBlAzAIUuYIiLqOJLDxlBRc/BcMMA2EjYGRvVExXaPRgNKzI0iLH2LDaxanB3S3/iuF1c7NGF5dSM7NmN7ebFhalZmY3LC2KTYyLTIxLzM0KjY1KTUyvGhheMzNN0dIosjbPtTIp83Er8XIq8nMbppHyA7xTPVzSPDwg2rpRGpedhcXshIQcxESdJSWcpCUthQSsRIQcZKRNRYTYmQYGwoI6gnza/HwafLwafLwaAnxK/NzKgryK/NxS3BzinBwSXBdFOC8IXDwrcOkC76Xz3BfPXzz3+9kz/3XKFE0RfgMRAWMJEUsZSVtZaVtZaWspCWtxMXNhIUtRERNhQT0eLl0eLjNJMTdNNX+jy7FeNkUkcAIiLA4aCgpwRQODk/HQq6mkskzKjUxyIjoqMwHdw2iYmh2bXlycWmLe2t37w6ec9mgfPf12b//Lf2DKP/kUNlPYJuXNhx+v3x+zfcrpzht7P+UUK+8/HX74fMTGyudvx18Ofnw5+PH52/H/kSlsn/L9x/GDJ4/7hgb7RwZ6h/q6e7vau9taGE3NjNqmjqrGzvKmrrKGzmvVrfkldUmZ13EJBbCEfEhSITQpD5qaD03MDSckOyNpxrF0bWSiOjJRFZmojkrUwSVbJOT6F1XgGzuLBycYUwtji8vTS6x51jpzdWOJtc5kFz7rWysb26z/UeubLDZ0NrZW1zdZ7Gbt6vryyiqTuTw/vzgzOz81NTM+PjkyNNLfP9jT1tXaPdC1yGK+ePvy6OSYzRS2Tzk6+eM02pMXL2/fu7++vcva2Fzd3FpeW51jLk7OTc3OTjMXZxbnRucmeiYHGrrrC2vyiekYX6i7drS9bKybEspNGe2hiXBRh9grAC2lgRYSICsJmK0U0l6W7K5McpFP9lNP9lNL81dP8lZM9JCvQjrOX6ffrr+6ey2LERk4FB48GRqyFAEc9fKrMTIrNTS6bmp63dqywsW5NSiwJTCg1Maqzsaqy8Wp0cY6R101SU4uW1srT18vWV2NqqxMVVMlyium6ugtEMjzeNJULGYGgdkkxa9i8dtkym48bTg8ssjQqEDfsMXd825C0hYp7haFei8xmRmLanRxKzWzqLK17/ELnAGAd3CE20TyMiRmxM9vwj9gGQDcgMTMBIYOevgMeQdOhwAXouArYCwLTpwGwlcwpAUYZgqMmEPiBiGwlsioLiTiVmnJveryZ/W1G1lZu+lZu9TkbBWdCkOLfs/ABRB0C01ahWPnANAZQMw8CD4HQcxCENMgxHBY9HAEaCYGOQqEDoVHj4Oh+cbGJZaWPSGhnYFBeXoGhQZXGl3cau0cO739yiytS4xNS80ti83Miy0srltbXzU3z9PVz9XRKzIxjVNWoGmpYZRl6Sa68aa6Rf7u18IDEpxtiyNDswP8YQZXMGYWXlLS3vLyJrzcFoL89pLiFkIChjycutycerzc+oL8+kICesICWoK86rw8KjxcqrzcqgK8CrycivzccvxcklwXxDk5xDk5RDgv8HOc4b94nufiOS6Oc2ymnDn7X+fO/8Z14Yw8D4caF4cWH5eBiICZpJiVlISVpLiFuKipoICFiLC5sNAVAT5TESFXVeUoCzO4mx3W37GIBI6PCSKCg8CBbjhwWDIemp+IK8ukVORSkzCAwgzyUF/bxPTI7NLS1BLz9t7dP5iyvv1wY+cRe+n+P9c+/9Sj/SOD9hemvHp3+OrdIXvuc7pHe+pTfmUKGyhs/Yfa59vR8fcfx+wGLZspvYMDQ8Oj/YMDXT3d7Yy21vamFkZTe08jo6+xo6+2pbesnnG1rDEt5zqemhMdlxmRkANMyYNlFCHSioDULB9Cqg0m6UosXTsmTiUmTg1G0cUkWCfkBBVXkpu7Socnu6cXxxeXp5dYs6z1hVOmrG4srW0u/29isrW+9d8qIzZWVteXWWtL7DHQ3ML09OzExNTo8OjAwFBvZx9jcGxgdWvtzce3xyc/jk9+sGufoxN2Q/rH+89fnr58dWf/weatvbWt7aXVtfkl5vj01ND48Pj46OzM+OzU4NQIY7SnpqM6tzwLkwBzAzmrA+1kkO7KSFclhIsq1FEl2kY+ylIqylwy2lISaiMFt5MmuCjgnWUTfTUSvFWSvJWpbnJUF+kymO18Ce1WdcGdG7kjiOgpMGA0MGAmMHTE07fR3LpEz6BAX7/E0rzCxbkp0L/ez6fE0vyaoX6DtUWNuVmGihJNSipVVSXrsnayulq2gcE1KyuEqHiGvuHTq9eq3L0Ickp94VHPsvOfZGQ9Ts/coyVMgSAt7p7tXj5jUcCHqem3qfTdeNodeuIKGtsTENTq4dUbGNzu7TsaBVzH42/HUzax2CUwaDUGvIdBbcRAV4DRS1HRc+HRwz4hDCefbtfA4QDAoF/4aAhwJDR6NAoyDkMOxSIH8NjxZPpGWclcfuZ8dvpCWso8mbJOohVrGTWaOS5HI5bBcCYQPh0Bno4AzwNh80DYdBRkHUVYgaNmADEzAPB0NKTLx7/SyrbC2rbN16/O1a3B3aPW0bnUzKLG1qHJwaVE36jW2r5A1yBL63KOjl6mjm6OoWGuiXGmnl6qmlamlm7eFZN0A/10kytkXXWkpkKorBDJyhBtejnWRC/dx4NgbRGhrka0to01MQ3V1jLh47ESEXKSk7aREL0iwKN58YK+IN9lPh5tfh4Nfm5VXk4lrkvyXBfluS4q8HLK8VxS4OOS5eOU4DwvevG8KBeHCOcFvotn+DjO8Vw8x3nh7Plzv505+xdTFPgvqXBzqPJc1ObnNhIVspAQs5QQMxcTYdc+NhLiZkKCFiLCripKEabGMCdrYpBLIRFEBvkTwUHwMG9KbHQmBVWYTLieSqzMoyVhAKX5CZOjPRPTIwss1tQS887d+/+6fe/Z7XvPNnYebe0+efzs4NnLI/YRwn/q0T5+dsAWe4n2+avjvxKt3/5gFz5vPvx48+HHmw/Hbz4cv//481S/LOaf/NPc5//Yoz04Pjo4Pjr8+WP/8aPu/oH+gZGe7oH2dkZTS3Njc0NLW2NHV1Nnf0tHX31Ld3lde2FpXXJaUSw+MRgV74NPDEzKiUkrgKUVARNyA0hpDii6EZioEY6Ui0QrAbFaiDgramZwUXlcI+P6wBhjYm6EuTK1vDqzujG/urHIWl9gw4VtVda3Vta3lv7U4vrW4vrW0j8xZW1j5dSqzMxNTkyNjowNDgz1dg90jUwOb93efv/lw/HJj6OTYzZT2Pr+4+fHr9+ev35z98HDzVt7rI3NpdW12cWFkYnxvuH+0dHhmekxNlOGOitbK7KupyLioh0i7ZSibKRi3ZQQzgpQRxWQvRLQWi7SQjLSTAJoIRFjLQmzlcI6ymIdpeneajRPJbqHQpyzNMlRvBRiNVNE2SzP2a8oXIzDLKHg/d5eg25eA66e7baOeRpaSUpKWfq6JbY2VZ7u5W4u+WbGZabGZVf0r+nq5Gqqpyoq0uXlEpWVUjU1MvX0cgwNifKKjT5+L6/fvOHoUmBh/TA3/1Z8wk5c/DqeOAOBtnv51Ng7Mnz8ZmNgO3HxazjCGo6wTaasoLHD4ZEMHz+Gr39XSMg8Gr1JiVtCI+dh0HU0cheH3kTAxgP9p0NDWRDodixuMQra7erfZO3eZu+9BsUtRSNX4LhlNHEMGtsdA+3Cohhk7F5LzV5LzdL1AgYW2Q+DdwWG5yrrNJg6TAUDZsJAcxGQ+ciYJRBsFYpcg6GWYhDDgaGd7p41lrY1ltZtzq7tLm49Xj5zIPBoJKAnMLjJ1b3WzrHNxaPby6/RzilfU+fGFdMCbb28y3rZ2jpJauopWlrJl7UpiopXTS0Kjc2StXVoWhp4VSWyvlbsZSWIplyoskSYmnS4ugLgsnqkhmqggixISwtvbeWnrmoqyOeiIOusJGctJWYpJarDx20kLqzDz6vNz6PGy6nMfZHNFDlODhnOC2ymyPBeEr90ToTjnAjnBRHOC/yXzvJeOMvNcfZXppw9/xsnxxk1cQENQW413ktafFwGQvymosJmosImwoKOsjLOsrL2kpJmQoJmQoIO8rKB+rpRlkaUMI8iEpgI9CWAAhHhPjQ0JCseXZCEL6SjK3KpieioiuLUuanBiemRpfX1U6a8uH3vxcbOo+3d50+ef3/x+uTRk8PHT4/+miX/eYSQPUs+fRz56YvDZy//ish/8/6EbU/+xMrx248/3n36+fHzyR/6kybsvuxpg/bXpwcPjk7+eZZ8cnD8x1GO7z+OD3/+uP94v7Ovq7u3q53R1tjcUFtfVVVfWddc28yob++pb+2uaugoqWzKuloRR8sCQoku0Rh7GMGFlhmZnAdMy4+isWMiKUaRscq+QMkQiEIYXBOKsyAlB+ZfI9a2Xu0dbBmd6F9iza6szbM9yOrG0ilQNndWf9HKn1o9LXz+YMrWytrmMvtXrHUmc2WOXf5MTo+xmdLV3z0yObp9e/fDl8/HJydHP44Pj49+npyw9ePnyZfvh6/evb/38NHGzq2l1bWV9bX5Jebo5ET/yMDY+NDszPj8zPDMWNdAR3lzWUZJMowQaRdmLR9hJQV3UYA6KkDslYC2SgAr2UgL6UgzCYClBMRSCmojiXGQwThI0byVqR4KVDc5ooMYwV70OthysoCwdiP9cVXhZhJlnYDp9HBrd3LudHZtd3TJUFIhiYimKCkXGV25aWdTYmeZbaTf4ux4Xe9yroZaiYFers7lOBkporRUqrZmkrYWRlqqwMxiEU+cReOTtfUavP0XMUQmArNNjHuYnMaufWrsHTu8fZmxqDUcYZNI3o2n3abSFxHIDm/fG+aWBQZXKh0cZ2Lh29T4OTh0BgK+RcSvo2L7vT3aHRxabG173DwWAKANBGYRhJgMi54MA99Ck1kQ1G0S7UFyxjIpbo5EWkpNmkqln6wunKwt3qu+WRESMIPDtfkGZChqXNXQrzO37/bwnwoHzYSBBrwDOpzcWxxd25zdB/yDBwODBgNCJiOj5qPBw4HB/V6+k+GRDC9fZixqk0ieBUP7A0MY7t6tTm4drp4Nto71Ng6Ndk7lFtYF+ob5+oZZ+voURUWyrEKWrkGmrkG+uRlRTRmvpRouJRwkKRiuIA7T1whVlXMW4gtVUQxRVnAU4I/Q0rAVE7nCy+WhomgvJ2UizG8lLabLz2MoKqgvIqglyKvOx6XCc0mJl0uRh1OO+yKbKfK8nNI8F0U5zglfOCvCeZEdmMLNcY6L4xzHhTPnz/125vf/depT1EQEVPkuKXNxqPFe0hPmN5USs5CWsJIUtxQVsZOQsBMTtxQUshUV81FRBZmZIV3saFF+RRQYAeCDA/rCQr3iYwGpRGhGHCKXGnszl0pFA6quZy3MjkxMjS5vrE0tMffu3vnXvYdvb997ubb1YOf2i+evjl+8Pvl1P+U0OeX0js+LV4dPn3978uwrO96NHRz57sPPN/8Pb/cZ1gS69Qt/n/OcPUWld0JIIBB67y2U0HsJkIT0HtITeu8IioDYRcUCIkVQeu8khN6LdWYcxxmn7CnOKPX9EMc9e8/e532ec5739colGr7/rnXfa93/9cPvDWNZ8/jHXdkr5B9/OfhQnvxTl0dGyT/k4+8f7R0e7R4cvd2ThV3vvt3fk71Ilomzd3i0JyPm4N3Os63WjrstXbdut12+2nD+0u2a6w1XbzfX1bfW1d+/1tB+8U5b5Y17RVVXBSn5cQQ2DJfoThf5ZRWjiyoIp8+RS6sx6QVBdJEDjmGGpEBRJBO6wD0tN6boNL3mYlZ904Xe/taxySHxzKR0cXZpfXFlc3l5Y2lpfXF5Y2l1a2Vte3Vte3V1a2V5Y2lpfXl5Y2Vte33z8db65traxvLq+pLsekVmzfrW4vLa7NKqdGFZMrcokcy+P/6MjA139vaNTkkePfv8l7d7h0dHR0dHh7Ifv/95+27v27/98OyLz9d2thbWVpbWVqdnxYNjQ33DvSOjAxMTA+Mj3WMDbZ3NtbfOF1Tn0rPoofRQK6q/ETvEmBVsxAw0IcGhBE8w0UuPCNMlwAA0T12WHzg5xFAUpJeLMM2LMSmKNcmLguSEg6+y4OPnU9bqyl/crP6ipnyAhLvo7nInOKgpMrIxNOyqm0e5nmEV1Piitc01mGtdOLzc2eJOkG9DgN8ZO9sMMCjH2KjEwbbA3jbfzqbQyYmnp3fSxX0mPUssTJ9Lzp7kJH9fU/u68txOZv4kldWHJQ0QqON09jRHIOYKPy+reFpctpyWNcZgD1OZYq5wPiltTpQ8RqeL2axRKmWESJzncJcFwhk6Y4JI6IyOafQPuB8aNozBTpNpc2zuqih5SSiaoiVK2DwpV7Ccmr6elTPB4bbjcW143Papsvnc7Hso5DCHfSMo+KSVzXkX9/vRsYNE2oO4hB4krg+Jbw6OavAL7UCgB4m05bSsKR6/m0gZoNKkfOEklfkwAtEcGNaPIqyn54zT2Q9R2Kao2IawqD4cuQeJ60VgOsLjbsP8G3yC+5D4+9HxtfCAuuCQizCv03YOxVbWJ+3tSxwdsm2tkixMhJZmOJA23gCMheqhDfVi9UHResAIEDAIqA1TU4EDdXx1ge5aGjCAFlwPBAMBbVWVnXUAdlqaZkqK5qrKtkAdE1UV4Kef6MmdMFZTMlJTMlBT1lNRBCorApQUNRUU1RUVleXl5E4cO3H80xPHP/30k//18Uf/U+7ExwAlBRsdLQctdRsNdQs1JTN1JWtNVSddbS89kJe2louCoo+qaqQuKAoEjjeEkmxtCc6OpWxyVQ4/nY7K5RG4uIiCZOrl05ln8vlXzuScO5WVl8G+drVycmpoZHJ4dHpSurT0+OmT301Z+2Jz5+tXrw//lSm/vjfl1S9ffv3m69e7X37165df/fr1693fTdn94cfD9zcmMlN+3P3PmnLwz6bI6pS3e7Kr2b23B+/e//bg7+LsHh69Pfht+9n6vYc36lqrr9wrr7lZWll7supqxfm6s9caL926f+Vmc1VtY9HZa8l5p3FUATwaZxmFtULTnAVpoen50bmlcZlFEbw0bxLbGk0xjicY4Rk2LJFXWm5sUTnt3KXsu03ne/qaB0e6J6ZGp2fFs0vS+ZW5ueXZhdX55Y2l9Z21lc3V1a211a215Y2VpbXV5fW1ta3tzUc7m9tbG1vrG1ur61vLa5tLqxvzsmPR6sbsyrp0aVU6vySemZMdf0aHxkZ7BoYnZ+affvby13eHsuLkcF9WohwdHR4dHR399nb39XffPn7+bHV7c3F9dWF1cUo6PTDa3zvUMzzSNzbWNzLYMdzb8qDx8o2zuWeyaOmUIGqwBdnXkBVskhhkLDOF6KVH8tYne4FJXkCGN5gbCJENv+XEmORGGxcijHMj9bPDQFdZ8O5TrKXrpU8vl0+JGNfhXoXGhjUwt3JH+7sR4fV+/rVWttctrK5aWF52tLkWBKv0sLng5njbD37R3a3QzCTLzDjP1rLQ2aHM0z3J1IQD0W+IR2+dPDXJS3mYQO5EkleSc78sObPESxEzuLNs4QCecjc0qg9HflZSvpqRs5SaOcNPGqYyO9C4VgTyfiyqA5XQiURJEhOX+IIVoWgrJXWJyxvF4fvikVddXK+7e/TExi3z+BspqZupaRtpaUtCYT8OfwkGuwSDTbPZT4uKxhmMDhRKwuX2YLETTOZyaupmdva9iIg0Xd2bAQFiHncikTtIpkvYgo3U7CVeyhxHtJaWvZVbOC1I6iRRbscgWhOwEp5ohiOcwNMnCYz1pMzNtJxeLKkNhWmKRd4Ki+wnUicZnLaQmGb/8HvewQ9CEQNoYjsCdc038IKX9w3/wMveXpUuziftbQttbfJtrPPs7XOcHERWlommxliIXiRAI1hDNQSgEaEPijSCeGtp+evq+ugA3NRU3TTVfcC6XnogZ21NJy0tOy1Nc2UlC6y6ZFMAACAASURBVDUVGx2AiaoK6PgxA0UF2ZWKgZqynooyUElJS0lBU0FZTUFJSU5e7viJE8eOy504JvfpRyc++auK4nE9dWU7LW0HDQ0bDXVzDVVzLRVroIarvi7cEAIH6wbqguIMDJEG0AhNQJy+QZp/QCWNUsKhnc4UpNBQmSwMKyGkQEg6fzK5PJdVfTK1ojQ1N5NXV3dBLJ0YE0+MSyQzi4tPnj39L5vy6pt3/1+b8v4ctH/wdn/v3eHu+0jaw3/g5rf9XzefrN5pvXLxTsnZm3mnLucWnc0sPJNTfr70fF3VjebzV+6Unb2eUVRJ56SHxOBt4BEg30j9UKQpge5B48BZIl+mAEZg2iOJxgicPgJrQGY7cJJ90vKiCk6Sqs4n32qoaO+43tl7b2i0Z2RyaELyfjX6zIJ4cW1+bXtFVrmsbK5+MGV1c2t9e2v70c72o62tnfXNndX1reXVjfnltZmlVcna5tzqxuzy2uzCslQ6J5aZMjg60j88NrOw8vmX3/y2e/RHU2R/Hxwc/Pzml5evvtp8tLO0sba4vipdnB0XT/QO9XQPdA0O9QwPdw/0tvU+bGi5fe5KRcbJFEIywY8UYEqCGyQGGTMCoDQ/KN4LgoeBiF56MlOYPnrcQIgwUJ/vr5sVZZQdCS2IMcqNNMgOB1/h+A5VCZ7cq3l9+/wAE3c70O+ql0cPCX8jOOBuRFh7ZFSTh9c9Z9ebdvaXHKyvBcEu+LudsjWv8/O5BvcpsjJPgoCToPqFzg6XwkOy7WwTwaBGFGaYK2iJx9WHx80Lsl6W1YgZ/J3M/M20nDESY4TM2MjMe5xfMi9MXUnPnhWmiLnCOVHqfFKamCscY7BHqPQBLG6Rx99MTVtLSl4VCKcp1N64+J7YuH4kqi8eKabSlnn8GWbiFJUmpjPGKZSeBMx1X98z9vY3/PxGqNR5kWiKxeonEPrw+H4C4XFBweOCggEiscjUtCkycoBMOm3ndMrW8aZf8CCWPE5kTFASp5jccSbnTkR0tad3sYPjlcDgARJtlMIcxVCkNO4glnw3JLLKye0y3P8S3L/M3umyl29jWHQXIqEtJKYjPK4nJuF+RGydX3CVq0eeuflluG9dYMAlH+8SW+s0I2iKMTTZxIRvYsQxN6WbGhGgBigDcLQeMFxXO0QXEATWCQSDA/X14EAdV1UVF3VVTyDAE6zrAtCyV1e319ayUlO1UFOxBmibqKroy8sZq6oY/8kUDXklVXlFJTl5heMn5I99qnjiuOLxTxSPf6KpogAFaHwwxVJL3RKgZgfWdoPq+Zsa+UP0AoC6kbogBFg/Ukc3BqRHtbNPDgsp4zPL0rgiclwKLZ4eH5DHJ1QW8EqzGGV5vNJ8QX624O7da9I58cTM1KRUKp6ff/r82f+hKS9f/fbNt3uvv9v/+vXuN9+++/5vB/9dpvwhlunw3cG+zJR3B0f7R+9Z+W336O3+3m/7b1a356/eqTx3K/90bVpBdVJmmTCnLK2kOr+69tSlO2fOXS88dVGUVYqn8HxDkaaeIQDPEKBvhEFkvCUiwRaJd0ASbGISjCNR+lFovRgMhJhow0nxTs+PzC3BlFYwL1zNrL93pvVhbVdfU89Q2+B458hU3+h0/8TMkGRhcn5ldmF1bml9cWVzdWVzdXl9TWbK2tb21s721s7m1s7m5vbaxvbK2ubS8trs76bMr6wvLK7MSufEk9NjI2PD/cNDAyPjs0trX7767oMpsgrlYO/wcP9od3f3hx//9vzzz1Y21hfWVhbWVsRzkpHJ0Z7B7u6BroHB7sHBzt6uls77t+5erzxXmlQoSBBgvAl+xkQfCDPQiOZnQPLWx3iAMW46eBiICNMlwnSp3iBOAIQXAOH5gTIjjDMjobnRxrmRBjkRkKtcv8FK/saN8sfnSlpREY3Bga0RYXNJwqbY6MbI8K7YuFYveIubRwvM8ybM5Xqw58UA93Ibszo/n1pfnzwzY6amGk1TNdPa4nJE6ClvL5GR0RBXIM3IliZnTXKSX1de+ayksj0mQcoS7GTmzyTymyMQjaFRk0zu56Wnx2gsGShSQfIUmz+RyB2ls4YptNXklM3UtHkOd5xEniCShhIwvXHxQwmYARS6JzZuGIOdIlPGSWQJg7nEF8zzeF0o9ElLywo7OzGH86K8fDk1dTIxUcrnL6WkDFMoi8nJy6mp/QTCNTi8NSamOSa6wt75jINLY2jUFI29xEtZFqbN8ZNH6ayr/kFVMK9KT68mJHqGnyRm8SUU9oYwY5LKagyLvuIbUB8ZcysyujY4tCUONUxmDGBIXVGo/jhcRzTqoptXhb1zib1jiqFBoYXlJS/PK77wElvrFEODJKgBz9CADATQDCFEAz0C1ABvCkUZG0TpAQMBmj5aajJTZGcfFw01d21NZy0NGxUlGzVVB4C2taa6hZqKlbaWqZqqgaKCuaaGsbqyoboKREUFrKyko6ioqSivIa+gKq+oLK+gcPyYwvFjiic+VTz+idKJT7RUFU0AmvbaWo6amraaGpZa6hbaqrYgLVdDsK+xYZSlOcLUDGVkjDM1x5qYxUIMsGbmLLh3RRKnOClRSIoVkRHUWP98AbE8O7Ekk1mawynK4RbnJ7e23pbOiccl09Nzc1Ozs8+ef/5fNuWrr9/+2ZTvftj//8EUGSu/vjt8u7/39uDXxXVx9dXCquuZhTXctFJGcmFiTnnKyZqCM5dPVtWWVFzMKq3hpRUmkDg+YSgzn3CwVwjYK0QvIMwkKMIsNMY0NMYoFAEJi9OLRIERWAMszYKT4pFRGJ5djMgtwZRXJdbeymtsq2puv9zWc6trqLFv9P7A+MPBiY7R6d5J6fD8yuzS+uLq1tra9vrq5sbq5obMlM3trc3tjT8df+ZWN+b/0ZSJ4dGRvqHBgZHxhdWNV9/+8Nve4eHB76wcHh3uH+3vHrx58+bVN1/vPH60uLoyuzw/t7IwOTM1ND7cM9jdM9g9NNw7ONjZ09n8sKWuvraiukiQx0VyUTC8rxHBW58RAKXA9YleegnuILSbLsETTPIEkTxBNB8wJwDCDzTg+4N/N8UkOxKaE2F4nRs4Wp08ezZnKpPbEOF/2w/eGBzYTyJc8IY1RoZ3ImJvu7g1OLs89Pe/A/c45+NY4mxeYmV81Qd22dszz8IkUUudoCzP1tMtdnWqCQjIs7efy86TpGRIRBmjTMHzospxOn81JWc7u2A5OaMLhbvuE3A7IHSUwtzKLhgmMzaz8p8Wl01zBPdjUc3RcW0oTCcas5WRuSoQjuAJfSj0GJE0SiD2odD96ISW0LD74RHDOPw8h7siFK0lJa/wBWNEUh8Wd9rW9qyz8xidPsPjdaLRXQkJk4mJEi53MjFxMjFxmEK54uV1OyioLTZ2iEq54u13xduvLQY5k8hf5qcu8lMmGZyHKOzt8Ki68Mg7iNh+RuJiSsYMRyilcR+l5vYkEG4GhtYGBF/yD6yCeV0JDH6QgBumMu9Hx7dHxPXG41rCYipsnYqt7YocHVONoBkGhjVurld84eWO9jkW5gX2tjn2dnxzE7a5KRGqj9TTjYOAYvR1Q3U0A7Q1AgCanhoaXtpaXkCAp442TEfbA6DloK5qoSBnraoiM8VcVdlCU8NUXQ2qrGSuqQFVVYaoKukrK//RFDUFBTUFBeUTJxSPHVM8/onSpx8rH/tYW0XOGKDmqANwAmjbamuaa6mZailb6KjZg7Rh+qAAA/14C0uCpRXG2DQGpBekoUm0si4j4qvTRAUCuogcJyTF0OICipOpJemMkkxmeT6/KIdfVpzx4MG9acnEyNSEeH5+Uir9PzHl5avfZLs4ZDt9vvl277/XlA89IFkC07uD/XcHh2/3j/YO35vy297hu8Pdt4e/SJfHSqvTis5y08tIgjx8ciGzsDL9zJWSqtqTFZfzT11IK67mpBYgiWzvSIxlQIwhPBziFQKBBxv7BZsGhJkERhgGRemHIvSi0BAE1iCBapIock3JDUzNDU3Pjy46hb9wLelWU/HNplMNbedau68+6LvZMdDQM9wyONExJu6bW5EsrS+sba9uPNrc2Nle29pc29pe35bdp2yubax+6Pv8roms5bywtDo3tzA7LZkaHR/rHx4amZhe3Xr03Y+/vDs4+qMpRwdHu2/f/fDDD5+/+GJja3N+eWlmcXZmcXZcPDE0Ptw33Ns/0jc6NjA62tvX3drRerO+tqKqkJ/DjuMgPfC+RkQfCN3fkOyjR5DVKR5gvBeE7AMhe4FpPvqsAEN+oCHHTy89wiQ9DJodaZIZbpgValDLDhyvSpZWZQ0JKA+Q0Q0B8PaoiPuImDJ7m/qQ4A5EdJ2j8y17h4f+/tc9nAptoEKoVo6J/nkPl0twr3Inu1QohKquTFJV5kLAWdbWxU5OS3mFA0xOD4HRT2A+L6qcF2a+KK38ovS0mMW/FxbdiyE+yS/ZySnsSSBsZeU/yiteS8+ZZPHGmZwZUcqMKGUikS2mM8VU2hieMEmhLvL4EgazJx7ZEYOYptEnKdR5DndVlLTEF8yxOWN4wr2g4GES+T4C0U8giDmcURpNzOGspqfPCYVSPn8xObkPj7/u61tsZtYcFdUaEzNKo9XCA675BnbEY+Y4ovWkzI3U7FleUg+OVB8Z04CIa0SiOojkiUTuCJkxhqXOsYRNEYgbQaEP8MTmBMyV4JBGJKoDR+xA45rCYx7GoLriMPVB4VVObqUOTlnW1iww8JSDY60v/Jqfb7mjfZ6VZb6jXbajvdDSjAY1wOrrovRBGBNDtIlhGFDLR00ZpqzgrKjooqLspqnuqaPtpavjDtR21FS3VlWyUVOVJeMbKSuYaaibaahDlZWM1VX1VRTBygpgZSXZBa2WkoKGkpK6oqK6oqLyiROKxz9RPvax0qcfqRz7K1D5hJmOhrMu0AWoY6utaaapaqyhaKKpZA1QdwFqu2qoBYP1IkCgGJBenL5BkIZmrKFhZkxUTUZyDocqIiGFpFgGMqgsnVmYQi3JZJ4uTCrK4VeU5XR335+YGh0cH5XML42L//tM+fb7vf9GU953lA+PZCPqb/cPZN/8/lT3aO9o993Rz+LF/pwyVkoxRlgYLyrEZZ/mnL6Ud+HW6Yu3K87Vnay6ml12XpBehCZxfGLwNqFI08AYY58wQ3iwiW+IuV+oqX+4UWAUNCQWEok2jMEZxJOgBJYVXejMSoEJswLzypFnLjLOXxddrc+73lhyu6Wioe1sc8fVh/31Q5MPp2aHZKas76xtPdneevxoY2dbto5n+9HO5vbW2sbq8urC4vLc4opsEG5udWNe1mxe3VhcXF6YmZVMTE0OjY1OS+cff/bil7d7+x86Pb+z8vbX377++uvHTx+tbazOLc9LFqRTs2KZKQOj/cMTQ1PTo5OTg4N97d3td+5er6wuEnwwhQQ3YARASd5gLEwP5QZCu+liYXoETzDBA0iC6dJ8wLwAA7YvODXUJCXYMD3EKDUYkhoMucwIeJhHn6vMHuCQB4mYW14e3Yiom4G+aRDdy17uHYjoBndYg7NLm5/fOQerVCMdrr5anoVhDczlsq93lYdLnpU5G6hFUVfl6YEY2tpnvLyeVFTNZeRIRZlrGYXfVdc+zi+XcJIGCNR+HHmCzp6gswcJVDGDu51dsJNTOE5nP4zHdGOJkyyeRJg8zRdNsbkjeKKUwVxgc1b4giW+YJRAfIhAdMXHz/N4ksREaSJLTGdMEEliKm2GSh9AoSttbIXqGlc9vZ7kFzzKzRshU0bIlOlE1nZ2zpP8gl4MNs/A8Iyt3QCe0I6IfYhEnnFwqXGFNYXHjJEYEjpXwuQNEWn3IhENUYjWBGwbntBLY8wKU+b4yWIya5KceN0v6IyLe2sCtjkBcykwqD427h4ivj4iuhOJ7U8gtoTFXHDzqoF5V3p7p1pb0nS0Lvj4XPPzveztVe5on29jnW1rJTA1JoJ1UDpaMVpq8fq6ZGtzip1VrKGer4aqp4qih4a6i7qqi7qqm6a6u7amK0DTWVvTUVvDTkPdUQdgoaZioHDCVF3NXFPDUEXJQFkRpCinqyinq6igo6QAUFLUVlbUVFbWVFaW1Skqxz9VPfaJ2rGPNE58BFFXtNXTdgHpfjDFSF3BWEPREqDmCNSC64HCDQxDdXTiDaFMJ+cEE9N4IyNRSFBNRnI6gyAkxguICCYq+HQWJ09EKs5glOUJ8jM5Vafz+/sfTkyND46Pziwsj05Jnj377P/KlO9+OPzm272vX7/9bzRF9v3uwfuUfNlkiuxt4e9jYEf7R3vvjn6cmu9OL6Jws6P5+Yj0MlLxOVFNXUltY9WN5vM3Ws5evFVQeTU1+ySOwvONJdpFJliHxlv4R5r5hpj7hVr4hZr5h5sERhqFxkIj0dBo7HtW0FQzAsuGk+aVXRpdWo0tO0u+dDv98u2c2obC640l9fdr2ntvjoq7Zpcn5lamlzcWNx6tbz/dkS3i2djZ3tjZfvz0yfajrbWN1cXlublFiWy8ZWlVKusob2yvrG8tr6wtzi3MTkvEo5MT88srX7x6Ldst/3dTDg6PDo9+e/Pry5cvth9trawtz68siOdnJmamxsUTwxMjg2MDo1MjYsn49PTwyGBHX8fdxhtVZ4uFMlMIfsYfTEG5AmOdAHFO2ihXIMZNB+2ijXEBED2AHH/DRB9QcrCxKNAwOQia5K+f5K9/nuLblc96Vlc9lyVaFHJue3oMJSCv+XjwtZTPONh0xka1+fm1enq1+/tX2VgkGwGTzcDFDpYX4B6X/Lwr3J3zbCz4ekAOCJhpYZZvZ3cjIlKaltUYg2yIiJ9gCp8VntnJPTknSJvhigbwlKbwmPvR8dOJvCc5RS+KT62nZI2QGT0YYh+Bci8SUe0Gu+IXOECiSBiJm6Lk7dS0Fb5gkkJtj46+Hxk5SiLN83hzXO4ClzdNow+g0EMJmDEsvic2bghPaAgO6UYnSLm8cRpdyuWtpaVPMpirqWmfFZdMJ7KSNLWuenqNUWkDeEIfHn87OPxuePQAnjLLFs4mCiaprE4kthYecNk3oD4mtgWD7aUxVtKz19NzpkmJnTHo9viEk47OV4NCzvv5Fzk6XgsLv4/BDVAZvRhifwLxsodPoalljTf8akREAcxNaGF8ysnprLPzWVeXM67O5a4uBc4OfFNjDFAToweM0FQJ01SNNQAlmBnFQfWjDfVjTaDBBhBvXR1XDTVHVWV7NWUHdRVHTXVnHS1bTQ0HIMBEVUlf7piJmqqFlqYMFKDCCYDiCYCiPEBJQVtZEaCipKWioqWioqagoHrimOqxT9SPf6x14iOg/Mcm2ipOBrp/NEVWp1jpqDvpanvp6kQYGYUAgWEAnXhDaKiODsbcvIJOqU4TJVMwAkIcnxCTiA6ryObmCAiFqfTiLE5OWmJ1RcHwcPeUeHJoYkK6uDIyKX729Iu/PP38+0fPXq9tvtx+/Fpmyhdf7n719eGHLRy/P+359cuv37z85leZKR/6Pq++eff167ff/bD/zbdvX3/3TpY7+8cZ/B9++vt/ZcP4sjSmfzUv+0+5+Yeyg4/se1nT57ddmSy7+0c/dwzcTinA0VMD6ekBwsL40ovCyw3lda01d9ovNXZdvn6v7FxdRm45gcyFx+DswlGWIXHmAVHmMD+oT6A5PNjMO8jANxQSGmscgzVD4ExiCVA01QzLsMTQLUgcB166b1ZJVGFFwqmLzJrrSVfr8+qaSuvvVz/svzUx272wPrWyNbe2vbL5eGPn2faj548fPX+8/XRn68n22sbqxtb6xtb6ytri3KJELB0TS8dm5sbml6bWNue2Hq2sbS4trczPL0qnJVMDI8OLq2vf/vSTbGT2H+qUg8Nf3/z88uWLja31uYWZKenkhHRiQjoxND48JZ2WzIunZ6ckMxNS6fjEaE9fx9362ooLZSl5XCQH6UEJMif6QEjeYKIXCO0BincHId2A8a46SJf3puBctSkeumw4hOdrwPeDCHwhLE+d5ADDKrx3Rxbj2bXKzytLB7Goe3DvvtiYSTrpIsyxLsC7OTSw3d+/1dv7tptruYVxkhEw1dLwtIdjmYtttZd7ja9nvq1lMlQ/BWqYAjU86ewyyuV3UxideMpqVtF3NbW9GHofjr6Umj3GYI/T2dOJPClX9Dy/9EVhuSwkTcIWSHlJQxRGZwK+m0AeSeRIeIJFnuBpRtZOWvoCmzNGJLVHR9f5+FyGeUyzEhdEwnEKpTkktBsRu8IXSGmMRl//WpjnLf+AlZTUrazsWR6/E4ma5fHn+IKtrOw5vkDK5Z11dLrp5z9III6QKW2xsR1oXJ6R2SCBupGaPYylNIVEDZPoD1HYOxHRw2zumEA4l5ElFSS3RMbeD47uQ+LvhkfXx8Q2oxJasbhGNLohLr49ATdIpj+IRTeFRF1y965xhZ31gRe5ughtLFLtLS/4+JRbWxeamVa4OFX5eOU627OMDLBgAEJbHQkBYkwM0SYGSGMDjLkx3soCY23hDwY5KCu6aWkEG0O99HTtVJVsVZVlEyU2WhqWWuoWmmomaqpGaipQVWUDNWWgsry20gktBTmAkgJQTQWopqKloqKuqKgmd1z+o/8FUJRX/eg/jv/lLzALKDk6ONjRyk5b3VEHYKKqZKSmZAvRMQWoGigdtwdo+IB1I42NsVZWZDs7tLFJCABAsrUtIxPOJPP5+PgkMiqJEk+LC6opTCpOY5RkJFaWpOZn8m5dPz860i+emZ6USocnpiXzS1+++PrfmvJ+xc9/2pTX3737syk//nLwt5/3/xBxcPAhhvZfm3LwT3O0B7u/t5A/NH32jg73j97uH/3Q1ntNkB1PT/VnZPinlKJP1yZfb6648+B8Q8fFe92XbrWeung7O/80iSbwR+Dtw5AWgTFmPqFG7nADTz8TrwCop7+BbygkPN40nmiFIluhKVY4pg2BZYdj2hBZjuwU79T8sOzS2JKzlIpL3Iu3Mm7cK2l8cLZrqH5c2jW7Mr68Obu6tbzxaH376dbOs0c7zx5tP93ZerK5vrmytrG8vLognZ8enxocHuseHusem+oZn+qfmRtbXBEvLEvml2ZkHeWx6fGVjfUf3rz5symHB3u//PzjF198trq+MjM7PS4eG5keGZkeGRgdnJBMiuemp6STYsn4zMzY+Eh3X8fdhmtnLpan5vNQHKQHOdCM6AMheoGIXqAEGBjpAUa6AeNcAHFO2vHOgARnbYwLgOgOYvpAmF76HB99ng8k0UNHCDcsR3r05/PXK4tnBJzO6Ihbri7twf7N4QFFZpC6AM/mUP/7vr533dyu2NoUQvWEhsA0W+MKL+cKmFO1j8dpD+dMc2MhBJRsaJBmbFRs5zCfmS0RpY2zBCtp+c+Kz0zQhVJe2kJy5kQitwdDbI6M7Y7H7mTmP80u6o7FzLNFEiZvlMIcIFD7KfRRFnecL5zi8Z9n561x+GIydZxAHMRgu5HIXixmkslYTkkeo1F70egxImmJy1vlCeaojDEs/qqbx72w8LW09GeFRUtJyWNUmpTLm2Qw+3H4TiRqAE+ocXK+AfdtR8S2xSDuBAdf8oQXmlrej46forEfRMZPUlliFr8DjauPjKmCeZ3z9RtMZI/QEu9Hx4/jaBMkZl1AyFX/oHM+vjVw39sxiC4qrZ9Cf4DE3AkMuxsYftXTt9oNdtYHnufihANpR5z4KAkMLrOyuugJO+sNy3e0E1macMyNmZbGkerKsWBtlDFEZgrS2ABhoB8C0oEDdazljtsrK/pB9HwgYGeAhoOWuq2WmrW6mrmqspGygpGqoomGmqmmurG6KkRVSZZsoCl/QlNRTlanaCgpqSnK6agqK/z1P5T+4y9qH/0PUy1lbDCckxAV6mDlDALADCBO+iAroJaFrgZUQxEs97H+p3+F6WiHQCBIU1OcpWW8ITRAQyPWyCg9JvKUiMfFxgmJKCExnoEMOVeUXJLOLMvmVBanF2YL6m9eGh8bnJmViOfnx6als0trL7/85n9nyoezz3/SlA/5+DJTPrDy5/0bb97+i3z8f2XK0Z9N2T082D36Zf/ou+bOi+y0SGqKFzPLN7Us/vQ1wY3W8vqH5xo6zjd01txoLq258f7sE4OzC4419Ys09gwycPXVd/eDuvlB3PzA8HBoNNYWy3QhctwoAndGsldiqg9NBKMneXIz/VMLozJL4wsriaVn6dW1Sdcbi5s7L/aONo7P9EgWRle2Fta2V343ZXvn2fbWk83Nx+s7TzY2d5aXVqVTkqGB4Y7u/pbu/pa+ofu9g/dHJ7unpYOS2dGZuTFZRtyUdHJjZ/unt2/3j47eHez/3ZSjg8ODvZ9+/OHZ80cLS7OT02ND44MD4wP9Y/19w/3j4onp2anJmYkPpvQ+bGi8UXX5dPoHUwje+gRPXYKnLsZTD+kBRrrqxjoBYh214py00U6ABGdtgpsuFQaiuAHpMDDbC0JzA7BgevkRjt2ZrNmC9A50XE9M1F0Pj56I0PpA7woHszvB3g2BXrddna7b2l6ytS42NRIZ66famJR7OVXB3argHsXOthlmRqnGBpmmJtnmZuc8fR6VlI0l8u/HY7sx1AmmcD296OWpc1u5xSO0xH48RcwWLPCSF3jJUiZ/CEP+LK90Kz13OpHXHou+4htwztPnZkRUN4G4IUoZT8CNYnCLHO40jd4RG9uGiOlEo4Yp5DEadVkkepqTuyYU9cchO8Mih1AJbRFRI0TSPI+/wBf0Y7BiZuJaSupmesZGWnpXPPKWr1+piel1L+9edMIElTZBZ3Rjib148jiNNU3nPIiMf5xduChK6yNQboZGnHR0vhwUPMLhtccnNEcglthJ01R2U1Ts3ejYi34B5c6ulwOCOkmUXjz5dmDYNZhvY1DETb/gc26eZ319KwL8MjycRbbmeebmF9zda33hp1ydMq0tkqxME82gWANgPBiANtbDWRjjrU0J1uYEa3OUwr+uEAAAIABJREFUiVG4PgimqWH6yUdWcse9QUAfCBimB3QBattoqtppaZqrKhsqyhkqy5toqJlpaRiqq4CU5IEqStrKChoKcqoKJ9QU5dSV5DUV5TUU5ABKiqrHPlH8n3/Rkfsk0MEymYhMI6IwcHdnHS1HHYCTAdgBAjLTUTPTUTPVUtY/9pErQDMABIo2MECbmsZBoQEaGpH6+mx/+Ek+m52AEBCQXGwMGxNRU5hSks48ncevLE4vyUu6V187OTEsnZudWVycnJlfXNt69dW3/ylT/nyf8mdT/r5w42/7HzINPrDy05tDWZ3ygZU/5uP/UZa9P+8zlQ287R/tHhz9+u5w92hv9+in/aPvmjrOsdJCqSmezGyv5NKY0kusi/X5N1pP37xfVXe/4uLt3JPn2IKsaDTVNQxpERBt7BdpDA8z9ggwhAVC3f0hsEBIEMIcQ3dPTAnkZYYk5UVmlMRlnUSmF8emFSFyyjFFVaTSGurJGkbpWXrFReHV+sLmzot9Y00T0n7p0uTa9srGo7WtJ5uPnu88er6z82xr++nm1tO1nSdrG9sLC8vTY1M9XX3NbR132jruPOi60zvYPDz+YELcOynpnxC/X9MxLh7dfrrzy+6uzJTD92P5B0dHB0eH+z/+7fvHT7Zm5yVjE8P9I329I709wz29Q31j0+OyOmVGOjk7OzE51tvf2dh08+yViowCPpod704KMMV76RE8dfEwIM4bgvbUR7mB4px14py045y0UU4AtBMA56JDcNMlOAFILgCmB5jspE1z0ckItGnhEpdL8gYIWAmJ0OLjMxQbfTfI+yrc5U6w9024W62d9VVbqzoX1yoH21RzqNDSsMTDvtrXvcLLtdDRusDOKt/WMtfSItfSojYg+PmpM1JRulSU/rSoYiev7GX5+e3ck7NJGf0U+jCVuZySuZmWs8RLWeOnPc0o2BBmLPNTpSzBAIHahIi/E43ootIW0zMmiZTBmPhZCv1xRuYcm3M/JvqGn+9lT9gUK3GGx5Vw2NM0uphKm8aTOoLDr9g51nn5TFBpq8kpO1nZsn8s8AVzXN4CX3DN0ysHrFdqYvogBjFFZwzhCfejY5qiYjvQuFEKc4RA60IkSJi8+9HxN/yDe8m0PjpzTCCcTc8cojCGSfRFluh+GKIhLOoBBt+BI96OirkZEdUch2qKQFz19H0YhexHEdqj4i95wgsdHITmpmwr00xX+9rAwBt+fufc3QpsLNMsTEXWpnRTQwxEJ0pHPQqsFaWvEw0BxkH1USaGCAP9IKC2i4qy2acf2yrKe4KBXhCQp76uOxhop63uAARYaWuYqCsbqykZqakYqanoqyjqKsrpqiprKyuoKcqpyB9XljumIn9cXf6EhoKc0sd/1VGSA5z42FRLGenrkU5GphPjk9ExAWbG1upqlgANOwOQKVDNHKhuq6dtrqroDtT2B4PC9MDxRkYoE5MIPT2kqSk/OEhmipCISkRFCInxVXmiwhRaRb7oTFHayYKU1nt1U5Mj0rnZmYVl8dzSyuaj169++LemfPHl7hdf7v7fm/JHXGQ5TLIT0Pu3yP+QZf2/M+Xt7tHbvaNf3x3uHe3vHf28f/Rtc1cNOz2EmenNzvNOKo3MrSaeuZZysb7gSmPppYbCqtq07DIihecXhbEJiDbyjTD0jzIJjLbwCTXxCTXyCjaEh0OjMLY0QUBKflzWSXTBGULZeXrFJc6pC6zTFznVtUkXbqZfup157kZyxSXu6QuiSzcLGh9c6BlpmpQOLqxJNx+vbz3Z3Hm2/ej5zqPn29tPNzefrG48XlpZly6uTolnhwZG2ts6bt27f+Xe/SvN7bX9I81D4/fHpjrHpjqHxzsGRx8Oj3eOiYd2nj36ZfftvzDlaO/Hv32782hDIp0aGR/oG+7pGe7uHuruHeobF09I5sWSefHcvHh+fmp6on+wu0lmSj4PxY53J/qbyEwheOpivCFobwgKphfvDkK66iJdgGhnnQRnHawzEOeii7MHEJwANFcQwV6L4qiT7mfVyMB8caFqWSRYpNPuurm1+cMvu9mdd7O9BnetD/C85w27C3O75eZeZm0uNNEXWRsVuNue8XUrdXcscLAqc3UscrDJMDHOMDHuIVEfFZ8cprKkgtSfLta9qrjw4mTNCJXbhaMM0RPb4xPq/IJ7UfjP8kr/dvrcl/llU0TmAJrYi8IPkxliQZI4OXVMIBxjsafJtBkCZZHBWmBzRgnEh/FxHShkDx4r5nHmRcJxOu1BVHRndMw0njSOwrb4BTb4B87z+OupaeupaaMk8mpyypJQtJ6atsAXXHH3EKqqVdrY9iVgZljsYQLxfnRMuY3DeXevSQZnRZT+OLNgkspqiYxtjIi5HhR6JxpxKTCoBY1ZTMlYT8+ZZwpaQqIvunvfCotsRSa0IhPuIeKbEPEtkbH3giNHMZReBKY5NPpWUFiFpyfLEIKDANOcbM57e59zdjnt6FDiYJthZc42gTDMoGwHy3AdtSiwViwUHGusjzaFok2h0WCQr4aqo6KCtfwJF20NWZEC0wN66OnaaatbqKlYaKpZaKubaqjIbmdBinIgJXmAiqKmioK6kryK/HGlE58qyx1TkzuuoSCn+NH/AisrgOWPWQPVicE+aYS4VExMDhnNigh1g+iZqCtbgQFG2sr6anLmAFUrDRVPMNAPpBsE1ImCQBLMzFBmZlQnp6y42DIBh4uNE5HQtNiQVBrmVCY3V0A5nSc8XZByqiijvbl+empMIp2RmbK69fi7b378t6bInibLIg4+mPLi1S//zpQ/7huUmfLHz++s7P3RlF/fHf66e/BPrPyLR8my29l3/2TKN02d1ay0YF6+n6DEL/lkZGYFtuQ8t/JaRtX17NNXUk+e44ty49FUt+BYU3g4xCcM4hthFBht4R9p5hdpDA+HBkSbxpOcOWnh2SdxhWco5edZZ6+JLt3OvHwn6/2NbFtFQ3vFzZai83VpVVdSL90sqm89/6C3YXS6f3FtfuPR+ubjja0nm7Ijz9rO0vLm7OK6eH55YmZ+eGyqu6uvsbm9trH1YnP7lfau633Djf0j94bGW4Yn2vqHW2XLT8fEA1tPNn9+99s/mHK4L0tQ+dsPr7e216bE40OjfTJTugY7ZabMLEhmFiTzC5LFRbFkanCop7np5lnZ2YcV5yYzhegFInmDsT4GGLgh1scQ62OI8zLAwPSxbiCMqy7WGYh3BeEcdfAOOhRnIM5Wg+KokxVo28Yjf3WpZjVJOJGAbnB2aXR3veRkfQnmcAnm0BoR0B8d8SDQ77KDQ4YekKUPSHMwL/Swq/B1K3Kxy7GzOOnikGluLACD8i0sNvIK51MzGiNi2+IwTwtPb2WXrKcX9eEZE2xhP5VxKyis1tt/isb+qqTii5ySZXbSNClxBEftisPcC4+5G4VoQqJbMNhWFGoxkbvFEy3QE0dx+IEEzMP4uF4cdiElSczjDNMoPZiEISxOTKVJybSB6LhmH/9pMm0nK3tZlDRCJPWg0FI2ZzM941X5qcc5uQ9iEIWG0Fu+fn0JmCk6Y4bFlnJ5p+2czji4jJAZE5TEOZawNRzREBzRikDWwLzPevkUOzjei0ctJKePkBmDSMI4kdEUgbgWEFzp4n7SzrHGw6sxIqYPSxoj0AficHVu8FOmNmed3GvgvpkOdklOtlURQdUeHifNLfJMTUqc7IpcnUTWpmSoHs4IHA3WQptByI7WdFd7hrM9wdo8CqTrpaLoqKjgoKIEA+nADfTcQQB3sI47GGiloaL36ceGinJmmqomGir6Koq6CidAinJgNSUtJXkNZXkNZQU1RTlluWPKcsfU5U9oKcjrKCkAFU5offwfdiBNRlRQLiUhNSEyFR2dQ8KHOdiZa6mZaKsZaiqCVY6baCo5ALVgIB1fXaCflmYIEIg0Nk6wsGB5eOQnoMsEHC4GmUTGECMDs1jEk2msLC7xTEFSRWH6mdLsrvYmiXhCPCORzC9J5lfXNp9+//qn/4IpX3z18/+rKe9jIn/c/cDKP56A9v9w/Dl48/bgX5jyp5SDP5ry5t3+7tG7d0d/2z161dBeQUuC8wt8RScDkk9GppUjc89QS84JCqv5WeX0lAIMiesfhrSEh0O8QvQ8g8HeoQZ+EaZ+USbwSEOfCAP/GGMk1ZWbGZldji84Q6u8Krp0J6eu5eSt++X17Weaus7f77va1n+lqbOytiH//I3sK7dLbjXVND242T/aKV2ULG8svR/M31haWJ2bXRaL58cmpYOTkr7h8QcdPQ13Wy7V1Vffbjzb8uBKZ39d/0hj3/DdgdGmgdGW7oG7D7ru9Aw0jUz1rO+s/fjbG1mwm6xCOTzYOzzYOzrc/e7bV2vrS+OTIwPDPb1D3d1DXV2Dnd0DPaNTY5J58QdTxJMDQz3N9+qqL51Ky+MiE2Ndif4mBG99kjeY7KOH8YZgfaFEfxNSgCnZz4QINyJ6GuA99HEuIKK7PsFZl+AIJDkCsTaaNFe9/HAXcVHmkzNl/QmoFh+fNm+fFi/YHbh7c4Rvnb9bS7h/W4BvvbvLOWvrLAiIZQhMdjAr9LSv9PcodLbNtDYtsLMS6OuK9PWu+PsvpmeNsbijdM6sMO2ni3WP88vnBVljdP5Sem4PiVofGjlIpL0oPvU0u2iGwp6hsMex1HmmYJLKuhsaddHbtz4mdoTHX87OXmLxHotSpWTaKA4/Raffiwi/5gcfZtLWcrM6MeiGkOBxCuVFQeHz9Kye8OgaU8tRLGFVlLyZmj7DZK0npy7yBDNM1gyTNU6itIZFVFhYDSRgxXTmBJnaE49qjYjsQOP6idT19Bwxg9sbjxvCUYaItEEyvY9C7yCSe+iMlbyCGX7S3ZDIzkjkGIH+MB7TGB17DuZdaGFd7ezeHoseJzPHsNSusLhrDrBiPZM8Q9NsC0smRI9qDMnzdDnn5XXG1q7QwrzAzirfyT7JzgIHAYZpKgZrKSMMgQmWxhgrE7QpNFpfN0BN1eXEpzJT3IHanmCgOwjgCQF56OmaKsuDP/nIQOGEqYaKmZaakaYaRFVJT0URpKqoLn9cTVlOQ0VRXVlBReGEivxxDQU5bUUFsJqK1rG/an3yP9yN9TiIMJkporjwFHQ8zt/XBaqvryKvryZnqKloClB10ge6gwAyU4IAAISBAdLUlOHqmhUXW8pjsdFxIlICLswvj0ctTWFncYnVxamVxZk1pwsGuttnpdOSmdmZheWZhbX1rWffv/7pL88++xemfPnN4YuXey9e7n0w5fMvf/niq59fvPz5v2rKH+9o/7DQ50iWF/nr7t9Z+XMO0/vP/t9n4d682393uPvbwQ+/Hr681VJO5Hqxc3yExX7JpSEppVEZ5Qk5FaSMEhw/C0Hi+UZibb1D9T0CdWFBerBAiGcQFB5mCo8w8wk39go18Is2iqc4czLCs8qweRWkc3UZ15tKGh5U3+u80NJZ+2DgVtdQQ9dQfWvP+bqm0is382rrT95urK5vvdTd3zw1O7K4Mju/Mre4PDe7JJXOT07MDI1N9QyPP+geuNvWef1mQ+X5K4WV57IvXC2qb65u764dmrg3MHpvYLSpf6T5Yc/t5rbrD7oaBkc6VzaX//bLz/tHR/uHB4dHB0dHBwcHe/v7u4cH7755/XJldWFkbLBvsKtnsKt7oLOrv7Ozr2tkclQ8J5HOiecXJAsL05LJvsHuxqbrZ66cSsvlxCbGuuL9jfE++kS4HtkPgvGG4H2NqAFm9GBzRpA53c+E4m1IhOljXXVJHvoENzDeCUhwBGJtNJluBmVRXi+uX9gqKrjp7XPRyrozMLDZx/OuL6w9OrgtOviOP+ycpWmliVGNvW2prVWyOVRoZVQAc6gI8Cx0tc+0Nsu2smDrALLMTHtI1BlRSjeBPM0RSXjJn5VWzQkz54SZz0sqh0j0YTLjQVxCdwJhLTlzKz13ni1a46eNYSiLLNE8U9AVh26JRgxRaNNCoZjHXeHydwTJoyjMSAJ2kcdvCAyssLUZJBF7sBgJl7OdmbmWlDyGJ/RGIcaQmHkaU0pPXOILV3jCISx+Ky1DpskQFr8iTOpExBUZQNsjo0cJpAkytReJbgoNu+gG60ZjF/lJ42T6LXjALE84Rmc2Rsde8Pat9PC8F4+aS80YItF7UfgldtIQiljt6NaEiO8hUlrj0Z0JeDFbME5m3vMLq3XyvA3zr/P0v+ThU+rgxDWA0KH6eS4OpRYWte6wWl94kYMNC6pHguoSTPRx5obRYC0UVB9rCkVBITH6upFg3XBdnUAdgKOigp2SgouGmpuOljsIADeCuOnrGsp9ClWSN1ZTMtdWt9bVttbVMQVoGqgp6yrKqckdU1eS01JV0lRRVFeSV1U4oakoB1BSACieUP/0PyDKx/3tzFmI0BQcIgkTKUqI4sZGcVFxwc72YBU5oMoxA20lI00la4C6OwjgDwYFALRDAIAYCCTeyIjs4JAaFV7EoTNQ0UIiChMCLxIyylI5uTzS+dKs6tLsi1UlQ/0d8wszM9K52YXV2YX17e3Pvn/9018+e/795y9+XF774vGz77/+/uiLV3tffnP4+df7n73c/ezl7mcv333+Spbq9tvLV29evnrz+Yufv3j5RrbP9MOO5K9e//bt3/Zkn+9+3P/ux93vf9qTff6dKbI9YbIK5be9w193D96z8g/DKfsfRlT2Dt//6tfdd3tHb/aPfrhyu4TCCxAVBIkKfZKL/dPLQjLKIpMKQ5kp3niWC4JgHYiAegTquvoBXX313PwgsABTeKiNZ5ClZ5i5T6S5H8IkAmNJ4LqlFEWV1FCv1GffaT3T1nOja7BpYOTB4Hj30GhX39D9hz1199qrb90tvdFQfOtuaWNbVe/g7Slp99zC2NKqdGV1fnZBPCUeHJno6h9q6ey51dZx6dqtgqrzqfklDGFKQm4h42b96d7B2wMjjSPjrSPjbb0DTffbbzW33njYebdvsGNlbfnr198cHB0eHh3tHx4cHB0eHh3sH+7t7b376uuXC0uzI2OD/YM9/YM9fYNdnX0d3f19IxOTUzOSacmUZGZybmZcPNo90Hmn/fbZuuqsQiGSiXDC+kKxcH0CXA/nDcLBDYm+UKq/CdPfmOlnyPDWp8KARA8A0VOHBodgXXXwriCSM4jvY4Y317qGj/7p5vVuNLY7Dj0Yi7rtCjsDNTplCGkO8HsYFXLd3aXczOikqXGlk91pN6c0KxOqrmaGg/UpX59imDsTpJthbp5mbJIMMRxl8eeSMyWC1PmUrO8vXtsuOLmeU7SQmv28+PQEmT5BoI4SKBP0xKWk9I3MvJXk7JlE4VZS1iSe3h2GmKMyZ+nMzuiYCSp5JzN9nSuQEigSPFlMIA/FobqjEbJ3yXOJrHkWe5nHl9DoK1z+GBZ/w9ltEIneSkp5UVAopTFm6IwVvmCBzVkTiiZJ5HtBwSVQoworq674+Ck6Xcpmz3G54yRyo19gbyxSSk98EBUzSCBuZmcPUSkPsNhqD48qd/fm2LhxRmIfmtATkzCRQBlGk24FhZ2H++WZWpRa2nYgsVNMbncspjkg4hbMvzEg/IaX/2k7pwo3j6sREWdDgvJtrK/aOzd5+90OCCx2dWBaGGJMQQhDQJiOGs7IgG9vL7S1w4Ehcbp6aGOTUIieg4K8m5qqh7amDwjoA9b10AU4/p7DZKSsYKqhYgHQsAJqWepom2qqG6oogZXkNeWOa8rLaSnIaSnIacqf0JQ/oa10QkfpOEDxGFjluIMxCB0KFxLjhcR4NiaCkxDFRsWy4uMIUaHBni5WUJCumjxUS8nJQNdRSw0O1AkHg+FKyhE6AKqtDdPJMTk8iIeNYZPihBQUPTYkJxGfk4g/lc6ryE2qLM5qarg2PNQ7JZ6ckc5JZhYWFzaeP3n5zVffvzdl5Q+mvHh9+PnX+8+/2n3+1T+Y8uqrNy9fvfniy18+mCKLof36u3evvn37B1D+rSl/7CX/8tv+r+8Of9s7lIEiq1b+2ZTD3Q9vCHd/n3z7dffd3tFv+0c/XrxRimf68rL8+TleglxvYZ6PINcnMc2NyLNH060iscb+0fruAUAXuK4LXM/Fx9Ddz9QzyNrd38It0Nw9GOoZDglFmxB57hknY09fZtU1FTd1XOgeuDs40jkyPjA+OTI6MTg02jUy3tbVV9fyoKah+VR9c1lTW2V3/43x6TaJdHB+cXJxSTojnZyYHBwZ6+wfaunsvdncXnXtdn71xeScQjKDEyFMSbh4teBB1/Wh0eaxyQcT012Dw+0dXY1tD+509bQMDnUtrSy++uZrmSkHR4cfTHm39/blqy/nF6WDw309fZ29/V29A52dfR19Q8NjYvHMrFQiFc9KpxdmJyXj3cNdDfdvnqmrSi9OQrPjXfGBJlg/CMZHD+WpIzOF5gdN9Iey4YZMLzDVE0D00MJ7aFLgYDwMSPDQwzsAE12hLDuDDj792wsXh3CUEQyxPxZ1xc6pXM/wnLlFX3TMPbj3dXeXGge7M462p1wdi51t0yyMEyGgdFvrUk+vQjd3lp5+loV1hqlFlZvXbFLG09KKz8qrnpWcfll5fkaYNskRifkpL8rOfFVwco7MGELjlwTJz4rKtnILF5Myl0SZj1JzN3kp0wlkKYEiwZGG45FzDNoKl73NT1qkMleYnNVE7hgS0xEc3hEa0R0RvcLi7ohSVnmCnpjY/jhkV1TMZQenlsDgpxlZT9IzJ/DESQJphS/YTk1bE4qag4JTNTRr7OzrfHweIhCSxMR+DKY5LGwQg12gJ44n4HoRcbMs9mpaai8B1xgddR+NXM3N7SWRuzG4YRJ1CEOWkFmrrCQJhX09MORePKohCnHDP7g1On4YT+2MQd/xChxAE1vCYqodXFOAeoma2klQaJGz83lv71afwDtO7hU2tnlONiIPO7KTaaQBAK56IkpDPQGgQwLqE0EQooEZxtQiFGrorq1pqyDnpqbqravjqw/20tN10FIzUTwBOvZXfbljhsryJhoqZlpqZhrq/w9ld/nV9rrtDX+d55xn79UWdwgkECAJEpwgCR4IFiNESAghQEKMQHC3Ai20pW6r7kaLu7tbaaFAgRaX2tIaLfeLdLF71j57n/tm/AYD/oHPuOa85vWdMBVlAwV5PXlZoIKCtoKCtqI8QEFOU05GQ3aPptyPmnI/Gmgp6qnLQbUUrQy1HeB6DnA9e1NdR1N9F7iRq5kpytzIEqYHBigDVGSgOipIGNhGXdlFU8NbS8tNXoEI1OHZ2vBsbaK83NhEdAQTG80OjCT75EdHHJBwj2fEn8hLO7w/9d7Ny80t30wZ6B8ZG55ceL6ytf72hxcLr6WmzL14u/n2mykv1z//K1NW1v5YWX8vTcnf3RO2+ebTd6Bs74Ly5s8lYbum/HlI+Vb7SE35/eP27x+3v1VA/8KU3WTJD9uft3c+fN55d/x8DiUUyUtwFSQjRalOgmQkJ84+RGgdxDWjhMOxQVA0AezkDUR66jp46Nm56tu7QRzRRk4YU0dvqKO3gTMWjKWbcuLcc4pDT19LufXoaGntlcbWsrbOus6eVun69Pbu2v6hxtbOksrayw9KT90pKb5TUlxWdaGx5UF3b9PgUM/w8GD/QHd3T1tHV31LW0V9051Hladv3D147lJGdn5kBA/Ljwo8ejL9YdmFts6y7r7a3v7Gjq7a+sZH1bUltXVlTc21A0P9y6srn79sS035urMjNeXT9rdzSkNTbWV1WVVNeW1DZU1jdX1zk9SU3v6egf6u4YH23vbq5qpbJVeKrx5NK0hgiINQbF+TEC8DhpsuBaUZ7GHAQkO4nhC+p6HAw4DvqhvhpB2K0gpBaYa5AdmuoHBXA6Y1IMJGNx1tO3oodyYvv40dORAp6mCyLyEci6HGV+0dWoOo9zzc7mHQN328LqJdDzkiMiyMY430oyDgPCfkcR/fYrRnPMw41cRMomdwi0AeiEtZKjr287nLa4dPTmXm1YZElFGZ9aHc59n5m7mFC4lpz1MyF/cfeJqaVR8aUU5hNrEiR4VxL5KzJoVxY1zBKIf/WCiaSYwf4nH72BGd9JBxnmguPnkwjFtPCGwMpHYxQ4e5/FGesJ8T2USjt7NCG2hB97192lmhM4nJYyJxV2jYYCR/KiHx9aHDvxw73svhHoQZFRoZ3/Pz6+Hxeni8AZGolc3+yRF52BDWwQgZ5gsXMjKfpabWhTBrWSE3sP4FFpZFNrYVNPpMWtZC2v6nMcltNPZPCOfrPtifvH2v+uFuY4l3/IllRGo5gXoL7VcdyLiB9j1phzpsbZdjap4EhaWbmRU7Ol6zdzppBM+BQlOsTMX2ZixrCMvaWIC0pumC6No6bJA+H2YaaWpFMYS5awPsVJXtVJSc1NXcQToeBnpuBrr22homSnK6+/6mu+9HfQUZafosTE3FUFnRQEEerCAHVlEBKSvrKCkAFOQ05fZqyO5Rl/mbuszfYABlI20VA3U5gNz/r7b3B/V9P2jK/qCx9wftvX/T2bdHR2GvluJeNfm/q8v93VBDAaGv46Ct4QbQ8tHR9lRWCYIYipGOkbY2ke4okgeCTfeVmnIwnn84UXgiM+FEXlpRTvLdW5dbWuu7e7sGBoeHBsfGR6bmZ5dfbbz7ZsrE0+VdU5Y2v/wbU1bX369ufJAeUr5FW3/Lyt8F5YtUk7e/br/9dXsXlF1T/vi488fHnV//+LzbT5GaIi1//tsQ7c7nTzufv39e+Pnrzscv29s7Hz7uvDl0Mg1LtQkVoSIkDpHxzhESJFNgQ40wI4fBKeFmOLoxhmTo5g928TFAeuojXHRtnfUQbvqufiZOfjBnLARNglHC7aLTCUVnxBfv5N8rP1/ZcLelvaazp7mnv6N/qLNvsK27v2FguKmts6y6/vrD8nN3Hhy7ff/oo4oLtQ33unoaB4d6R0eHh4eHB4d6BwY7e/tbOnuqWzrulddjUxhHAAAgAElEQVScu3n3yOFjCTHxjLik0NPn9pdWXOnorurpaxgYau3pa25pq65vqKhvqGhsquns7phbmH//8cP3pnzZ2f6ys731enN8YqSppb6yuqyyuqy2obKuuba2saGlq6unr7erp7Onu62/p7mzubyu9KrUlPx4ehQNGepjzEQbMtx0KSgAw10/xMOQgzaMREP47vpcF2A4CsBCajJRmkwUIMQJGO5qEGYLjLTROxnkt3LtXJc4upHB6ucK+8Ij77qhz1tZ33Z2qvD3vYt2v+frddvP+5yHc76NRSLMINoQLIbqZ9s7nPD2Oe6JSTYyjdHVj1TVrGKGD0iSlg4efXX83FRqbg0j7Kqn/w1vfH0IZz4rfzYudTOn4FVh8XRqZnNY5MNAWmkgo5oW2hYcMZ+YMR+XNhMT/0wc+0wS+1QS3UChPPTyKfHAdAeHLiSmTsfED4ZxR3nC2fikcUFUIzWolkTui+D2cSNvunucsbGtJVNeZmSNCqPGROKJaEknO2w0SryQkTnIF9z19ik0Mr7j4yN9fDiRkNAvFB42hZ80NZ+LT15Kz2pmBN/396+kUVu4nJs4bOjf96SBDaqDgieT0kYEsb0sXhc94pFvwIMASoKuvgQAPO+KLiGQy4jUGnJwDTn4jhf2vKPrMRuHU0iXUy7uR5ycC5HIo0jkZTvkT9aII3aIHEebSEsoAazqB1KjQEHhJsY8YxORibnA1DwEauqrDbRVUjDd+6MzQFP6OQEBKBAAoaNhrq4MU5YzUJSFqSqaaKqaaKpKTTFUVDBQUjBQUwUpK0vPKVry+7Tk92nK/agh+3c9FRkLfYANFGgMVDLQkIFpK8C05fRV9xooyYEV5HSVZXVUZAFK+7QU9xqoy1sCNRx1NNFAHRxYz0dTMwgKETk6hFlZsFEIP6RZeLB/bAQ1kuxTlCgsShQeSok+lBFflJN8/87VtvbGnr7ugcHh4aHxibHp+dnlV1s//7Aw/+rl0ruJp8vzL99tvdtZ3the2vwiBeV/NGV98+Pa5redPlJT/gzK3wXlyy4o35siTbfeNeVfnVP+lSn/yI78+mV758OHndcHjiZ5EcwobEQwDxEmdg4VOQZxrEksOIkFJ7MtA0Is/KmmmAAYGmfk7G1o5waycQIi3PSQGH2kr74bAerPsAiLRqcdYJ26knHz0cnSmpt1LRWdPa09fZ39Q91Do12Do219Q429A/WtHeU19TfLqi48KD31oPRMRc2VxpaH3b1NQ8N9j7/9jE08GXk8MTg63jk20dLaeb+8+vLl64cOHko8VJx26+7Z2voHXT31/YNtQyOdA4OdnV0tTc21jU01jU21LW3N07Mzv/7+2+cv29tfv0hNkX7vfnn7bOZpR1drdW1FZXVZTX1FXXNtTUN9c2dnd29PR1drV2dLT2dDW8Oj6pJLJVeKLx9J2S8JEpAdmZ5GwR4Gwe56QS7AIFe9YDd9trshx90g0lU/wgnIQgKCHTQZTgCqvSbNToOF0o101I9yhN4WhWzevNjMiagj01sYod2hEWU+/jdQTiVe6DtuLvcw6BtebudckEW2FmnGkGgDkFAPyAcDeUBQjp39AaRTItRYqKmToGvYF50wm31gtfD4y7zDg6L4O74BVz38HhGDRmNTXx06sZCUORefMhYV2x7GrQ8JbwqPbOdGdXLFXaG85/Fpc7Gps5KEp8Lo/rDwdibjjofHfQ+ve66eHUEhC4lpzxNSHgujn0RJZuKSJiUJ7cGhLUHMudSMxazc9hB2M505GZf4LD6xhR48IhDNJqX0RHA6QtmDfEEfN/K4pdU1N/dHBEJ7ePhwdHQdnX7Nw+MOxruZEtTHCh/m8iuJAVWB5NaI8IckUkkgqcjC6oonpjNS0M3h3/PElqCxXfSI7lBeKZkq0dHhKSmfRjlX0RgtrPB2NqeBHnLfD3/ZxSMPZiJQVOYqKSXDoEfdXK74+R2CmRwzMz9sj9jvbJeAsmaZ63tpKSL+/gMFqMMxMhKYmrP0DfEAkJcWwF5NxVR2r72qsoOaiqO6qr2mmp2WmpWmClxVEaYsZ6SmZKqlZqatYaqlBlVVBivIgRXkwMoKemoqOsqKWvKyWvKyAAUZHSU5kJIMUHGfnoqMvYm+l725qxUUCQe7WBq4WBo4wIBOxgb2ELClAdBUXxuiowLWVDAGqNiAtOwB6p4gIF4f7K2hEQAGh1pYUGAwqo2Fuw2Uw8LHRQaFk7wOJYmKEoUF8YKC5OgjeWmPHtzs6G7p6u8eGBweHZl4+nj2r6YsLP78/2qK9KgiNeVPTb68+eXLLijvfvsiPaF8n5gvfZr8+4cv7z/t/HOP9ruZN+koyvbu5NtfTMk/kuCBNcHTrShsRAjfmSVwCeLYkViWRKY5kWkeyLIhMCz9qebeJBM3P4iDh669u66jFxjhrmWP0XYjGAawEcIkfMEJ8eW7R0qqr9a1VLR1t/YN9PYP9vUPdQ+OtvePNHQP1HT2VDe2PKiqu1ZWdb6k/GRJ+cmquitNrfc7umoHBrvHx0cnJsafTo5PzzyZnh2bfDYwMzfQN1jT2PKgtOLK1Rsnbt45U1v/oK2jenC4Y2S0d/zxwOjYQF9/V0dnS2trc2trc3tnx+zc89/++P3zl21pBbRryu/vf3uxODcw1FvfWFNZXVZVW1bTWF3TUN/S1dHd29XR1drZ0dzdUd9a/7DqwcW7F4ouFCVmiymRAXYMDyjD3SDYTT/IBUhxAgY564a4gNku+mFOuqFIIMNei2anQUMCSAgNko06w06Hj4KKkbBHcZy5s0e7hcIWRkgzLbgvgluDJ9x1c68l4h/5eldTAu74Y846Ox6wsUiHG0kgelxtzWBV5TANzRxbu0JHp2wL6yQw9KKn37OMvDfHz0+n5o7HpDyNz+gMEzYHczrYghdZB1dzi57HpQ5H8Hsj+IOimJZw3i1/wjUv7CNi0ABX/Dw+bUoU/0QgHuXwe1ihXaEh5VhsA4nSGEAdjuDPxac8iZIMhEf2sTk9rPD7nj63XNHXXdxbGCFjUTEjQvF0Ysp0YkoDhXbDxa2FHvwsPnEqIXE0StxEZ1QQiMVm5tfdPero9CGxeEgsriSTb2EwlaTAKiyh0hfXH8ZpCWZ2RXB6+fwbGO/7BMJpB9Rdf3y/QDwgEFfiKNVYSjOJWYLB3/DxO+aILLa1u+iOrqAEdXH4zUz2TbT3RSe3a57exVa24Xtl8D/8wFFRzrWyPO6EzINAiy0sDjnaZTpYiayNwywMg+GGQTC9QG1AuBEs0gRO09Xz09LxBoJcgdo2qkpW8rL2qsrSLegoEMBKU8VYSU5fYe+uKcYaKmAFOaDMXpDsPpCCrJ6airaSgqacjKbcXm1FWV1VebCqvJ6KDFxXw9Xa2N/Z2tPO1Mkc7G5l6G5l6GQKdoVDkUaGNlA9M30dKFBVX0vRVEfNXh/opKvtbahPhEEwmpp4PT2muTnZCEZGWDqZg/nhpAQ+g01EH06OKk6NPpAgPJgWe6wwq7LsXk9/xzdTxp5MPp1beL7yauvnH+bntnZNefXzN1MWVj/+G1NWNz5IP+lR5S+mvP316y4ou6b89v4fpuyu8pFmHXz88o/x/G9Ts/+TKds73179SGsfqSluviYEuh2VjQoVeIaLvVgCV2qYPYFhgaXBA5jWeLqFP9XcJ9DUAwtzwhg4YQzcsFAnX6ALXhdDhdF4yNhM2uGzSTceni6ru9fS2dzV1zswONzb39fV29LRU9va9aih9W5N462y6iv3Sk/eKjl07W7B1Tv5dx4dLa2+UN9yv6OnbmC4a2R84PHToamZ0WfPRyZnBmfmh4fGWrv761o6yitr79Y0lHT3NQ+N9kxMDj99Nj41/eTp1BNpfkpPX293b8/A0ODSyvLHz5++7Hz9/GVb2qP9srP9defLh0/vV9eXxh4PN7c2VFSVllc9LK8pq26oaepo6+zuaOtsam+v72iraqq5X3bn3PXTeWfyJZmiwMgAu2A0jOFuwHAFU1HAQKQ2FQVkOOuynPRYKN1gBx0aQivQViPQTjMQoUWxA9BstLkOBnyE4YPoiP7slGZ2WCs9pI3BGhVGVROJlx0dq4n4crx/Cd73sqfLcQfbg3bW+XbWqRZwnh6IrqzIB+kWOKIKHZ0O2Dnmmdt0imJnsgp+OX1pIjatI4Q3nZA1xIutItDLsdTnybnPk7Imo+JHOIJhQfR4bGJzWORFD8xxhNNFF0xXKG8mNuUJXzIcHjnI5gxzI8dEgkYqtYlM6wwOfRIleSZJGAiP7AwO7QwJa6WHVOICHvlg76Ax3WGcJ/GJj2PjZ9Myhviiciz+AcanKzRsmC98HCPpj+SdQ9hl6QAvO7tcc3OvodGkNz4DIlEnh1NNpgxGRE7HxD8WiquJpDIcvoZGKwsgPSQGVJGDGhisfoG4m8OvDwzuZfHGIyUNZOYFF/e7eOJtLP6Gj18VjdEexi3Fk84gHE/ZOlzx8DqLdE7RBYvU1FNg0AJbmwPWljd8fK5gPE+iXdMQ5gxdDYzyj1iACgsOCYVBQ2FQFhRGh0JIhlBfMBilo2WroWKrrOgM0PQyAHtAwEgQwFxN0UhR1lBJBqqiYKyhYgxQg6grAeVltPb9CJTZq6ckD1ZX1VZSUJfboyG/V0dJTk9NQV9NQU9Fxt4I7Glnhne28XO0QNtAPSwNPSz13S0MXEwMkDCwLQRkZgCA6KgYaCma6ao7GYExxhB/IygBAvXSApCgsDB7hyBLyyAUwslSP5oflBLFCiV4HEmLPp4RW5QsPpyVeOZofk3No/6h7q7+7t7BobHxp1OT8y/mVrc23/0/m7K28WF148PKd12Vrbef/9kUKSjfm7Jb+Hy/bv1br+TLzoftHenOjf9LUz7uvMk/kuDmCw9kOjM4HhFif34cgRPtGxzpEsC09afC8XQLfyrclwz3CTRF44xcfAzc/Y0wJBM/mrEv3YgQah4idkvIYRSfT7n58FxZ3YPWrrauvv6+/uHO7q7mttr65pKqhqul1ecflJ+9eb/44o3cc1dTTl6IPX4+5szlpMu39lfWX2pqf9Dd39A/3DryuHNiqufpTM+T6e7puZHRie7h8c6BkbaW9pq2zrrRx/2T049n5iafz0/PLTyfeT79ZPLp6PjY0Mjw4PDQ4ycTm6+2pPEG21+/bH/98mVne/vr5687Xz5+/rCxtTrxdKylrbG88tGj8vsPK0oqaivrWxvbOpqbWuuam6tbmspqy2+V3Dh16VjWyVxxhpDED3QI8TIO9jAMctYLdAAEOGgFIrWDUEAGCsREguj2OmSEFtFaHWetQbLXoTnqUq11wmzB4WbAO/yQhmj+bV+/SjyxlcGciI4u9fM7YmR0y8P1NsYjz8ggCwJOhxrkWpodckIWoBwSzEy5IJ1wTa10C6s0U/NcC5sCS8Tz/YWTabm/nLywkneklcEZ5MQ88CTkACAFuiZPo1PXcouWUnOeCGNaGKE1VEZzWGS3KKadG1VLD2ughMzEpkwK4/pCwroZrMEIzmAk57435qGXTwuVMSGKmRDFdDHZnSFhwzzRIFdw1wNzztb+PMJhLCpmaX/+RFzCs+TUQWFUBY7QFRq2kJbxLD5xISNzISPzgY/vcXOLw6bwRkZwCQ5308trIiFhIiGhNihoQCAc4gmmYuJaqPTecM5UQuJwlHhIHF0bRB+JjhsWx45Gx7UGs0sw+BYKa5gjbqSEXEVj7hECbvr63/HDtbE5bWzOPR/sJWf3h7iAKx5e+SbwWE1AmiHkjLv7TQLhGtbvmr/PQVvLZGNIkpUJH27op7rPdc9/eSrsDTM2CtQG4DU1aRDDILiZjz7YXlPNRl3ZQV3VFaiNBusigVrmyvIGsn/Xl9sDUZaFqCjANL+ZAlKQBcjs0ZOXNVBVMtBUB6ooacjv1ZDfq6Mko6emAFaV1VXe52iq72lnSnK3p3g5kNxscSgLLBKOczTHWJuiLU2czWF2xmBTsKYRSM0WCvSyMvExhflADHxAus4qqkQoLMLZiWZrTUbZuSKMkyTszNgINhFdnB5zPCuuMFl8JDvpp5OFDQ0VgyO9Xf3dPQODI4+fPptaeDm/9s2U+RevJ5+tLa/9sfl2Z3Xr69YvO8tbX6WsvFz9+GL1j5fLv79c/nVt9bf1zffrf3ZSNl9vS+dTNt9I1yR/u0ve7adITfm+n/J9j/ZbLNN347NSO/5Nj1aayfTHp49SU3KLYtFYC3q4lyCOkpTNTsphxaYH8eNwQREob5KJL9nEl2yCpZnhgsx9Ak3ReCiGaOpPsyCEwIOjHDgJaElO4MFT4nM39t8pu1DfXtPV19vVN9jZ1dPW0draUdvU/rCi7uKdR0eu3im4cCPzzOWEY+dFB0+E5hUHHzrFOX057tbDg2W1Z+pbbzW23WvpLOkaKBscrx6ZaHo82Tv6uHdwpHNwpHP0cf+TqbGpmYnp2cnV9aXF5ZfzL+Zm557PzM49m56deDI5OvZ44eULaYP2z8LnH7XPl53tn399MzX9pLm1obS8pLTiQXlNWXlNRVVDjXRcpb6+vK7mfvmDK/euHr9+Ou94tiiJg+fg7ZieJnTp00FnvUCkNhmlQ0fpBjvpMVC6NHtQIEKbYKuFswHgbAA4C41QJIwK04i2M25MkwxkJLWy2Xfd0I8wvi1U2n0vr/O21pdRDlc9nJOAWrnGkBQIOM0UlmltkWljnWZtw9EBRhtC8uwdCx2dilGudwKoLw8WP03OfnXk9FLuoTFRYlcIfygi+okoaSo69UXy/q39h5/Hpa6k54yKJENRkpZw3sNAWgOLW0Fm9kWIpiXJi0lZs5KExzxRbyi7Aud/Cel4xxVd7kMY58e8SM4aE0r6IwQ97MjqAGojjdnCCL3h6jmVlDYojO4Mj3yWnN7MZF12RA3zhc/iE+dS0n4/eWoxO6cUi7vq7HLewbGSFNjMYpXgcL18fheX28nhtISwukLD6snUKkLABQfH6+4eI+Lo0WhJAz24K4I3k5pZiifd9vKtwFHqSIwJcWILPWwkNqGUTK4LZrZFcOoZwSU4/EVnlxueXucckWcckccQiGKEbZGNda6ZaRHC5iYBd8bT7bCTfbatRSwcEqKj7iP3N699f8cqy7OhkDBjozBzM7oxzBsIsldVtlJVtNVQkeZaO2trOWhrWKsrGyvL6svt0ZP7EawgA1FXgmoo6yrL6sjt01WUM1RThmiogtWVVfb9TVNhn7rcHqCyLASgClTco6ci42wBxTlZ07xQge4IkosNFY0IdLP2t4cTUNaeVibulkYOpvpGIFVjHRVHIz00HOplZOilr+etq4fVNyQYGRPhcDLChurqSPJzTk/hJYlZXJrfsczYomRRcUZccU7y9QvHOzoaOvvauwZ6+kdHB0cfz0y/nH724u2b3354sfB6/sXrp1OrS6u/b7zZWd7Y3ni3s7T5ZX7lw4u1T4trn16uvZfO0a6t/ra28ceuKRuvPktN2Xj98XtTpHfJ/2zKX+59/vLe5x+D+f+bKe8/f5LWPrlFsZ44SybXT5xET8/nZhzgJOeyYlLJoUIPAsPSj2IqZcWbZOSBg7j66XsRTHAMi7AYF0EaJjoLl3ww6Mh5yYXbBbdLf6ppKW/tauvo6e3u6WvvbGtpr6lrvveo6tyN+wdPXkg8elZ86BSn8CQr/xgt9wip4HjQ4TNhx86Lfrqedv3egRv3D91+WFxed76560b3YGnPQGPfYMfgSPfo48GJydFns0/mFmZeLM5tbK2vrq+8XFqcf7EwN/9iZnbu6eSzxxNPF5eXPnz6+D+a8vnLp1dvNp5Mjje3NpRXPiqrLCmvKS2vKatqrKpvqq5tKK+tfVhdeaf03qU7l49ePp5dnMFPCMeGY20ZHkZBLgZBzvoUJ1AgUoeM0qGiQHQUOMhBl2wHIthoY621fa20sNba/nCNEAdIMFwnHW3XnZ82kJHUERZe5Y9toVAHIzhVBNwlpP1phNURC5McmEGRrUW2uWmulWUuApGBsMmws+Pr60uMjA86u5xEY465elSGhC8VHZvNLFgvPL6YUzSblDPCldQTg2vx9DFe3HxizoQwfiU1dz0rb5AX1cBg3fLFn3dFV1BD6oMjRgSxjwWSaXHifHzy89jEkUheE41Sjsd1scL72bwJYey0JHk6PnU6PrWfKyz1Jz7wxt719L3vi1vaf+BZcnojgzUkihkRx1QRA3vDOSMC0VRcQh2FOsgXNDOCb6M9b3l61VCozSxWJZk8FhvbLxT28vl9PH5HKLuVGdLMCL6ARJ22RbSEsB7Hxk/EJTTQQ+qDmGftkNfdvc7bu+TrGVUTg57EJ5cQSA0hrCfJKR3cyBIcvpwU+ACLu+PjW0oKLCEQL6PRJx0cjtnbFdlYH3Wwv+rve9jJPt/eKtPaLMnCmA/RDdJQoqipBIO0+XA4z8KcY2VJhxt7AYF2KkpWygp2WmoO6qpOAE1nkDYKBEBoqcHVFGDKcgbKMoZqikZaqlAtFV1lWW3ZvUB5GX0VRQM1ZT01JakpGvI/ApVlDQFK2vJ/B6vswyBMyWjHEH9XBgYV5GUf4o0M9nIgu1iRXBDetmZetnBnC6iZnoYpSA1pDPY0g3kZGWKNYf4GhmhtHXcgEAODYExgKCMwxsUqLoaVGBUiZBJO5iQcThWfyEk6VpB+7dKJ9o6Gjt62jr6u3uHhgZHx2dmluefLr7Z+/uHlizcLL988nVp9ufzr6tbXl6sf197svFz/PLf8fmH14+Lap8X1D0ur7xdXfltd+VVa++wuXf9nU/48qnzebalITfnLfMruvY/0Cnn3yc+/v0v+M+P60/bOh/dfX+UWxWII1mFCXFw6K/eQKK9YlHOIl5rHEibiGFwUlmbmSzbGBEA9cPrOPiAXX11/qnkQF8lL9BRn+cVk41MK6ccuxV65f/B+1YX6jvKWzqbugZ7B4YHe/q62rpr6lvul1efvPDp8/mbqicsxh86FF5wKyjyMi8t1E6WiBMlOohR02oGggyeFR87GHvsp6aebObfLDj2qPVfXWtra1Tww2jfx7PGzuannL2dfri4ub6xsvXu1/npjeX3t5cry/OLLmfm5yZnZialn65sbUk12TZEWPl93vvzx4ffl1Zej40PNrQ2V1WXlVQ/La0or6yqqm6prGyqrah9VVNwtL73+4NbZmxeKzh9OK0rhxIb6sv2s6e4wmrM+FaVHRgFJjtqBSB0KUpfsCCLbgQKsgVhLgK+5lhdc3d9aB2OiRrPWCzEHFRLRw0U5HXHiVmZwLZ7QzQwZ4XHrAgNuo91+crI/CIflw42OohAFdtYF9ohce7t0G9ssB2SMsWmImnqckXGGpXUi1PgOOWg4MX1IkjwUlfBYktpCj3jggbto43LX1W9akv46/9hjQdxcbKq09umM4A1JEgckCQPRiY0h3MnY1KEI4WAo76kw+qkwujOYWebve98bc8ke1UgJHuAIBzjCx1FxMwlpj6Pj+ziCKy4exy1tS/GkuYyc18UnxmMTOyN4dTT64+jYmcTk8ajoxczsdlboTHJKE51xGeV0z8e3KpBcQ6OV4HADIlF7eHgrm90WFvYIh7/q6nbDA33JxaUiMPBZaupwdEwlmVJLCy4PoJywtrvm7nXfj3jTw7eexqoiB/VECu/6+lVRqM2s0JtemHwoLF5D86Ap/B4WV0IgXvH0PI1EnndzvYj2uIj2uOzrfcjZPs/Ber+9dY69VTzcKAKkFaKlydYFRplbCCzMw8zNyDBDVw0Nc5m9prJ7bVSVbJUVpYP5DjqalhrKRqpyhkoyBsoyxgA1E6AGDKAKVNynue9HgOxePSV5sIoiSE1ead9/ainu1VTYA1SW1ddUAMj9TV9VBudkzfBxiSB4srHuob5O4X4ubF8UHW1HcXfAIi39HC3QCBMriJa5nhrKCOxpBnPRA2GNjHBQmJsWwEUH6G9mhrW2cjWHuTqaivi0xGhWTATlTEFKcXrMydzkI/tTLp0vbm6pae5obOxq7ejr6xkYnp5+OTu7tL72+ofFl28XXr55MrnyYumX5Y3theX3K692FlY/Pl/6Y2H149L656WNj8trH5ZWf19d+XVl7be/mLK2+XHj9cfNN5+23n7aevtp15RdVv7NHO0/m/Lv52ilpkhn3n7f3swplPiSEBwxMSmbXXA0puhUbOFJcd7RyKRcGi/OO5Blg6ebe5Ng7liwi6+uB84gkGUXIfESJvtGZ+HEmdj4PHLRWeH5W1k3S49XNt9qaKvo6u8YGunvG+yQmlJZf+VR9al7VUWX76eevCo4dD4484i/IAVB5RpiGUACE8qRuKUfYBYcExadii4+F3fqcsq5a7kPK2/Vt9QOjPZPzj6dfTGzsDy/tL689mr91c+vN99urW1tLq2tvlheev5iYXpufmr2+Zt3b3cH86WmfP7yafcu+fn89OBwX0tbY01dZWVNaUVtWVV9ZXVTVU19RXnVg0ePbpbcv3T76okrZ/JPFiQUJLCjmRi2nw3d3TjIBUJDGZCRukRHQABSm+QAJNmBSDYgrKW2j5mmF1zTA67hbw1CQ1WJplohZrrHaH4jh3IrI1itzOB6PLE9iNbJZJT6+dzxdL/q4VxkaZJjCj3iiMhHWOU5IDJtrBPMzdNs7SQm8FAtLQFYP9oQwtcBlTLZYylZT1NzegWxm4UnRgTxXSH8biavlyVYSMrd2l88KU56wpfMSBLHxXFtbM4DAvk2ltjE5o1IUmaTska4UdI52kE2p4VKK/H2uu7qct7GvjeM9yQ6oTuU2x8hGIgUNdNZ1QHUycTUttCIibikHq5gLjN3Pmv/UJSkgR7SGRr+MiNrTCR+EhM7IYltDKIfhECPmZk/xOLqg+i1QUG3MJhODqctLKyZxaoNCuoXCuuYwXV0+g1vzE0vr/bw8H6hqF8oKsESm5jsMiL5Bsb3nIPLZXdMZ4SgIzyymRX6EE94iBxaDfsAACAASURBVCdccnE9ZmV9xt6hyMx8PxT2k7PLbV+/q15e511cbvj53iXgL3t5HndC5iAsMmzgOQjLAiQiy8YyxhDMA4J4YHCcpbXAzIxlakKC6Luoq8P3/mi690drFUWEipKDlroTEOCgo2mhrgRVljFQ3AdWljHV0TABakA0lXUU9mrs/bu23D6pKUBVOcW9/x9AaR9AaR9QZZ+euhxA9r8gGvIkNzumnwuH6MXBu4f7uUhNYXo60NEOBGcbgostxsHMBgL4Zoop1Amo7QOF+MNgHiCQMxCEMTEOcLQP8EBh3KyFPGqCOCSeRz97IPVIRszRnMS81JiL5440NlU1djQ0drV29vf3Do1OzbycmVlcXdn6dk753pTlra9zy+//jSnS1qwUlLXNj+uvPnxvyqt3n6Wz+X8xZTeT6fv3Pv9c+/x7U3bnaH/9tJ5TKPEn23PE+KQcVsEx8aHTsYfPSIpOR2UfYsdlktgiN1oEAkuDo/EGrn56ngRIIMsuLBqdkBuYWECOycbHZOOzDocUnhGeuJx6raS4rO5GY3tlV29TW2ddffOj6obblXXXyuvO36kounQv7dQ10ZELoTnH8KI0eyrX0JcG8CaDmHyHxBzq/iO8gyeiD5+JO3o+8dj59Gt3zpdWPerobR+fHJuefza/NLe8sbT+eu3Vz6+lR5WVzdWXq4tzi/OzC/Mz83O//v7bboNW+sen7Y9SU7Zeb04+m+gf7GnraK5rqK6uK69uqKxprKpprq6pryituPfgwbW7t89fu3Dkp+PZR3MluRKmONiL7WfD8DChu0KDnAwpKD2CgxbBQYtop4231cZZafuZa2HMtDxMtVyN1H2sdD0ganhjLZa53llmwOPi/PLQ4E4Wq5FIbKVSmqnkO2iXK66OZ1F22Ubg/RbGR1D2+XbWufa2KVYWUVBoHNxcAIEKIIYCAwNpY6VdEv/i0LG14lNPk7NnU/c/laRNSdIfi5IGw8WT4pSltILZuPQxTtRjvnhUJGkOCXtAIN8nkmuDw/tF8TOJmc9iksY4UX0hYYNszkB4RHMQ9YGPd30g/Vlc2oQ4sYPJGRHEPolJbqSyrrt5FxlZXHH2nE3PHY9NXsgumIhPLSNSb3hgGmmMqbiE5ezcMZG4Kyw8B6SbqqF539unnBjQzeF2RETc9fXt4fGGo6MHo6KaWayHAcQbPt5VQbTKIFoNg94rEnZG8lrCwssCqeVkWhWNUctk3fEj3PLFt3MEfaLo2iB6GYFYQ6FedXU7Ym5+xt7+DNLxvLPTLT/fChr1AZFwycP9GsbrGsbrGMI23chQANLkgbUSTSAF9jaFDvY5lhZppuZpllZJVrZ8E1OWkRHFCIIBgWyVFKwV5R011Fx0AG5gkIeBnpOejpWmCkxFFqoiB1FXMAaoGWmrgdUVteT3aO77Eaggq6+qBFZX3jVFW1kGqLIPpCqjI/83U6AqzQvFwrpxAzCRRDQH68bxcw73QbG9kAxPR6KLNdHNxtsRbgMBmANVUDA9T1OohwEYY2jgBzXy1DewVVc3U1NxNTWh+qIJWGc+jxInCk4UBJ89kFqcKTm+PzkrQXj14vHmlpqmzsaW3o7esdGRicmZueXp6ZerK1v/6Kcsrvy2uvX1xcqH5a2vz5f++Fe1z+p3rwe/N2Xzzcfvjir/eO/z7r8dVb4FHfz2/uu/6qf8Gf72bVnyhy8fP2x/m6+VxkdK731++biWUyjB0xzCo/ziMui5h/kHjosKT4kOnRHlH+OkFtBi0nFhYtcAppU3CYbGG3oSIFiaBSXcXpyGj8kmClJ9uEkeMZl+KQW0/BORZ65l3Xx4orT2ujTksaruXnnN9UeVFx+Un75yr+DMtcTin3gHTzMzDmF5SYjAMANviqYfTZ/JR8akkTIPcg6eiDlxMfX8jZwLNwsv3zx379Hdhtb6/pG+J9MTc4vPVzaXN99ubL7d2ny7tfFmc3VrbXFtaX5pYe7li/nFl9IG7T+b8mn74+r6ysTTsYGh3s7utoam2tqGyrrmmtqm6tqWmtqG8rLKuw8eXLt148yls4WnDqUWpgszoxjCIM9QX+tgDzjDzVhqCt4OgLXXxNtq4WwAWEuAr7k2Bq7tYQZwgql6W4I8IGpEU+0wK8gFNuXZqUN1PHYjlVrt49MUENAaRH3o63nNHXUGiciE6hYiLI65oQ442OYjHVOtrAUGECHEKAwI4hkY8gz0merqOXb2I1m5KyfPrh89PZW+v43NbwgKu+aEKYZZP/DATUvSt/YXL6bun41N6WGGtYeEd4RHTiRnzOcX9kXFN7Eip+LSnsenSe99OoOYXcyQejLpjie6Ehc4zIsZFcS2McK7QnljovjuCGEViV6Gp1SR6GOSpAGhZDIpYyI+tZcnns/MnU5MGeDyfik+tp5XMCKKOmxscssDXUumPPDzbwtlt7LZd3x8eni8IbF4ODq6ncvp5PPOu7kcsrQ4ZGlxw8e7P1r8JDnlWXpGQwi7JCDwpq//T67u55zca5jswZiEWiarh8e/7u5xE+1519vnorPzMSurAhPjM0jHR4GkWmbwAyLhDAp5wt6u2MY6BwpJ1ANytFU5IPV4I4ODDrbHUKiDNjbZZlbZljbRMFMmSJekoxNoAPYH6ztrqNupKCE11aWRke6Geg46mnAVeQOFPYZKMlANRZimClRLRVdVXkt+D0B2r56ygoGastQUhT3/AVDap6OyD6iyD6iyV1dpjx1EO8TfNYLgKSR7iwK9BQSPSKwr19eZ4+cc7IUkudiQ3Gx9HeHWhlpmOsoomB7GzAhtqI8G6/kYQr0hUBsNdYiiHMoYxiD4kghuXA4pThScEsU6eyD1aFbs6QPp2clR16+eamisrGqsrG1r7B4ZHpmYfDa7ODExu7qy9cP83Nbcwivpvc/Gm53FtU9SU/5Vj/YvpqxufFh/9WHj9cfNNx+lrEhN2WXlX2Vc/6t+yr8x5c+o2i/bOx/evV/JPhhDpCNZfC9xMim9gJ19KDzvKKfwFL/gODejkJGST+UneFLDbfF0c38q3J8KxwVZEoJtgrjIELFbEN+eFGFB51mHxThJMgkFJwTHf0q7dOvIvYcXS8qu3Xt48ea90xevHTp9IefYT8kHT4lyikPTCgOjMz2CRXBfurY7UcOXZkiPREanUXOPRJ28nH394dH71WfvV114UHm7vK68saOxb7RvYmZibnlu5dXKxruN9bfrG+82Nn/eXHuztri+/GJ18cXq4uLa0qftz9Kp/L+Y8seH35dWFieejg2N9Hf3djQ219U3VTe21dc2Vde11tY1VpRX3Xvw4NrN66d/OlVw7EBiXhI3hUfhUdxDvC0Z7qZ0VyNp7YNDaPnbaeBsNLHWWv5WAB8LbS9zHbQ50AmmjrHQRUPVSWbAMCvIWWbA5InCFiGnmUKt8PJqIOK6mfQqov9tjNsFN4cCc9gBO4vDLg777a0LUMgMW4QIAhNCjNg6wDBdPbGxEVdX9zqdMX/i1Mb5iwsHi59l5D2OSxsUxF139j5qYttIDp1P3j+XlDuXkLmRfWAyKnZEGFNLCy4j05vCIxtDI4eikyZjU6clyVOi+OHwyHYqowZPeOiDueOJrg6gDvFinidnjwrjGqmsRiqrlsK87enfSGcPCWPHY5PHY5NHohP6+NEPiZQGBms+LbMrNOxZfOJsUsrTuPhSLK4Mh7/h5v4Qi6ul0uro9Id4fJ9A0Mpmt4eH9wgFDWGh9wKJdaEh9WxWBZ1Wz2a1REQMSiT1LHZlEOMenpiiC2b+14/F9shuUUxvVHQdnVFBID7E4k7Z2J5CICrJ5Hs47Ak7xC0/30eBpNv+fqeRjkdtrA+YmmQbGmQZQxNMDePghlk25kedkSdQTgfMLFL1jeINoGFaQLy8gqe8PB6kgzeESBckO37XoLVSUzKU+Ttw73/qK+yFaihCNZShWip6agoAhb068jJgFUV9VSWQigJITV5hz38AlPboqOzTUd4LUt1noCbrYmbAxntwAzAiio+Y4isK8IzEukb6uURiXUO8UGQ3RKA7wtcRbmWgaQ5UcTbW97OCOwG1PfR0fQyhGEOII1DHBqTtZWfDDMTisc6ciIC0+IjcRN7pA6mH0sRnDmbkpUvu3blQ31T5sKqktK6yfaB/ZGJyaubl2Niz1ZWtH57PbswtvJqcXl/d+LD1bmdp/fPq1s7zpT9erHyUZh3s3iWvrP22vvl+9wHh+tanb5Nv/2TKn0eVL38x5fujyq9/fPn1j8+/vd/efewjndP/qynbn7835eM3U/5492Epu1AcEOwYzHUTJuKScumpB4KzDocWnOTkHQ/PPMxIK6QIkj3pXJvAUDMy25LMtgwMtQgMtSIwzckcBCEE7knSRQfoeFP0KeG24hR8Wn7YgWNxZy7kXbhadP7ywRNnswsOx6blcNLyOAk5jNiMAHE6hhuHpHBhvjQdNEnbKwBM4zjGZTCOnE2/9fB0VcvturZ7lU332nqa2nrbuge6hiaGpp5PLqwurG6trL9d33izvvnz5quft9bfbK5sri6uLy+tL69srkpbs9LJlO/7Kb/+/svLpRcTT8dGxgZ7+7uaWurrG2uaO5pqmmvq2+rrm6orqktKSq7fvH763Im84vz47LiwRA6RQ3IK9jIPcjMKcoFQkfokB6AfQtMPoYm11sJZaWMttf3NdXzMgV7mOs5GGt6WIDRUPdBMjwUHHwv0fVy4vykyYpjPbyQSW8nkvlBWFQF33cPpnDMi38Ioy8Jov71VujU8F2mXZWcfAzORGJlydcEkeYVIfXAEEFjOF8yfODV3pHggPqkvOq6cTB8UxQ4JY6fiMl4XnpyMTW9nRs6n5MzEpnSxON0cfj0ztJUrGElO6+BHDUbHT8SmPI2KnxbHz8TED3O49WRyNYnQxGS0MUN7I/izSVnzadljovghUUwTI+w0wvEABN4vEE8mZYzGxDeHRAyKYnoio57EJ4+LJXMpab3hnHoqbUggrKNQL6OcHvh4t4Wym4KZrazQVlboVFJyUzCzmRkyHhf3gEg8jLA94+pym4CvZoV0R4laOJEtnMjh+OS7eFIphV4Vwr6JI94jUcoZIaVk6lhUTH0grZJEvuzquh8GzYFCCkxNzjqhrnqiHwYQHwYQr2O8zjk7FVpaZBnBcqzM0u3N0+zMDjjYnnZzOePkkmdmHgs25OuBaRqanvv2uu3bRwDq0IxN8foGbpqaLpoaKB0tJ11tJAhgoa5kIPt33X1/gyjLmumoSc8p+moKQMV9QAVZsIoiWEVRR0kOpKao+ON/SpspOsp79VT2QTRk0dZGYTiPSKKXKNA7iuzDJ3pyfF0ifJwj/F1ZPs4Ud7tAtJ0P0szSUBMOUnGB62MRFg7aGmhDsC8M6gbWdQQCnGD63g42RIwz3gfJ4wTuTxcdzIw9eSBtf5Lw+IGM/emxVVUl7V3NpTWlZfU1vcPDT6bnFhY3pqYWllc2f5hbeLWw9PbZ7Oba5sdXb3dW1j9vvtp5ufppN+N6afX9t/yUzT/Wtt6vbPz+Z7HzaeP1x7Wt92tb7/9k5dOf7wm/vPnli/QR0Nufv7z75evPv+7sTqlIg1R2p1SkYUsfv1Pjn/JTvi39+fx15+OXnT8+v/+88+vb9y8yD3KxVKvAUHumwEWQ5B+fR00/zMw4EpxyiJpURJLk+oky0ZGJSHa0FSvKIizKkhNjw4tzoEdaBYaZE5kmODrMlwLBkAx9ycYBdEtJSmDOQe7hk5LDJ2OLjkbnFwniUqghHI/gcPdQgWdIJIoaYU4LN8EFg/ypOoFsE0aEHYuPTkwPPX3pYEXNnaaOqs7e+u7B1pHxgcGx/uHRgdEnI9OzkwvL82sbq2uv1je21t/8+vbNu9cbr19tvX71cmX55dLi67dvPm1//DOA9suXL593dr582dn+tP1x6/Xmy6UXE8+eDIwOtvd0NLY1NbY1tXS11bU01bc21zfWlVc+un//+tXLJ44Vpe5P46VG0ePC/TkkZDDGlOYKoaD0Ah2ARDttH1stH1stnI0O0UqHZKFDstDBWwD9LHS8TAFYazDOUi/QTI8BATalJcwXH6miB99w9WggUYY4vBo84bSl5UUnh2ve7gXWJtnWJhl28AMejgVujsmW8AQT4zRT80Rjs3AAkKKgwAWCZo8fe15c3CQUPMnOns3N64wU9AvEj/Cky07ol9kH5tL3DwjjhsWJE7EpXRxhAyviHolyycenIiSkPy6+SyAYEcc0UGhPhNGjkbxSP7+aQOJ9rPchuMkgTzjMEzXSmFPxSeOShAZ68CM8aTQuvjKQ9jQp+XlGzkJWzoBAPCIU90bwn8YmjIvjpuKT5tMyx6NjynD441YWPyEdygNwNVTyaIy4mhLYRGdMJyU305ml/vg+nqAtIvKih+cltNdDKr05UtAUKXpIY9WG8atY3Gv+pOMot2u+hOv++Bomeywp5RGe1EJhNpHo931x1zCYK34+J9ycjtjbnkLZn3Wwq6MFNTOCr7p7HLG1ybEwj9LXZWqpcCA6iQjTPITVSSfUVV+/A3YIti6Qrg/0VFV0UtjnqaxE1dMLNjQOAIK9tbQ9QUAXXaCttoY9CGAHAhgryRnIy5hoqJhqqVnpAo0BGnpK8loyezT37dWWk9VRUgCpKGnIyarJ7FOX2aunrGCgqqD543/oK+xBW0B5ARhRoK+Y4i+m+AtJPpFELy4ew8VjIgieFLQ9ydMeg4Sb6quYQ9TdbKFu5oZIMMBZD+CgpWqnoYw2AlNc7IIwTng3BMbZnB9KTIkOP5STVJARX5yfmZUafzA/u66uprO7q6Ont62nZ3D08fiT6YnJuZm5xcXVjR+ev/gfTPkWcP2/mSJNY/ofTdn9/mHKbzu7b39+/eO/T7791ZSv35ny9XtTPn3deb/9x/bOb2/+mM88yMHSzCjhdsF8ZES8R1SGf2weIeEgMe4gPvaAf2wBJjrPQ5SO5CZZc+PMOLFwrsSUG2vBEliQw0xxDEMcA4Kjw/AMk0CmRVCYbXQyNqeIVXxWdOS0KP9weFImmc1z8SOa+BDMCDRrPA2Oo0GIwQZYGhAXBKJHmEdEuUfFB+QeiLl261RDc0VPf9vwWP/E5OjUzMTUzMTU9JNnM09n554tvHy+tLK4ur6yvrn29uc3b969ffXm9as3r5dXVxaXl968e7u9/elbZOTXbakpf06mbL1YXBh7Ot433C81pa6loaGtpaGtraGtraGpsbyy7P7961cuHT9amJKTwk0WUSRs7/AAe4aXCc3VgILSC3TQ/tMUbZyNDskaSLEEUSxBgRa6BEtQoAMEZ6vnb6oTZGm439/z6dEjM/kHf3J2KzSCX3N2a6YEVfjhzlhZnXe0v+zpUuhgcRzjfMTH+QTe64ivW5qNRbwRJBFiFKOrHwWG8HT1r1FpEwcOrJw+05+cNJqSPJGW2hoe8TQldTQmfkAYPZ2a/Txjf09kdEe4cDIpo4MrbI3gd4ii63mRtVxOT0z0k9TU0eiY5iDGGI8/xOHWk0mtocENLPojEmE8OmZUIG5hhCykZ81lZLWEsi84Od/H4VvCwsfiE54mJD1LTm2mM1uDWc204N4w7lhU7ERMwkCkoBxPyDeEHDI1vuKKKsH6DIsFQ1H8K06oyyhkbxi3h81pIDPqKYxaRsg1jM8jclBjGLdTFD+YmNHCk9RGiLokKbURomNI92gNoFBJ44qX73hSSnkApcTdv50SWkYIPIqwP4y0v4j1voLzvYh2veLmUobDVmCJdzA+513dM8zhYUAATVuFpCkXYwHJR1gdsrUptndINTVmGegyzCG++truABUfdTUaGBxqaELVNcTp6HqD9axUlIwUZMzUlKy01GDKClAlebiWmhlA3UxbC6amApSXAcjs0ZaT1VVS1FVV1lNT0ZCTV5eV0ZKR0VWSN1CS0973X3BNJQLKWkjy4RMxPIIXj+DFI/pEErzZWK8QX7cQXxeSm20A2s7TwcQIrASHqLnZQl0t9O3B6o4gNTtNRVt1eTcD7QBHC7IbAudsiXeziQ4nZ8bzTh7KPrw/9dCBzMy0xKLC/Kampo7O7rb2ztbOntGJyWezL6ZmFmbmFlc2Xv07U6R5tH8xRfp74/VHaRTT96b8OajyV1Pe/vzlX5mye1T5tnf9fzPl887Ox68ftnd+e/37XHpBOJYGp/NsQ6IQ7DgHbrKzINNNlO0mynUT7XeRFHhE57nE5CCjMu1EKZa8BDg3FhYeYxwmNqNyYEQWmMSGUCNMg7gWLL5NeJRDyn7igeOsExcFR8/x9x9mxqVjmRyEDwGC8tDz8IWh/fW9CEB/KsiXDMAF6bH4trGpxIy88JPnch6WX+/obhoZH3g283Th5fMXS88XV+YXlxdeLs3Pv5iVmrK2sSo15e3P76Tf2sb6ytrqu19+ljoiNeXr1+2dPydoX73Zmlt4PjQ+3NXf3dbd3tjWVNtcX9vc2Nje3tTR0djcVFFVeu/etUsXjh4uSMxICIvnBUQx0WwCgu5pTHM1oDqBKUhdkgPQx1bLF6FDQIACbXVptuAgGzDVRo9koxvoAMFagXBw7XAHk/JkyeaNa7MFheedXI/ALa86udYHkKtxxEsODqdsrU862hy0haebQ1NtjPNc7fJc7ZLNTOIhBkmGRhI9g0gAKN3Sdqb4xFBG9rvLV58fPNgXE90tFA5JYkqJxMvOrt2cyEFh9MvcgvHY5J7IqEGBpJsramZHtHAiWwSCeg6nnc+bTE17mpDYG84ZjeT1s8PagujNDHo1jdQRETaVkDiTkNLBCuvn8nu4vCoKNUffIEFTa1gSOxgd8zg2fi4jq40Z2s/lj4tiJiUJk3HJL7LznsQnVpIChftkDsNNHvh7V5Dw7WEhgyJePZXSygyelCRMShKGeeJ6CqOcTLuM9rpPJD8IoNwnMTrFCX2xae3C+Cs+AaVBYU2cqIZw/k0/4j1CYJdAVE8PaSQyOoPCywiBxbZ2cWAQX0s1zRhy2cv9EQF3xxN9xdH5Jtrrmp//QUf7eAt4ipNtlCU0w9Eyz9rigLnZcXvHAw52kaawAIgOBqzlClD21lCjgcGhUDhVH+qnA3IDapvIy4D3/s1IUdZSU9VETdlETdkMoG6qqQpTU9FXlAfI7AHI7tVVUjRUV9PXUAOrq6rLymnKy2nLyekqyesryoLk/m6nr83yc4+mYvlETIS/OwfrEUnw5hF9Qv096F5OLB9nqoc9zRuJQcKN9ZTgBqpu1hBXM7C9rhoSqGavpYTQUHDVBxBsTUlOVv6OZiQvREwEJSeZ/9OJ/OOFmUUFadkZiSdPHOnp7egb6O3o6uzs6pmYmpldWJycmXsy9Xx9483/lSn/bWfYn6ZIQZH+u/5qt6vy6dW77V1WXr3bli5RfvfL119+29kdqP3l96/fP//ZLX++u0j+qynfNoft7Hze+bS989ur356nF4TjGXCW2JYtsQpPtOGm2EWm2/Ey7LkZtpx0G34WQphjH5NrH5OLkGTZiFLhvHgYRwINizYOFhrT+TCmyIQVZR4qtuRKbIWJqP3FgYWngg+fZRWdYuUfZaTmESKjUYHBcFeMoae/iSfWAEPQ86foeZMAOJp+mBCVdSD0yKmEG3dP1TY+7OlvG58YeT4/vbK2uLS6sLa5tLG1uraxLJVleXVpY2t9fXPt3S9vf/71l19++/XX33/bev1qY+v/sHbXX22oy8L4z3rXe87ZVdwhBEII7iSBJCSEkASSEIckhLgbBHeHbkrd3XbdXXD3Ui/QlnpLKUVaKrv+/SHdnN59ZN37ve9a8zd81sw888y8fPfh/c+Fz8+mjI0/H74z1NXf3dLZ2tzR0tDaeLGp7kJjfWN7e2N7e0NT45lzJw8d2r1ty4qllZn56cI0WYKGFy1MCOPivDkYzz9MAcaFO5NgADoMmAQHJcPByXAwB+aRBPdghINY4SAe1FOLDumqrRrbtePekqVnknjHKPQzNGZjIreBzTmMx2+Bw1aEBlQH+1TBg6pRYStJ2JUkbHFYcKanh9EVpLZz0bmANpMZT9ZtaU/Pndiw9emK1ddy8q5kZN7Kycm2tVPPm3+JmzxoSLtbUPKgpGIkr6g5WXpZb2xIEe8hxh9kMM+LhC0KxRVj+mhB4e3U9Ftafa9Q3MzhHsTHroeHnmLS+9WahwUllzX6Bi6/MUV4Iyv7JIO5B08YSDM2iiUdMsVQTl4Dl9+v0o5k5g5l5tzJL35cXj2SVzCg05e7g46Q45uEyeeTmI0CXpMw+TyL2ZjMa0kWtqWIb6ZmDWrT6oWSfSTKGU7KaW7KcXZyV2rOjaLq64VVl6S6LbHkZeGorbj4k0nJrSpdp1Z/hsU5iiWfItCPJzAO05lb4wnloQHlwf47CTFNIsGROOLGEOgGKHw1Amn0BCXaWHBdbDJg/mWosF/DQpb4+68Mhy1DIvQhARQ3+wjrhVCLedHWFkyga4qnL8sdjLG1CzFfHGhlDl40z9/GAgpwDHKyD3Cw9Xe0BVuZeVpbupovclw4z3nxApCNNcTBHmRvC7Sxsp4/z9HcDGhp4WZlDrJY5Gb+C8rbXcmMT+fR9GySkhqrSMApaUQljSim4FLiMBJyNJ+IElKiKeiQAHfrYLAdLgwS7e8eAbBBudqhAXZogF0sxJUa5kuPCIyH+7GJ8FQpsyRbvn1d1dra4mXV+Usq8vfu3tLZ0dzT29He3tre2XHr9vCd+49ujdy7OXx3bGz635oyt+P6X5oyB8qz8Xd/MsWUqszFnCmmlspc/LxL5edU5d+Z8vmPsX2TKS/f3ClaImOJgqQZIYrcAHVxqK4Mqi2DqopDJfl+whxvca6PvDDAUBqWXgXNqoCml4amFgTqcv2EOg+RHiJN81VmBioyAqSp/or0IH1eRFFNXFENqehXctkyWsUKVkE1WZYaTuVCiDRfEiM4ju5DYkEoSWAiA0DjeSnTYpatUxtQlAAAIABJREFUS922p/rk2d9a2i/2D3bfGrr54NH9Z2OPn48/npgam5x+OTH54tnY48dPH5jylPGJF69nZ0ygvP/9w/TrmamZ6U9fPv+pmWIy5dOXj4+ePLx242prV1tTe3NzR0tTe3N9a2NdS1NTR0dTR0djc9OZcycPHdq5dfOyJWXGnFS+ThSvTIpKIYdwYrw4GM8klEdipDszAhgf5kyGApgR7txIMB8JSUZ48iI8ORHgZKQXFw4WwLwyYmA9yyrvr1s9VF7VrTV0ytVNyYKLdNYlBvs8lfZbNGZliH91oFehv2cp1H8FEbOaFFMBD8/1gmS6emhsnPO9Qxr1uf35FV0ZBfeXLH+4pPZeacXdouI2iTTb2mZ9aNhwds7D4pI+peZhUen9guIusfJWek6zULo7Fn+QRr0kFrUrVdeM6Xeyc0czc0czsq4p1Z0pgj1RUdUQ0ME4Qr9a8yC/+G5uwYBa1yqWDqYZz7ATO1TqO8UlPTp9v1Z/J7+wmS+8oksdzsi5ZjDeys7v1RiaxZLLqalbkMgWiahDLj7DovWp5BfYjBMUcpdM2imR13OSexXadqnyApe3mxB3jidsUWpblPpOQ2ZHanZvZkFfVuEJnrgqACqZZ5bj7HaGk3LZmNkhU9UxkuuZ/F3RsbUhYWux6D3MhO1k4kY04iybeSwubkcEanMEYl0UOi/Al2tvTbNeyLJZmO7nsTICvjw4pATkmQvx1Ab4cv09ELaLYTYLMdYWFBcnppsHxdk10trKb9H8QFtLiNmCAAdrmLtLiItjgIOtj52Vm9kCT2tLN0szF7OFrhaL3WytQfa2brbWLpbmlr/83dnSwt3ayt3aAmSxyN1iHtrXQ80mGxLJenacjkVU02PlVJyUghWRY6RknJCASiEgReRoKjokGGwH9XEmwn2xASCokyUSYBsDdMSDXEg+oIRgb2qYbxzUi0tGGBWssmzZtrXl65YXrVlWvHZ52enjv7U0nu3ubu7qbuvu7RoaGb7/4NHwvdF7o49ejr/+t6Y8G/vy9Pnnp2OffjbFxIqp3jGB8rMpfwy//dmUqZkv/2zKz3P6c6nKH9sP/rUpJnE+ff/45fvb8dcjJTUKniJMmRuiKQowVIQZq2GGqnBVSaAozys5E5Sc7i7K8dYUBhkrYDlVkTlVkdnl8MxSqEgPFukhMqOvKitQlRUoT/dTZQXp88PTi5HGIlRGSXReFaHoV3J6UQxH6o0l2xOp/vH0ECLNl8TypiRCiAwgk+9vyKZs2F64/8i6uqYT3X2t124M3h298+TZ42djTycmX0y9fjnzZnJy+uXY+NMnzx4+evLw8dNH4xMv5vKUdx/ez7x5/Xr2zbd/XAj7hylfvn1++3727uidwauXWzpbG9uamtqbG9uaGtubmzpaGttbmzraGpsbzp4/dejQzi2baqtL07INyRoBUc5G8uNDOFifJDQ4CeXBjnBjwF1J4S4UmCsrEsRBevJRXslICDfSkxMB5sA8mEEuyYHu1QzC9dW1jzeuu11acTUzp1OurOckHyHEHSfEn6fSfkOjK8Fu2S52ClszPdC+FBZUg4koCw3O9/HOB/uku3jkgIKuFNU2aXIe1Kx5ULVipLjiZlZei0hyjsnaBA3vEInu5uTczcnpUcgfFBVfN6TdMqRfUema+cILXF6dQFgvFncqlbczs65rDSOpGY+zcoe1hl6h+BiesBEedonHuZ5mvGFIH80vul9Q3CQQ7Y7BFbkCT7ETH1VVjxQV38rKuVtQ1CNX3c0teJBfPJSZ06sxtMpVDSJxq1S6Iihod0z0GRatIYU7oFG2iwU9CvnT8rKR7Ly6JF5TsqhJILmUzN9LjDtEoZ1gcetFymaF7pxA0ZGafYDGOcOXNcm1e0n0LWjccVZik0R6KytnKDW3V6z5DUesDAgsCvApCfKtCgvaEBV5gpZwikLZi47ZGBG5Pjq6NjqqEAUvQMOErraZvh5rEZEbIyIrvXzzvCDaAF+Wl2ssyDEaaBfrbB/n7EB2AuAdnSLtbIJtLLzNF4IXzfO3t4K6OQc52XvbWnpam7sumge2tTLd33CzMne1tnS1tgRYWThbmFnN+8XFysLd2srNejHIcgHYemFMoKc2iaymx2qZBC2ToKbHSilYMQkjJGElpBhuNIyDgfLwCBIiIBRsjwp0pyACY/zdoQ4WKGebWKBjnAeA5OVODvBMCPWhwHxENEyOjlOVr9ixtmzD8sLNa8o3r648e3xPT8ela4Od167237h55f7D0cdPn9y5P3r33sOpiTf/A1N+3CH8yZQfV8Revjc9AJlSlYnpz3OsTPxxoMPUUpl7UX799h9HTn/u1P4HU758/266W/jx2++fv8+Ovx4pq1WJdJHq/FBdSYChMiStOkxXEaoo8hdke3GNIJbWhWMASbN8NYUhGaWR2RWonHJUdhlKmx0iS/UV67yU6QH6/PC0InhaETy9JFKbE67OCldkQlXZEYrMiGRVEIkDRJOc8BRfQkJgLMUrnuFNSfQm0t3ZgtDMQvamnaWHjm9qaDndd7nr9vCtR08ePxt7/vT5k1dT45Mz41MzE1MzExOTL168fPb0+ZPHTx+NjT+fmpmcnJ6anJ56Pftmamb6T6aYCp/v37/+/unD1Mzk8J2hwauX27rbm9qbG1ob61saGtqaWrraGtpafphy4eScKVl6njqFIGMhkuOCk6K9k9CQRCSYBXenw4AJUGcaHMBGuHOiwLwoLy4KkoQAJ8FBjEDnxEBAGibkfKHx2a6t45s3DWbl9OhS9xPj9uOJOxGo/WjsBSptPxpT4uKos1hY4udZFuK7HItciYsqCw3O84LkuXulO3n8Ghz9sGbLYHbly1Xbhguqb2UXX03NPktnXUxMOs9gdAlFAyrFNb32dnra3bzc6wbDbb2xWyBp4vHrk/l1fH6bTHZZb7iqMwwqlDeVmgfGzKsSeT2deQxPOETA92pUl7W6XplqKDPnTk5+A1/wWyy+0hPSqdZczcwaKijs1+q7leqmZMFQZs5wRs6t9KxuraFLZ2iSyQ5SyOUeHrX+vkcpcZ0KyWWtqkchbeBwuiSSpmTBsXhKU7KoT2PoVmvqhaJDFNp2LKFOqOhJzWqQaK/kltaJ1DtwlB2xpEMJ7A6VfiAt41wSp4EvaEgSnqawD1FoJ7i8AxzWUgS0KiRgFyHmIjfpEpt9ODZuPQxeERioBwEFbs4KX1AxIrQkxG9tRMROdPTaMHhlaIg2wDfOxTrK2SoaaEd0cyYDXUiuQJyzc4SjXYiDtefi+aDF8wIcrKFuzr721mDLxSCLRa6L5nnYWIJtrTxsrYA2Fqbts04WZi5WFnaLFgKsLYGWFs5m89zM53nbm8eF+xlTGBoGXsPAq+mxanqsikFQ0GLFFKyYhBHERCZjYHw8ghwZAIM4YkLAFEQg2huAdLWLBjrg3ZyIIBci2JXs68EI90/EhEqYmKJ0fk2xatvqog21OVvWlKyrzd+3Y8XF03tbG091tF7s729/+Oje8xfP7j18cOfu6MzU7H8y5dnYlzlT/nGH8A9Tno2/+5emmFKVuZgzZebNt7mT7H8yxXTn9L9jyvtPX3//+uHT9zcvZoYrlmukqShNQbiuJEBXFqIvD1eXhkjzAviZXpw0zwSZM0MF5Ou9pZlBulx4WiEyowiTWRydWx6rzggTqn0UacFZJZjCX/EFSwh5VbGK9DCJPpir9GGKPclcEJ4JwNEAsTQwkRpASAiMJfvEM7zJbC8CDcROCcsq4qzfWnLg6Ka6xtO9/V1DI7efPHv6/MXYk2ePxyeej796NjH5YnL65fTrV1MzEy9fjY+NP3829nRi8uXLVxMvX02YXn9m3rz+l6a8+/B2YvLl8J2hK9cGO3o7mzta6lsaLjXV1bc2tna3N7S1NLY3NzbX/ckUFR8vY6FMpiRGebIRHkyYGz3clRruTI9wTUSCOBhPDsaLEwVhIzwSYe7sIIAWE7RJljR2cOfsof2PVq28JBSf4/ILgW7LAgJXBwbtQUQ1sBNPxsXXQDyyHG0yAA4ZHi5lYQEV8JB8H+8cT3CRp18+yO+8wPBx1+lH1RuHCn5tkxiupeU9Lf31emp6A4fXK5f3y6WPC/NHsjLu5WYP6tQPCvKuKdV9Ikk7X3gygXqERO7X6u4XFnVL5ddVmmsy5R21vpWZuB8ZtTsSYTLF1E8dzsptShbsweIOxMWvDg3r0mhv5xc8q1l6PT2zQ6Zo5gvv5OQPZ+Tczs69mp3bJFfujiMu8ferDQrci8fV8znNIn6bKKWem7gfi73IYl1PTb+iS+2Wqc8n8s6xkxqFogNE8hpoRJ1Aejk97wxH3CjV9RhyDtOTVkNRJSCvA6SEm9k5dfyUw/HkbonqDDVpRUh4hX/ARiJuXyJ9W1zsOgRsHx53kkw+R2OdoDPWR0crXJ3iFv9Cs1mUHgjJ9gatg0fsjo6p9QvKBnsofSB0sLP33/8SarOA4O5Mg4DoYE880BXmaOtnY+ZltRhiuSgU4ADzAPjYWQEXzwcunu+08O/uVuYetlYeDjZutpZO5osdzBY5W5oDba0dzc1cbawA5oscFv4NaPaLv7MlFRGUK08yJMZrmQQVDadlEgwcij6JLKfjRfFoJTlGQogSxaMTkEGRPi64MAg5MiACZI/zBOBBLkSQCxHkEg92pfiBOYhQYRxSzECXZAqWlqg3r8hds8S4aXne8nLDumV5y6qyNq6u2LFl5dlTB28PXXvx8tmj54/vP3wwMzH9l3sPX917+GrozvjLyS8zs9+fj3+ZmPz+/MVXUzx78fnp2O9Px36fq33+VPj83GT5+QFoTpbJn1OVfxz6+f6n2ufjl7mVS//aFBM6n759//T948fvr1/MDFet1KkycfKsMFV+kKYYaiiP1JZFSHNDE/XeCTIQVepBEbszJRCeOkhmiFClo9JyY3NKSSXVjOwigjEXm16AzS0jFlbH51eR8irj+ZrARKkvhQfGM4AYiiuaDIwiAaOIIDwlABvng6f4UtgBJJY3iQURKqPyy4Q79i49enJnY8uFvoHu28O3Hj5+9Gzs6dPnTyYmX0zOjM+8mXzzdvr17NTUzMTE5MsXL8deTU3MvJmefff29eybyempqZnp979/+NmUufjw8f3E5MuRu8OXrwy0drU1tjU1tjU1tDY2tDU1d7Y2d7Y2dbQ0NF06fe7owYPbNm/8taJYa1SzVHy8mB7JwQckYryZkR7UMNeEEBdaGIAa6kSDOjEigcwoEAvtwUJ7JCLBnAgPToirEu71m1rwcOu6h2tWNKmU+0ikzaio2uDgJb5+SyBeawKC9qMxR4nEnajIJX6QWmhwcQAk3x+yGo8pCQzQONhXB0OLPAN7jWXfDzfcLV19iMI7wxR2SHV3sovv5xVd1xoe5uVPLql6kJfTJRF1SURX9JqrGtXd1NRRo/GW3tCnUAxo1Dcy02+mGweVqu4UYS9fOKzU3lSoz5MTDmFjGpN5N7MyrmpTB5Taq/q04azcg8T4LUhUr1bXLJXdKS65V1pWn5zSJBCNZOcNag0DSu1QTt6zZSsGcnMP0GnFnh7LQ4LPJbEbBbxuuaRLIuoQCdqFwjaBoFehvp6afllv7FHpzidy+rW6Oh7/Ek/QZ8jo0ad3adPblIYLfOlxJq9bk74LF3eKkXg7O/dKqnF/DP5MAuskNXELBpvt7i62XKwHOKxEwg/TKaeoCVtCw7bBEAfjSRvxsUuwqFw0XBkA1noBjR6ANVDYBii81i+oNDBA7OmeAHIk+7pHOlvGAh2TgnzpEK8oezt/i0Ugs188LRZ6W5v5OVgFONn4OdhAbCxAFosAZvNN21JA9tYAKzO7RQtsFsxzNF/samftYmXhZGEGMF8Etrd0XvB/fR3NReRoPY+cmkQyJMXp2AQtC69hEVSMWCkVJyFHm0xJjo0kRwagA91jw73i4X5YPzckwJbq55ngDaJ4uafAQ/iIMA4iVEJGKzmxmWrm0mLFxtqMTcsyV1el1paofy1QFRqFcj4lK1VaU5W/bdu6cxdOd/Z13R2983Zm+i/3Hr4afTQ5Z4opT3n+4utcnmIyxfSWPPec/CdTTKD8T035KVX5Zrqz8R9MMWUxph7tp+9vxqaHypepJQaMJD1MlhWsLIBqihCqIqQ4C5qoC0iQeuG5brgkIDERlMD3TRQG8eVwdRo+s4BaWM7KL6UVlNFLqpmlv7ILKqlp+bGqdBRXEcwQ+MWxIVgqCEP2QJPAqDgwkgBG4SFoPARH8o6j+8QxIFSOv1yPK6qU7Nq34sSZvS3tdf2Xe24N3bz/cPTp8yfPXzyZmBqbev3y9ezU7LuZ2Xczr2enpmYmJyZfvnw1Pv166vXsm5k3ryenp6Zfz5h++vxznmIy5c69kcGrl382pbG9uaWrraWrrbmruaH5osmUTRuWVBRr01TMP0wJ+tkUergrNdSJDnViRAIZUSAm2oOJ9mAhPZLgIH6om9DX5ahOOr5rS1dW+g587FY0Zg0UVh3gvyQwYHVo6E5U1H4sdhcSuSLQt8jdZUmI/3IUdCkKVhjsWxTon+sFyQKClwRFvFi+Y3rd/iaJ8QgluTFF3SpSD6jSBtX6e1m593NyR7NzeuXSc3TqBTajVSho5Cb18PnXZfIbWs2NVP1wdsZQbnavUnGRzmhN4l4WSe8ZjPcMxhtq7d3MrEclxcO5eW1CSadINpSZM15dcz09s0ejvVtUfDUz67Ix/Wpm1ik68xw76VZ61u2M7JHM3Iel5TeLS7qzs04L+KuREXuIhF6tulejGNAoe2SSfqX8PIPRJhD0yFVtQsmV1Iw2iew0lXGWwdwUDt+FwXardDdzi25kF3dp0y/wpXsICQdItHOJvPrklA6Zop7Lu8jmHCaQLySmrI1EHmSxVkWjFHaWO0iE01z2CQp5U3DIVmjkb7H4sqBAmatjKjSwihqbDfUvCPBaHxG5Oji0ytOn0M83xR0Q62gRDbQLs1+EdbGj+4ApIA+0s2OonRXEaiHEcpGPjbmfg5W/o7WPvbWntTnQYiHAbD7YztrdzgpoY+Fk+cdtMEszgK2Vq42Vo8VCp8W/eNiZuZn/EgZyUDAIhmSKPpFoAsVkipqJl9PxcipOQcL+bAo2DBIH88X4uEa62MR7uxNBLgR358RQ/+TIUC4yTBSPUnHxmWpmTZFyfY1xU036mgrd8mL10gLFyvLUkgzp2tri33auO3Bg55GjB/Yd2Hv0+JH2lvofpgzfffknU+buJf/zfMrPoPz/NuXnvz8/9l1//k/vPj/u+3z7/vn7p8/fZ8emh4qWyHgKuNAQLjaGSrNgilykLBclMEaw1MEUsV800y2KBsRQ3LBUDyLNm84NkWsJ2YWc4vKU8sqUyhpxda2kcik/r4yhzohOUYYnSUOpyf4xNHBUvAeK6BlJhMBwnuEY9zAUEIUDxZA8YykecQxIkig8LZdetUy7a9+KU+f2t3U29F/uuXbj6sjd4UdP7j978ejl5PNX0y+mX79683Z69t3Mm7fTM2+mp2YmX74an5qZnHnzevr1zOT01Myb16ZVTCZKvn79PNej/fDx/aupibujd65cG/yTKa3d7S3dLX+YcvjAga2bNiwpL9KkKhnK5FgRLSIpNpCN9mFEgBJCAQnBrvRwIC3EkQ51YkQCGGg3OhZEx7gzUO5JEW6icA9dGKQp3/hi87qTPO4WDGYfgVjt47sCDluDROzGx56g04+R4rdFRqwI9K0J8K6FBq/ERFRGhModrbN9vbK9PBXW9kcSU16s2vG0ZsuFZM2OaPIJKu+6MXe8unYkO+9+fuFQRsYVrbaJxztBIZ9m0i9yuGeo1E4u95ZSMZppHE43XDGoetTyNlHKJTbzWCz+EBJ9Po48IJTc0BiuG9I6ZPKTDMYyb7/NYXBTdfO0svpxZdW1jMxevWGkqPhBRWWrWNokEN1Kz7qRlnFNl9an0/dlZ3dkZ56TiTfEoPcnkHv0mk6FpEMi7FfKr2nVxwnEdqGwR646z0wcNKS3iCR1Sbyj8aQaT+91YdAmofRqZt6N7OJOVVqX2rgjOs5oab8bi28SiC5r9B0iyaDW0JIi2R6F247D76CQd9LIG4kxKyNhh6nkbrnscAxuGwyxBYkqCQyQuDokutpzQQ55EUHFof7rEYilfv7F7uAifz8R2A3vZBlhb2YyJR4EwDu7YFycYE52EKuFXjZmvvaW/o7W/o7WXraWHpaLXc0XAMzm/9FJWexosdDBbJGDxWJnawuArZWrrYW92Xz7BX8F2S4GWy9E+rrpOJS0FOqPDIUZq2XhtWyClk1QsvBKOk5OiZHEY5IJyISoYEwIGAf1jof7RfsCI5ytYz1ccK4O0c62FB8PNiyQgwoTxiHV3LhMNXNJgXxdVdqG6tTVZZoVxcplBcqqbGmxUbRrw9KGc0faWy61tTedv3jhUv3FKwPdfxl9NPnPpjwb+/LPs/kmMkyOmDop/3tT/th+8HWupfLT9fWvn759/fkM+8cv/zDl+dTtgipJkgQm0MGEhnBhWoTIGJmSFsHRQKnSoLgUv2gGOIoKQsW5IYnu0URPMjNYrokvLBFVVMqW/KpYWquuWiopreLnFNFVqTF8OZwlDCMl+qFJoEi8OyzWAxoDCY7yCIC7hCAAaLwHPgGCp3qQ2V5iDbqoSrByQ5bJlPauxr6B7oHB3hu3rt57MPzo6ejz8ccvJp6+mvpR/rx5O/3m7evXszNTM5Omt+TXs2+mX8+8eTv78fOnuTxlbojWZMrk9Ks/5SmNbU1NHS2t3e2tPa0t3c0NzedNpmxcX11aoDIo6AouXpgQyY7xZ6K8aDA3SohLQrArMwxID3ZkhjvRka50jDsd50HHgkymSMPB6ziU28urR6rLT3M4dfyUC1xeobt7VXBgZWjQehTiNyJhJyZqeYBfjR9kFSx4QwyqGhZk9ATKnKxTPdxkDrb5Pv53a1a+3rxvMKP8UoqmVZbap824lVlwJ6ewR666n184lJF1I9XYo1DW8ZIbBMJmseRSEueKVHpbpRwyaK/rVANaeadCVM9NPEGKO0umnCbGt7KSrqs093PyHxaX9Ov1RxMSTiXQm3mC0fyi0fyi+8WlPRrtyuCQJb5+/alpI0XFfRpdr1pr2pg/kpnbp9N3ZKTXp+mP8DnLIsK3xkQ3y8StEkGHRHhVo+qVis9TaV0SSb9CU8fjdyu1nXJlEz/lFIW6LjB0JxJ9ISm5XaYa0Ge0yfWNItVBMj3NwmZ9eESHWHY9zXjdkHZZpetSaDYho7cTiKkAl3xfyCEe+9fQoE2oyHNMxhFc7MYQ6FI//yUwaA0ek44IY7vZZsMCyqBBmzDopX7+uQBgnreXwAOIc7aMdDCPBFgRQS4EoBPG1g7tYA91tHVb9DdvW3NT4ePraDWXpLiYzwdYmblam7tYmzlaLLQzW2hnttDZ2sLNwdbF2szBfIHjor+bTEH5A/U8cir/v+QpWjZBw8IrmLEKWoySGishRwvi0fToMCzUKzbCNz7SH+0LhLtYx4BdYt2do5xsooEO5EAINypcQEKpkuOzNIk1+cq1lanrqwxry7SrilWrilWrSvQ1hdoju9d3NZ/r72nt6+9qbW/r7u15+fzJX+4/nrr/eOpnU8Yn/ospj5+9f/L8w1yeYtJkLv6Xtc8fqcoXkykfPv1bU0xvyXO1z/Op20VLZMkKhFAfKdBDk3VQnhaWqAqjSYKIfF8sG4JlQlAJHgiCKxwHQMa4EakBEmVcfpGgolJeu0y3YqV+SY2soJSTlh0vUiIYyQFxLG8sBRQR6wqNdg2LBoVFg4OiwP6RQBjGLYbkGc/wjmNAaFw/ZVpM5TLpxh2Few6sOnvxUGdPc/9g98CVnms3Lw/fvX7vwe3Hz+4/e/FofOL55PSPCujt+9m372dn3715+3727ft3JlZm37392ZQ/1T6vpiZuD9/qv9z381uyyZS23raW7ubGlgunzh3Yf2DzhvUVJflKnYwqS8LxSTAGxocWCU4IdyMFuVCCAIxQV0aIAwvqyIxyY8R40GLBdJwHIwrEgbuJgl3PZKmeblw9mJddLxK2iMTHKAnlXpB8X0hhgM8KBGx3HGFXLHYdNGwtNHgrFrkuGlEW5qdxc0zzcVc4O8gd7Y7whRObd17Lr7goUB0gJW5G4vcTqDezCu4Vlp5P5DwoKh7Jyb2dmdWn+dGtaBHLm/nCa3L5ZVFKj5h/RacYyk2/kq49w0rYBAveFBJ0LBbXzE5q4XA7xdLb2Tl9qYbfiISNYbDTFLqpunlQUnYjK/tAXPxJFttkytW09Mv61BtpGTeNmfdyCq6mZ9Rp1Eclwu1UUnV48PbYmFaFtFslu5aqu6ZVNyax+6SyXrm8X6HpUWnqeIJ+rb6Rm3yCRNoRiTxBpjamiFvE8gF9RodcuxtLPE5l/xZDOEljXTMY65O43SJpm0B0mpF4jitYAY+QWVsJLRYVB/rsjCdsQSMPxMScIVMOxhCWBQTm+3jnwoJzsJE5sZEZMP8yePDWWNzy4JAcF1cjyC3R2T7awQzhaIEG2Sd4g+LcXaKsbaLs7aAONu4L/vqj8HG28XGw9LBcDDCbDzCb72q50NFsgau1OdDO0tlqsfXCedYL5znaWHg4OziYL3C0WAiwWGCqfeBeTpqkOD2PZEiK0yfitSycloVTM2NVDJyUhhVR0FIKVkjC8OOjqNFh0eEQHNyHAPNBQJwjADaxENd4b3c0wA5qb47zBvKwcFECVpVMylQn/ZqnWFeRuqHSsKFMt65Es75Uu6bEsKxQd3zPhs6GM90dzd3dna1tHX39l1++GP9hysi9iZeTX6bffH869ml84rup8PnZlLmZtydjs3PxvzHlj21v3/6Up/yxNN+0N//b3HGfn+doP35/PTY9VLFcozDi5RlYSRoixRDJ08ISVVCaJCguxQ+X5I1lQpAUEBwttY82AAAgAElEQVTnDMU6I7BAPMUvRYJNz0osKhbWLtWuWp26pEaWlc+Qa9F0jh8mzhmFd4DH2IdhHIPRziFot1CMZ2i0V1g0BEUA48iQOLpXPNOTxvWRaKNKlgg27ijcf2Td+bpDXb1Nl6/2Xrnef/3WwO2RwaE7V+49uP3g8d0nzx6OTzyfmpl4PTtl0mT23ZvZd29m371983bWNKJi2nLwzz3a2XdvxsafX71+pbu3y6SJaeatsb25pbulrbettbfJZMq+/ZvWrysvzlNopQliVjSXGEZFQSgwd1IIIC7AiRTgTA8BMEMdE+HObAyIjYcwiV50vCcLA+ZGuKf4OZ3JUD5cvexKVuZFHm93NHZFQGBtcFCON7gkLHADAXuYzThKT9iJi96KQewgYIoDIEVBXgYwwOAF5NtYFIUGXamoulZW2WnIbpLpm2X63XjKlqiYXo3hUVnFnfzCkZzcQUNqt1J9gcv7DUfcHUs8zkg6x066LJXeVMpuGdQ30jR9WnmLlH+BwzhNJ51NIJ8kEjp4/DvpGbeMGZ1KZYNEfFGQsheH75Eq7xcUD2XmXDNmtEplx6i0SymCBxWVj6uX3MrKuWbMuKpPu6pPe1hQcju/4IJauZeXtIVMXBONOspitCllzSL+gEoxqFLUs5l3MjL7lcousbxPoztGoXfKlYMaXWNi0gkSpV0s6VPqOuXqwdSsdpnmWAJrT0zcMQq9MUU4kpl7hkpv4fJ65co6nmA/iVYTHp4GdE33AP6KCN8ZTziUQDpBIl2g0U+TqFvRmDxvL5rZvFir+aIgD3WgR4Y/eE0UcnloaL4byAhy4wAciUBbmIMZ2s2O6uORAHbD2tpF2dpCHWw8zeZ5W5v52lv6OVl721sALRY6L/oFYLHAzXqxk/lCgJWZq62Fk+Uim0XzbRbNd7A2BzrZ2S2e52S5wNVyIch2keviv8Egjio2QZNENCQRdOxYDTNGzcCqGDgFDStOwAhIKGFcVDIBySEiSOhgZKhHVLgnJgQcDrKDA21jPAHxfh5RQPtg64U4b2AKASmmxsiSCOlydnW2Ym152obKtI3l+o1luo1luiXp4qpM2bGd63qaLw50dwwMDPT09t+4OTwxPvWX+4+nHjyZ/tmUFy+//xiiffbpyfOPj5+9f/zs/dxb8v8rU+b++5h6tHNvyf/OFNPD0Jfv3z99//jh6/TY9FDt+vSMYqaxJMFQSFDlxcizMeIMNN+ATNREMOSwOJ5/NMPTVPtg48FkZnCKNFpvpOXmcaurFDVLVQVFiSo9jicKi6O7R8ZYQ9Hm4dFWYRj7YLRTIMo5MMotBAOBxnhj4r0wRLcYshuBBopneiQKg9Lz6Ss3ZO47svrsxQPtXfV9lzsGr/Vcu9l/9UbP4LWuazf7b9y+Yvr78/T5o/GJ56+mJqZmJqdfT83993k9++b97x9+LKD9Iz35MfD25dPUzOSjJw/7BnrbOlobWhub2ptN4/mN7c1NnU3tfe0/m7JubVlRrlwjoQgZ6CR8CAUBjg9zJQY64X3t4/ycqUHOSeHOnAiXJCwoiQhhkXyYRK/EGHAywl0Y4LJPmnSrsrQv1XCQGLcuJHSZn3+1n68O4FgQ4rcmJmoLIWY9El4b5P+rv1dNiG8OBGiEAHSeAJGzldjZbieHdXvpss7svGerNrapjDfzSp/XrrpTXNEhVzcJRI/LKwd0hlaxtIEvOsVI3IWL240nnWAlX+Dwb2iU94zae1mGK3pZXQr7OIt0NonWJOS2CfjnqJQugfBhXv6tjMzzHM5+Mmk/mVSfnPKosPRF1a8PCkt61dqziUl1/JRWuWKooPBKRma3Un09PXMkO+9eXuFUzfInS35tSjPs4rI3UYg7aaRLMnGHVnmJl9gtFfdKxT0i4b2s7D6Foj6RdyGJuy827jSDdcuY0SuRmg62d4gV59jcXk1arybtekbefgLlcHxCq1h6RWNoTRG2cHmDGl2LWL4WjloGh5cGBa7CRh1MZm+JxR6hUX5Dow9GY39DYjajoqqh4Vx7y2izvyV6OurDvLUQQHVIUG1wcDEYkgZ2Z7nYE4G2UPvFSIA11ceD4Q2OdXBEWFmF2Vh6mc2HWC/2trfwdbSC2Jq5mi9wXvSLq+VCDzsLN1tLgJWZaT++ndlCR0szB2tzRxsLe7P5jhbznc3mAa3mu5n/gvRz1STFKVmxWhZOzcCq6NFKGkZJj5FTo8UJaAEJxSeieERkUhySjAlBhoNRUM+oEI8Qd5sIkD3K3SEW4opwsQmxWRQXDJEkxAgSogW0GL2IVp4uWV1qWF+RuqHMsKFUu6FUu6EsbV1FRv2xPVe7WwZ7u/p6etvauwcuX385/vovDx6/fvD49ci9iZeT336YMvHt6dinPwbefpjy+NnbJ8/fPRmbffz8jSn+l6b8cTnsv8yn/Dgb9g9Q/mGK6ViyyZR3n6dfzNxdtbmwsFpaXCPMX8LNrmAbyxiGYqq2gKzMiZdlEpgSGJkbQGD4EGm+CawgdnKEVIlPzWBk5ySVlgkLS1M0hjiuAEpL8o+jeWLiAHCMHTzGCY4DhKFd/CKcfGBOAZHuYVFgTLwXEueKigXEkN1iE0AklrcylbhkhW7PwWUnzu5oajvT1dfQf6XVdNCns7e+q6+hd6B18FrXzaHBu/dvPXxy7+nzR89fPHn5avzlq/GJyVemmbf3v38wnQf78uWT6fegKT5+/PDy1fi9+3e7ejqbWxsamuqb2hvbO1taOpub2hub2hvb+9pbe1obWy6dPnto377Na1eXF2Ur1OIEAT2KjQsiRYCJIS54f4dYHzuCnxM50IUdDkhEADkxnpw4Hy7ZL4noy8N6CRFgVSh4O5d2uTC3SSbbFInYhcHujsFluQKMXu5lyPD1ROwqVESFt1ehG6AU7F7hC6mGhaiBDiqQM8dmUUaQT31Wxo2apSO/rmjTZ14SKfbG0fJc3LdHYV8tW/GktKKey+uVK1sEwjahpE0iu8gX1oulnZrUXq3ubkbaNYWoU8DtkqZ0q8WNAs5+QvT6sICjRPygSjGandMrkbYIhFfTjJcEKeUQz9NUxkhm7kh23o2MrDoefy+eUCcQNojE94pLLqemdUrkpnG466npt7JyWlTK5qz0rRzGBnLcAQ6r15h6PTO9SyIZTk/rFgpu6XVDacZuuewkjb4HF7szBr8LG9OaIuxIEQwqNbeMGScptK0IlOmsx/3i8iaBpFetHckraOKndEikJ8nkFoFwLw5/nMGuCQrZRsTvpJFXYhCnU3i78TH7cTEX6azDeOLq0LCSAF8NyDXF3TEt3L+WiMn196oKDlwSHJID8ZS7usSaz49Y/HeUvTnaxZrm7cHyhWAd7UPMF/tYLHQ3+wVsvQhib+XrYAO2tQCYzXda/IurxWKQvbWnk52L5WKr+X+1XvA3R0szVztrRxsL28ULHC0WOpgvsF/wV4DFLx5W87AhYD2PJGdEK2kYBRUlT0AqqGgFDaugYSVUjJAcJYpHpcRF8cloakw4BuYVDffGhHmGedhFuDvCXaxRQHuYo2WI3eIEuL+CReST0RxylJpPLk0TrSrSmUBZX6JZV6JbU5K2uizz/KHdAx2tAz3dA339ff2Xh4ZHZ6Y//GVodPLOw5nb9169mPo2Ofv90diHscmvT8Y/Pnz2+6OxD49f/P5o7MPD5+8fPn//aOzDk/EPD57NPng2+/D520dj7x6NvXv84v2T8Q9z8fTl788mPo5Nfn4x9WV8+uvE9Oepn7/8/LSbdm44ZW7ftSlJ+fr9m+kC+dfv375+//b1j8sU7z98/vb9+6cvn799//z524fn4/c3b19RuSyremVm2VJt5Qpd9SpDxXJN1UpN6VK5MY+lSSexeFAS3Z+ZBOUlI2RyvE6foNGStalkQ2aCyhDPEURSmMFEqj82zisC4xaBBkWgQfBoT2iUZxAc6BvqFAgDQqM8gyNd4NHu0SRvLNkbEeseEQOIYwYJVPjadVk7Diw727C3uftke//ZjoEL7X0XW3rOnKnfe6n1cFvfub5rzddHeodGr4w+vHX/0Z0Hj+49enL/yZNHT548mpyc+PTpd1NW8qdmytu3b0bvj/T2dXZ1t7W2NbS0NrS0N7S2NTS2XGpqrWvraG5ub2vubG9oqj995vi+PVvXrKgoylBqhXQZC8chhJPgEHwwIMbPEefjQAxwoYQB6TBgfIh9CtFfSArixvqIiEG8SLAw2E0VANon4AyWFPRnZTfKFCcSOWtRURlgUGawdwEiZAkStgwOXRUWvj4cug4KXRYWUujvrQG5qiAgprXZtmTug81bH2/ceqdm5e3Cqkt82VLf0HwHYB07+abe+CA7v47BvKpQ9YjEnQJhp1jcmCI4w2af5XBbpdL72Vl1dEqXIHk43dDEYV1g0ntkkjYB/1wC9U5G5u3U9HN05nBmdo9C2SIQDur0N/XG8fLqBq6gMUXcrtT0p6avCAm/aswaW1J7PTVzUKkdycy9m5ffrVbXi4QXldJL+VlbUjh7UjgHuexLgpQ+qaw9kXtLqbkmlw+lGhqTeY3ClLM8bk1w4FpEZIdGczMt/YpSdVmu6JfJD8fg90Rh2oXiVqGoQyIdysm9kZHZpVLtjY05SiGdZNBaxMI2gehMAmM/MW5tBHwrPuZkCnc/PWEXPvZQXPwJSsIJSsJGGDwX4JLtDiwLDSwPC6oJDtoUhVkeEZHv52f095F5g+PtLSIX/DXa2ozoZEtwtMO52EcDnQLszFwt53k4Wng52Xg52kHsbdyszJ0XL3BaNN/VwtzN1hpoY+Vsae5gtsh+8cK5Rx+ArZWj+WKAjbm7jZnT4r+CbX6Jj/RVsXFKdrSWjVEzo5R0pJIWpaBjFDSshBotIaMlBKQ8Hi0gImhRIdgwCCrQA+EDjIC4IEEAmLMNCugY4Wwd7GBGDIcIEtAsIlzIjBUwsNly5upC9YZS9aYS9ZbK1A0V6UsLjZtX1Zw5fqSro7Ovb6Crq6e/v//27eGZ6Xf/3pTn7+dMefDs3YNn7x6NfXgy/vH+0zem+Jey/MmU8enPk9Nf/sHKT7tpf1qg/232/WeTKZ++ff/6/YtpofXX71/mQPn67fvHT3MHKz5/+fbxxcTjHbs31a4sW76+tGZ13vL1RSs25teuzlq+LqNmhSGvJEVvTEgWInnJCKkMp1LG6XUJqQaGUhXHl0TxJAgWHxZPD4yJ940m+KJivOEoTxjSMzzyRwRD3f2CnQJCXcMiQKFIt/AoNwQOgsJDImLcwqKcEbEgAj1Ql5VYudyw+/DyMw0769uPNHQcvdhy6HTdb8cvbt93Yt3+4xvONx3ou9Z8697AndHrd0Zv3hy6OjRyc2RkaHT07osXz9+/f/vt+6ev3z7+uZky+/re6HB3T3t7R1NzS11j08XmlrrmlouNTeebmi+0djQ2t7c1dXTUNzacPHl87+5ta5dVFqartCk0KRPHIcAocAg+GBjj54j1dYgNcCaFA1lRkAQ4UBAfLIwL5uP8RLgAIRyignkXo+H9ZcWjy2rrZPKDVOZqRFQ+2CvX3yc71H8JDrmBhF+HiVoTFr42NHxtOHRZWKgR5KYBA/lODkl2Nheysif2HXi4emNfbnGLInUov3wwNWu8uvZOel6fWN7ASOzi8l9XVd3W6Vo4SY1J7OYUfrNY2KFWXTGm9khErRz2TZ16NCu9jcc9SyadIsXtQUaep9K6ReJr+tRBje6WMaM1RXgolrApDDqamdcnVfar9PdLKi6liE4lcfcSKbdzim5n5F7XGG/pjPey8m5nZnVpNR06TWd+5sms1A0piTuTOQc4rPoUwWWZqoeXMqLStbMT72VmXNZq6oT8PfHEAk/QCjisVam4bkg7n0C9odXd1Okb2InrAwIrgcDRgvwbxrTHFWWDaYZTTHqNr/emSPhufMwZFqNXIm9M5NZzeSfZrIsiQZtec5rHOUKn7SMQDhLjTiZQ9+JiVwQFVfn6VAcHVPj6bIBGbkNFLw2HZ3h7qXy9+BA3vI057Jf/E+9gQwU4kp0dcS72kS52ntbz7cz+r4vtQoizvbeTI8TB3t3aysVssdOihY5mi1wszV3/yRQXG0sXG0vbhfOdLBe525gBLH7xdlhIQflrkvBKNlrDQquZSCUdqaCi5DS0nBotpmDFpChxbKSUgEiJjaAiA2JCvBD+7hFeQBjIOQLoBHe2j/YAoD2cItzsqMgAMSuGHQ/nM3Ep9OhsOXN1oXJTiXpTiXprVdrGyqza4qwta5efPnmqq6unt2+wq7t3YGBgaGho8tXr/4EpD5+/f/zi93uPZ0afvB598nqOFVP8O1NeTf1U/vy0SvKfl0h++PT949d/a8rnL9/mTPn6/dOr6ee/7d++dmPN6s2VKzeWrNtWuX5H2aoN+as35axYm1FSJdUbEySKGIWGkJHDys3j5uXzMjLZMiWRlhiGp/hGxXogYzyQWM8INBiOgkRE+cAQPmFwSAgUHArzDA738A8B+AcDg8JdQxDAEAQgFOkKw7hBMYAQpGMwwj4syonICJLpE2rWZO09tup03Z6zDXuPnt3+25F12/bXrthUtHpz2eHTW9v7Lg7caL9+q2/ozrXegc7+yz2DgwPXr1+9f//e1NSrT59+n3s/not372bvP7jT09vR0lrf0Hihrv5cY9PFxqbz9Q1nGxrPNbfVN7a2NLS1XaqvO37i8O4dG1fVlOSlylU8ipSJS8JD/2RKfJgrC+NFRbgL4oMFxCA+zk+M9ZdF+uTiYBdzjGPbNvdmZW2MwmzFxC4Pg6c7uxYH+BdBQ9aS8bvolJUR8BKQR6k7qNTTK98DbPQESQEOTEvzImTko63bn27efr20ul2XWS/WnE0SrgqGHSFRLzA4vSLZVYXmcW5+v1jcKxT2ikWdYuElHuckg3aOx+1Uynul4hta1d2M9NsGfZ9E3CVI6RaJu0XiToGwnZ9y3ZD2vLzyWmraZa2uW65o5Cbfy8prS5Hezs6/W1J+LjnlEJV+KUU0kl98VWu8rjHe1qffyci5nZ17LTvram52X0n+UaN2o4i7O4V3NIXbIpFeVWqviGV31PoBgXAo1VDP5ZygU48xGdtw2D3xced43Mtqbb9UNqhUXaDR2/kpJ4hx1e7uVw36y1rNZYPuPCfxBJ26n0SsF6UcoVG2oRDNnOTTpIQL7MSzXM5ZIf+0MHkbAbcFi1kLh60Ph/4WjT1IjNuORq+LjFiHjFwdAd8ehd2KxlUEhxogYHWAj9Dfk+JsF225kOJsz3QHJACcY5zt4E42IIu/2y78Py62C8GOthAHe7Cdrbu1FcDczMVssbOFmYulOcDa0snCzMFskYPZIkdLM2drC1NYzfu7g/kCdxszoNV8fxdzGiZIyyEoWFEaFlrFQChoCJMpsgSMiBwtJkUJcREifAQPByNH+mFCIJF+bjBPQCjQIczFDupoG+MJxHkD0d6ARBxUziEkkiJ4dCyfhvmTKZuW5Kwoy925ac35s+e6e/p6+wa7e/oGBwdHhoZfTcz8W1MejX0wmfLw+fv7T9/ef/rWpMy/NOXR2Lv/YMqrqU8/WHn9aY6VN+++zI2ovHn3afb95/cfv338+v3Lt89fvn388u3zl2+fv/xRBf2ohf6ofb5+/zQ5M3bwyJ7N21eu3Fi+YkPJ+u1VG3ZWrtqQv2pj9oq1GaXVMo2BJFfjUzNoxeXCikpZeYU0v4Cv1JAozGAUDhSGcIah3CIxnlCEBxQBiYzyR2KCoZG+IVBIKMwrBAoOCHHzDwYGhLoGwl0C4U5BEY5BEY5BkfaBEXZBkXYhSIewKGcaD55TKt64q+LwmU3Hz+/Yd2zDlj211atyCqv1v67KO3RqW2vPxc7+xoErXcN3bw4M9vb2d3V3d/b2dt+4ce3Jk0ezs6+/fPn0J1Y+ffr92fNHg1f6mlvq6hvO19Wfa2i80NB4bs6UhpbmupamC5fOHzl6YMfWdSuWFOXopQoOScKImTMF5++E9XXA+TvFhQKoCFBCpBufGJhCCBTgA8TRfkqU/1IWcWjN8ltVlac4vG2YmGMJrB1YQjHIqwACWRIB20KN30Ul14SG5AIA+UBgkYdnJsg9P9CPY2mucHdtzMt9f+REe3puV2rO5fSCW/lldULFZhR2S2TUSGbu85LyV5VVgzJFB4/Xnsxr4iSeJMdvj0JuxaDO8rg3sjIeFuaPlRQOpRraeNyLNOpRXMzBaOxFOmM0O+d2evrNtPSHhcXnWexTVNo5JqtPqbmTVXC/oHQkv/g8L6VOJLkoEPUZjKPF5cMZebcNWTe1aUNpmaNFJaMVFdcK8uvTdUfStbs10sMK6TmFpFutua413FCobyrU7ezEO2lpgxpNs0iwLz5uWUjwPhKpW6ftkSlelJY1JXF+Q6Iu0OgXmMwLbFarUNCnVV9NT2sUphykxJdDPJYG+m1CRZ5lM7tF0ot0VmMyv04oOMXn7qGSloaHrISFV/v6VEEg68Ohe3GxOzCYjSjk9tiY3XHE9QhUbTg8AwyWAV3UAT7SYB+2h2uCqwMV4MhwB5AATtGONnAHa0/Lec5mf/NwsnS3s3K3tgJaWgDMzQCmxSi21h4Ods6W5o7mix3MFjmaL3ayMjeB4mRlbj3/FwfzBUCrRQCLX/yczWiYIE0SXsZAatmYuTxFQcfM5Smi2EghMZKHg5GR/tgwb2SQB9TLNRToEORgFeJgjQEDsBAA2hvAJUSo+SQOBcGlRc+ZsrFYtalEva3auKUmb1V14Z7tG+vq6np6+3t6L3f39F0dvHJneGR6avY/mfL4xe9zpow+mTWlKiZN/vu1z/8rU0x5ysfPn75+//Tl28ep1y8OH9u7bdea5etLa9cWrt5ctnZb2Yp1uSvWZ9asSs0rFUjVsWJlTGoGrahMUFYlKa+WFpQI1HoylRWGxoOhKEAEGoSIhkARHuGRnhEovyhsKAzh97MpAaGuQeGuQRGA8Cg3KBoYHOnkE2bpHWrhD7MOQToERdoTGUHaTHbtupw9R1YdObN1//GN2/Yur16Vk1Ekyy1Vb9u7sqX7wuUbnbeGr9x/dOfu6PCNW9f7+3u7uzsHBvru3Bk2dVU+f/5z+TM9MzE8ctOUp9Q3nJ/LUxqbzre0NzS0Nta1NJ27cPbQ4b3bNq+prczP0grlSfFiOjYxNpwChxBC3HD+TtE+9jh/F2KwKwnmSka48YmBfHyACB8oiPJWI/w2C1ndRfmHExOP0pi9an2PTHeQkLDMPzQf6L4iMnIHJX4fNWEjOqo2JGxFOKwmPLzI3y/NE8yxNF+XQB7fs+vZ+k2HGJyrxryh3NKTbH6PPnOkqPx2TsGT0oouieyGVjeoUN7UaXtEwgtM5gkK+TiNdoGf3K3X38rPG87MvJeZMaiQdwlSmrlJuyLhq7x9DkZjb6dn3snOvazW3kzPqOckH40j78PG9qu0o/klD0srb+bm7SeTjzAZp5KShguLHpVV3E7NGE7NHDJkDKVljuQVDReX9mVnn1ErTuUaT+QaT6XpGgyaXr3hqlp3Xa7q4wuvSqR3jcbrBkOXUr4Liy10A25GRXUoFIMa3YBcUc9iX6QzDsXG/oZGt4mEtzMzBvTaHo3qPCfxGIP6q79Ptb/3lmhUt1rZK5E3sDkdEmmLXHYymbMpNrrIx7MiwLfcC1Lt5bUlEmHKU9ZGwDdHo7cT8NVBwTlgiNDGOsnWUgwBCfzALBCABXJlubuxPNzjnJzQdjZwB1sfq0VAy3kQF2tPextT1eO4cIHTooVASwuQvS3E2dEEys+mOFmZO1gsdjBb5GS5yNVyodPiv5pqHxUbJ6FF6hKjNSyUioFS0qKUjGgFDStJiJGQ0SIiUhiH4OLhZHQgDu6HCoXAfNxC3ByCnG1CHW1Q7k6R7vaRnk7JJKRBSuezojlUDJ+GyVGw1hSp1peo1peotlYbtyzNX1tbemDv9qampq6+/u6ege6evmtXrt4duTMz/fa/Zcrok9nRJ7OmVOV/2k/5n9Y+n79++vz1989fP33++unzD1p+xLfv33//9PFnU7bvXrtyY3nt2sIVG4pXbiqqXZ21dHVa2a8KQzadK0TwREilPi4rLzG3kFtYmpKdnyTTEEmMoJh4bxQOjMKBUTHekWgvGNIThvRCYgJhCJ9QmGcIDBQMdQ8Kdw2Fu0dEQaLjA0ksWEISPIbsH4py8gmz9Amz8INaBSMcYqn+Uh2lvNawfX/tsXPbj53bse/Yhu0HVuZX6jTpKTWriutbz9x9dOv/o+2uotvMsrzh91rzvVMVMDMzMzPJIKNkSZYti5llSWbmGOI46CQVqjAzmGJmZoyZY4fjoPm7eFLudPVUz/Ss9/U6V/L9b+393/s5Z2llbml5/vXbVzNz00NDAz09Xb293WNjo2/evNrYWNuNaf++R/v90+zcZENjdXVNeVV1WXVNeXVN6d/rlLqq8pqKZyWPb966cvb04YNZCdFsPDUMTAx2R3pZ/2yKp7Gyj4VqoL061FUbAzZFexkTvE2xDjpsR+PbPEp3VvoZd9Ald69ejrCXKXwGDbvo5HlA1/C0i9tlP98bkKDffbyPO7sctLVNNDRgq6qGS4rzDfSa01JeX7zYEZvwGImeTcoZiUpp40Zf9PEXyMrfhwa/SEiaS01vxOFLocHtZFIrmdhIJNaRifVUahOH3REVORAf10KhdNGoHRRyP5vVz2WXI2Al0OBhvqCHw+vh8OoIxHYmq4vNayLTWmnMt4VHhmMTa4jU1oiIYgymyNnpN1fXqcysscTkVhJtiCucikkcjYrriohs4kbUCfiVMVFVWWl1B7OeJ8TUCHktHG4HldFHZTQgUZNC4QCLVYfD1RHwt3z9Cs3Mbvj61ZOpL2Li7nn79DBZtVjsVTe3UmRIDQ47mhDXxKA9DIGdc3d5gITdhUOehCPvIaCVeGxVaHgZFNFIplSRSbcQwUec7WM0VRP1tJI1NRSbC/wAACAASURBVHKMDC96eNyDQC55e51xcz3vBTrj7ZlqasLT0AiTEEPKSpD0tPAGOkhNNZSeFsZAP1RX21tB3klKwk5exkhaVFNij568hKGygrasDGCK4v59quJi6jJSmnIyACgKYiJKEj8aH0VJMTmx/cqS4spSorumQFxNAVN265S/Z7QQT2KQG8HPGefvFOZtF+hm5ulg4mytZ2OkYaYhb62uYK0i56yhaKsqba+tgAtyjWaFkdFgFNQdB/NIYIYeT2EWpTKKUhm/5QjO5CecLMy8fftybX1dc3tHU3N7c0tbX0/v2OiL/6b32R36TM5/mphbBUqVfzdP+Xcz2n9tytrGOtD7vF9dufvg+oXLJ06dzS88nnzoWOKh4/E5hwSZ+czopHAczT0IaQ4LtyQw3NkCf25koDAOxhEGhBOcvAL1vCAGXhAjd389N18DN18jFx8jB5CeI8jQ1lXX2lnb2lnbyknLxlXLFWzsB7chMAN4seExqQR2VEgI3tkjwACQxdJZ0TPICM/wTc1lX7xVWFx1/Xn93eKqG08rb544n5+cJTx0Iqu06vHE3Chwncrnr59evXk9Ozs7OTk5Pv5idnb6w4d3P098gEnQzs7W+sbXhcWZxqYaIKOtrimvqi55XvG0ovJZVW15VX3l87rnz0oe37x16exvh/Kz4qI5WGoYmAB1Q3pZ/mGKioehImBKgJ0a1FU7zNMQ6aaHBxnjHXSjPW3qMxOGDmTfCYZfd/dpwlK6qRGVIbg73kEXnT1ugAOu+fpd8vE57eaaY2kZo6PLVFYmyiuES0ge8/OfP316LO9gd1R8Dz9qLj5ziBfbxIooxhLPeXi2c3m9gshWKr0OjRni8/o4rC4GrRaLfQwPvg+FluJwnVExU9nZ7UzGYAR3gMvroNIqkaEPwL5lIaGj0bHDkdEtFFoHk9NApDwKht8E+7UwWHOZ2fUURhWJ2sBiVVDIV/x9b0Mhs1lZA8LIThpziCuYiEkYiY5r4URUMth1UVEtWZk9J48NXjhVn5FSF8VvZLLayLRhFrcZhWlEobrptB4mq55IOOvolG9gWBKKGo9P6mZzy0JCx+MSSpGhZ+0d6gjERiqtncutIZGqyKS7wdDLYJ98M9PTbi5XA/yqicRWErURQ2hjMEuxmIv+4EJn+1QTg1xby3R93YPmZhc9PG74+v7uCbrk433F3/c3L1CCmSlDSzNURipcWYFubEg00kPpaBLNjDBGBsFa6k6S4tai+2zlpE1lxHUk9xvISekryGrJSKuKiymLigC9j6qUhIqkOPDdIHDFgYqMpLK0hIKEqKzoPkVxUWUpUXUpETXJPaaqEghPKw4KTA52ZCFcGTBHGtSRBnGmQl0pQW7EQA98gEu4jz0KbAcHWfk6G7vZGTpa6ljoqRgqSwGmOKrJWyqK26rL4ANdY9goMhqMgXoQ4KBEVtiJVFZRKuNYCu1UDv/0wYRTR7Pv3btW39jQ2N5e29jS1NwKmPJq5d1/b8r04pddU6YWPo/Pvh+fff8nWaYXP/2VKe8+bP1bs+S/MgXIU4CMdntn48OnV4Apv50vOHQsKa8wLudQZEYuJymTxBZCoWGWYKh+AMIQTXagcj1pPC+mwI/C8oSEmjiDVXxgev5II+9gfc8gfTDM1Btq4grWd/LScQBp/TieGi5gnQCkJYrsHpdOyT8eU3Qh/dDJ2Ng0IpbuBQowNnOQs3RSBgUY4+h+aXm8q3dPVDU9aOoqqW8vrmh8fK/42oVrRRevny6ueNw/0vvqzctPX1a/rX1/9+H9ysrKy5cvFxcXl5eXPn9e/bnl+f79K1Cz7JpSW1cBmFJZVVz+/En58ycV1cVV9RXP68qflT66eevSmdMF+Vkx0RwsNcznn00BGSl5m6uArZQCHNVhLtpwR02ihzHVySAz0P3FqcPPKOQGKrODwh5kCQdZUaVBYTdcwcXBoc9gIbf8A866ux+2d0g1NhVoawsNDJOsrDla2neIpFdnz/UlpS4cyF/KyB1k8UciYmqpjEYOr4nDq6fSegXCUgSih8V4ESXs57KbCLhSBKIYGdpAo3cIha18YR2DUUfAjwj5MwmJXXTGIz//a+7uxTBEB4PVTKaWIkNnUzP6+ZEXXNwOGho3Uun90TFPQ1BzOfltfP4zLKYjSjiRmbF4IKdfIJyMTXghiB7mR/UJY9qFMXXC6PrEpNa8nKlrlxbuXuvIzW6METYyWR1UxpQwuotI6SQS28mk54iQe/5+Z+0dzju7VGPwdXhSMQzRxxeMxMTW4PDHzS2OmJnXksl9sTEPEPAqCrkYg36CRt2GQevZzCoapQyH7WVxW/DkOgLxMtgn19o8zdwo2UT/kIv9CVenU67OF0Ae51xcTtjbnfNwv+jtVejswDfQw6opB0uJo1QU6MaGRANdjI4WxdI0VFfbV1nBcu+vxnv+j7WclKWCtIG0mLGCjIakGBDNqkmIa0pLaclIq0lLqkiKy4nskxPZ98+myInsA+Y+WrIi1tpyKF/7CIw/Fe7MgDnToPaUIHtKoCM5yJkU4ILzc8X4OoZ62oR4WgW6mYEc9J2t9ezMNE21FXXlxcyVZSwVpG2VpE1l91upSGL8nKLoSCLSEwP1ICI8k9ioY2ms46n0o8nUkwciTh6MP3nswL371+uaGhvb22samhubWvp6el+MjL5eefe3F9PvR6feTc5/Wny9sfJ+Z+nN5vzK2vzKGpCe7IYpQJEyt/x9amEVYAUoUqYXP82+/AI4Apzld5t/gLL16sPmuw8/rs7/sLr9z++c7tYpQO+zvv2XecrW9s4fz/R9297ZePV24dHTO5eunTp97uDx0xn5h+OzDwpyC4WZ+UxuFCwEa+cF1fOB6QWGmSDwViiKPYrigMRZB6FM/EN1A8L1/VF64BBd/zAjKNYiIMzME2rg6q/tEaTn4qfh7KvuFqjhHqQJw1vykxAFRTFnr+ZduXv0wo38ogvp6fnsMKKnqZ28vYe2i49BCA6UmhNx+/HZ+vbijoHqjv7a1r7ampay4or7T8vvVzdUDo0NvvvwdnN7a2tn+/vaxurq57dv3759+3Z1dXVt7RtQpABJ7e69+WvrX2ZmJxqbahoaqwFWKiqflT9/Ulb+uPT547KqkuLKZ0+K7926c/H0ybzM5AgeFUlGemEDnWHupn7WWt7map7Gyu4GCm768m6Gcu7G0iiwiaeZLAvmgHHSJdnqXKCGN6XGP6fSHkIR3TTu27S8Qbqw2D/knlfQFRfPq+6eJ2xs41VVUwwM4gwMEs0tCsF+AkPjdBuHicKjfclpC/mH59Kye1m8FjShGhleT2EcsbW/5OPbxGDWEkk9HM5sUkILAV+BgNdj0bVYbDEytAyNaWBx6lm8MixhKCp6MjaulUQugQZXo7FtNEYrld7BYjeSqDMp6T1cfnk4ppMreAIPrSfTq/Dk4bikoYTkRjb7cVhYFYU8lpY8lZzUQqEMR/C7aaxeDn8sKa0zLrGEy6tOThk9f+579fOe44WVsdFN0cJ2Lq+LzhqgswborLnY2AEO+3loaA0O+wyOeBgE6Wbxupjckei4AUFUNQb/EAqrxhOPW9t0C4T3YfAWDrecQLjq53fOE1RoY33Y3u4JFlPPZHZQGY0YwpNg2EVvr6MuDlnWZgnGukJt1Tht9Qxjg5NOjrchQY9Dkdf8/Q5ZWgg1Vbkm+gQdDbK+LsPEiKyrS9TVIRoaYg30Q/X1PRXlLcVELKXE7ZUVbJTlDSVFVff9oi0jqSYhriSyX3H/PkAW4FY32f17fzZFSUpcTmy/1L5fZfbtUZYSVZXYpyL+i7W2XBjYjon0osCcmHAXerADJcie5G9P8Hcg+jsTAz2A9XyMvyMUZAl2NQE5mlgaquipSJlrKthqKhlJijioytmrSHsaafDQgVEUBCEEFOrvzMQExNIQ6RGow4nkw8nUgmRa4YHIY0cyS8ofVTfW17W0NLZ2NLe0DQ8OjQ6P/G9MmV78NDH3YWLuw64pM0ufgfJk8fXa0pv1n4qUH6bs1in//CDh/9wUoE75Z1NOnsk7fjqr4Ghi3uHo/CNRmflMXjQ8jGDvHazrA9P1RxpC0WZwnGUwxtwfaegF0wpE68EIhnCiCRRnCMUZwwkWwTiLAJQxOMTAP8zIB6HnGazpDdcGI7XRTLvEXMzxc6nX7hU9LL14v+Tc9Qcnii5kChMJQaFOHv5m3hArNNk/Iz/y7tPfm7sq+kZbB8c7Bie6uoZamzpqGtpquvo7J+emPn5a/fHY4NbO2trG16/fv379ura29vcLaP/RlK/fVicmR5uaaxubaurqKwFTysofl5Y9Ki57WFr19GnFo0dPb12/efZUUW5mMpdHRZCRXuH+dlBXY18rTW9zNaBOcTdQABkpgK2UII4aMCctoo8Z0lIVZ6lxOMSvNk5Yx2T3RUSNRMT0U3m1cNxNF/BlB9Btn4Czjs45RoYJ6pqppmaxhsZcbZ1Ue8c8kFddTMLLk+d641Km07NHo+I6yPQOEuVFZFQbh3sbCq0gEAdjY9uZjA4G44VQ0EkFQhNqWUjoNZDnNW+/CgK5Oyq+PzahXyBsJhBbiKSKEOQFB6dbXj6tdEZvBH8uLXMsLrGVyX4UDL8XGFxHoi3lHBxLSpvJOPAoJOy8u0cFkTCakjgUHwV8vPNCGDnME47GxE9k5HSnZdYkJXceP7by+NHrxw+r0xKfspiNgogWFruDyhhksHvItC4KpRGLaaPRihHwKAnJAgPDF7EJrTRmF5tXT6aWodCXQJ7nXFwrCMQmFruKQmkXCFr4EQ9CkYV2tmxpKa687MUAvwoSqZlAfuwbeNUDdNXP9yzYM9fROs/F7hzE95i78wVf7xuBATcC/C/7eJ9zdztmZ5thaYrXUA6Sl4TKy4SrqaBVVQlaWiQDQ7SeLlxb201OxkJMxEJGwk5V0UZFwURGQltsv6aUuJqEODD0UZMQV5MQVxIXVRQTkd2/V150v6K4qIrUj4mPnNh+GZG9ciL7lKVElcX2KOz/DwsNaaS3DSvUm4ZwoUEdqRA7KsSBEuhICnQi+jvj/d3wAS5YPyeMv2Owp9WuKQbKUhbq8paqcqYy4p666l56alA7k1giIo4eSgn1RnjbMzEBMVR4MjvkYCy+MIWal0zNy4g4UZRTXvm0trmxrr2tqb2rta3jxcjo5IuxN6/e/9umzCx9npz/uGsK0PvMr3wDYto/9T7/F03Z2Nze2gEila+AKQ+f3L549eTJ0/lFp7OPnkwrPJFQcCwmI4/BiYGjKE6AKb5IgwCUYRDaOABl6IPQAQWr+aO0oHg9ONEIRjAOxhshSOYIoiUMb44k26JodgiSeSBazzdUyydELZxhmZCDPnPlwIOSy9XNj6ubH5ZU37z9+MzhU6lRSRQcLQhPh/JiiIVFmY/LbrX31Y1O9U4tjM69mpxcHBudGhyZGJqcm3j5ZvnTl8/Awt72zs72NnC2t7e3f/7G58crHNubOztbnz6/HxkdaGmtb2qurW+oqq4pf17xtLTsUXHJg6cl94srHj8qu3vv4bXLV0+eOJaZnsgGTAnztYG4GAGmeJuqgoyUPAyVPY2VwVZKLgbiKJAhwkEz2ESBaKl5GO7bkBh9LSCokxXRx+T3kjkzMWl9rMg73kEXXDyKbO0yDPQSdXUF2tosDU2isgpNVfMgyGfhxNmV42cn0/NmU7P6ecIeJqedSu7hsNo4nAdwxFNkaAeHOxodPSqM7GUy6sLCemiMLhq9BoV54B/4KDikmcEZTkwbT87sixAWwxCdTHYLhXZI3/A3a9tBYfRkYkp3hOA5GltPpj8KDjlibt3K4r0qODYQndjJE5aj8c9Cw1rZ7PGUpImUhBEhf4DDnIiMHBVGDkbHdscnNSQk1mVnDV+98rm+bvne3ZJI/mMKpS0qsp3N7aaxRti8bhK1FY+vx6LbmYxHMKhQQrLQxHQkOq6dwX4UDC/HYGvJlOtg3yMWliVoTBsvYigpqZnLfYIOvx4U+AgdfiMYetrT4354WAWJVBqMuAfyueHlfSMwoMjTLd5Ih6etkmCqn2Vtdt7P+y4CdsUXfMrJ8bid7WFrqwxLU5aZEUxdKVhJDq2uStLSpusb0I1MwnV1wAoKtuIienv/U198v6mCrKmCrJ6kmIboXnUJUQ0pSU3pHxNlFTFRRTERRTEROZF9ACiq0pLAxEdeXEReXERBTERZSlRR5BfZPX8zU5NEetsAO2/kQDtKkC0V4kANciIHORP9nbG+LhhfR6yPA87fCeFp7ediArI3tjRUMVSRtlCXN1eQslWUhZobwa2NiZ5OqXR0Aj2MGQZGeNtzCdBEVlgSJyQvFn80nXEonZmTwTt9pqCyvqyuvaWxq7Otu6+zq2d6fGJmYvLt6w//timzL78ASQoQzQKRytzyV2AGNLf8deHV96U367um/JzR/gTKzr9ryvrGjxeFAVNW3sw/eHzr9ytFJ0/nn/ztQNGZrOO/pRYci0nJpjCEEBTFyRdh4Is08A8zCEIbQzAmARhjv3BDX5ReIFovEK0TiNYLwugjSOZoph2e40LgunPiA/nJEGasN47jCCeagJHqcKJRRBL07JWDj0qvN7SXNXWV1bQ8Ka66cfVu0bEzmblHErMPxR08lnbp5unntU+6B1sn5kYXXs28+byy/P7lwsrcwsr88tuVd6sfv35bW1vfBNq3ne2d3b/dO1P+tKH//sPr/oHutvbGltZ6YJt215QnxfeelN27+/TajTvnz104cqQwNTWBzqXCyEgQOsA+2M3Ez1rLx0Ldx0wNMAVkpORlLu+iJxbmpgezUUPbaHJcTB5EMocO5VTTGIPC2F5GRCuO1scQtpDZN32Cjts6HLOzy7O2POjsGGdumubknA/2PeTtVxMZv3T0zMqhUx8OnXoRndhCpI5ERfXxuZW48NLw8HsQyN2AwAYScSoufjImtpNMbgoPb0JhGsIxlYiw0uCQagyxmxfdH5XUFRHdSmOWwENaqfQaDO6Yidl1T6/x+KSppNTycMxjGKKJxipDYU/bO4/EJ0+n53RFRDdQmc1MVjub2yOIeJEYO5uaMB4l6KKSJiIjRwTCDl5ENYtbHhPdevTI9NMnX1qbVu7fKxVEPCNTu6OjO1ncLipzhM3rJJD7mcxOOrUsFHkfGvQIDi9BoepIlEYq/XZAYDWRVE0k3YUG3w6CnPPwGE5Obo8UPsNirgQGnHJ3uxuGLKOSS+mUKi7rYVjoNRf3J76BT2Hw6wH+J0CueS526XbmiRaGSab6Z3xAt2HQcx7uh60sj9pYH7GxTrc05dlaILRV4SoKBB0tjpGxwNyCbWoerqXlISNtJrJPa+9/6ojvM5STMpCV1BLfr7b/Vw0JCU1pKW1ZmT/t0QJdj6q0pKq0pKKkmIKEqIKEqKKkmIKYiIq0mJLorwr7/8NKSzbcz4Eb7stAulGC7ClBtuRAO3KAAzHAEe/riAE7o8EO4Z62WD/HEC8bP2djd1tDS31lIxVpSzV5C3kpVw2VcHsrjKMVK8Azi4GNJyFYoWCktz2PGJzERiWyEbkxuKOZzEOZrAPp3PO/H61urqjvaG3q7mrv6e/p7Z+dnJqfnnn/dvX/lSkv327szn3+6k6mf8uUtfXNn01Zfj137+GNcxePnT5TcOpMTtGZrOOn0/OPRMWn4clcMJJoH4Q2g2DMIBiTIJxxINYoAGMYgDH0xxoGE8380QY+oXqBWBM024UR5y9IC4nOQqUdphwoYmUco8blopnxfkiadSjdhpcILTp/4M6jK7XNZc1dVQ3tz6ubnhZX3rn79Pfbj36/dvfc9bsXHpferW+t7hvpmpqfePlmcXXt47sv715/ePX6w5t3qx8/f1/b2NwGwqCt7Z3trZ2trZ2tra3t7e3dic/Ppmxvb759t9Lb19nR2dza1gAktUDvA9Qpj0ru3Hp0+dK1U6fO5B0qSEhNoPNocEqoJxHmivQyD7TTBVtq7NYpICMlX0ulABuVYHv1EHtNkrNBLNiu/8TBF4fzKym0OhJtkBvVy4i4B4aetXU97eR+1M4h18oi1cwox9khwcYywcEh1dn1kHfAYHbhu6JLi1lHX2cdbicxS6DwLg5zPCOhO4b3JAReRyJ3sjmDAsF4VHQPjdaBw49xeZ14UgMS9cQ38IG3f3kIuoPB7+LGNFE51Rh8A4H0PBR1xdX9orNbLY44GhPfHxldjSdXYolPQ1A3wAF3AmBzWfl9kfED0YmTKRlP4CEPAiAv4mLf5uf2c5l1KGQnhTjC440KIzsFwlqBsC0/f/bhg9dNjW8a6qYuX6rg80vJtPYIfhuV2UGiDdBZXUTKcASvg0F7GgK/7OP5CBlSRSaVY7BlaEw9hdFEZz9Goi56+tyHhRRjcL2x8TeCoPcQyBIi6ZJ/QKqhoUBZ+aCD/UM87lYwtDQYUR2CegwNPuXslG5hnGxlnOZgke5oeczH/RoCej046Li9XZ6J8VEb65NOjnmOtmGayu5SImAJMbSqKlPXMMLYnGFgGqKiDpJXsJKW0JMUMZCXMFSS1ZOX0pEU1RDbpyUlpSUjDSzRKu7fp7Bvr7KEGPCxj7KkuIqUhLKk+K4pChKiciL7VKTFVCX2qUvtdTJSxUNceWg/KtyZBnWkBNkS/W3wYBuMjw3Wxx7t44TxdQzzsMb7OoaArL3t9V0tdS11FU2Upa3U5G0VZb11tbAONjh7S26AVyYVHRUeyIB5hnjZcfCQBGZoAgt+IAZbmEbLSaNlpLEvXi2qbq2q62xt6Ops7+nv7RuYn55ZmJn98O7T/7XeZ3dLZdeU5Xebu/spfzLl87f/TZ3yc++ztDJz+97V384fPvXbweMnM48UpR8+kZxzSBCVGI5neiLw1nCCFZxgASWYBmAMwWG63khtr1Bt7zAdCN4CHGboHWIQTLAm8n0EaaGphfTcU/yCs1HHLycevxxfeF6YeYzOSwlmxPnGHsCfOJdz8/7l6say1u7a9t76tt7alu7qhvbnVY3PSqsellQ+qmoob+1qHnwxMLM4/er9ypfNL6trqx++fPz45fOXtfW1re0fXQ9Qo/zofYBK5Z9eC9ve3N7efPf+VV9/V2dXS3tHU3NLXX1DFTBLLi17VFx2/3Hp7ZuPLv5+5UTR6ZyCg/HpSQwBE8lAg+lhoHBfa4iDvq+VJmAKyEjF21TV11IJ4aLjayqHsFZD22imQt2GTx+uieYXY/H3g2DtZNYgN+qOD+SIue0Ra4dMU9PDbk5p1ma5IJcjkMAcP980N/frWMqnK3eX8k4NRiQPMKIbw0nlcGRZOHI0I34yJ6U3UjCekDiZkDAZG/eCz+8kEltCUb0E0nRE5BCV2YImNqDwnVTeID+uixVVi6U2kWnjcQl1OMIVV/cKFGY8PmkoJq6Dw+vg8Lt4wieIsPsQeF9k/MKBgja2YDAmaTEztzIc+xwZPp+W9vpAVgsB2xAWMhMtbCfhh4TC/vj49tTUFxfOf2pueNXROvTwXvvBgvrIqDomt43D7aKzeynMIQZ7mMUd4nGbKMQGGuWEo22MkuItSFAbL6I0HN3GjmiksSoI5PPunvlmFiMpaU/R2BtB0AoavZhEugGHnw/wz7GxzrayvBkWWkEht5HpVYiw22Dfk06OcfpaGMl9YRJ7KCoyeS52J308zvl4nnByOGpjfcLe7rC1VbKpYYiagoe0aICMFF5dg6VtwNE1omjqQ+WVPOTkrWQlDWTF9RQl9ZVktOUkNMX3a4iJaEtLa0hJAvsp8nv3KO7fpyIpriErDXzv82PzDahQJETlxPYDGa26lIiOvJiHhTYF4RmB8ScHOwKmEPyssd5W4V5WaC/bcG9HHNgx1NUSB3aAu1uCLLUcjNQttORNlaRtVOUdlOUDDPSwtlZoK1N+oE82Bc1HgKlBbrgANz4hOImNyhCiDyVTCjMYuRmM3BzhlRuna9trAFM6egf6+gcXZmYXZ+f+N6b8VUb78yx515Tld+vAHu3Ppnz+9r8xBdhP2c1oF5enb965XPTbwRMncwsOJ+UVxOcXxmbmcYXxYVi6BxxnhSBawwkWELyJX7g+KETdHa7qgVDzCtUFhxqBQ82CMHZophc9GhaZjjtwIvLk1cxT17LO38m9cDf39/s5Z25l5JzkphaS809HX7hW9ODZnfrW6q6Blr6Rjr6Rtr6Rtp6hlo6+hubO2sb22tau5p7B7uHxkdmludcf3qyurX78/nH126cva9+/b25t/AQKYMpPf/+1Ke8/vB4Y7Onqbu3obP6j/SmrrCp+XvG0rOJRccX9O0+vXLxadPK33MOFSdlpnNgIDI8YxEJ7Y/xtoY56QJ3iZaIGNtcMsNb2tVSCOWkFWSkjrNVCzVXOsTH9Jw4+oOA7Y+Maaax6HKU6nHDTJ6jQ0i7d0CRBX4+uJIuTFUcrSEVYmKZ7gs5jcf35R1d/v9sfmd7LiG1G0epDcPV4/OMw6GhO4mBm7Exm+mhsXB+P18di99PpnXhCIwJZHQCZF8TMCWNmhPEzUQmTUSn9vJgaDO2Bf0gjiTqdkjocHdNEoQ5Hxc6kpLcyucXI8MHo+LnMnOG4lJH41Jd5h5sZvFoqaywpYzw+ZSohZS4pbTI2ro/D6qAQRzjMxYTYVgJ2LDZ6JC21JSW578xvr+trx6qfl/924pFA2BaX0M6PbmGw+lkR/TR2L5k2xhP0c9kNJHw1EZ9jYhAhLXUPDuuOjm5isWso9Kdh6Od40kNE6GFr2w5h1B0YoobObOILbiORF/z8Sum0cibjFirsGZVSTacVQ+APvf1ueHlf8AQddLKNMdYRGmkl2ZjEm+jl2ludBrmd9wKdc3c7bmebrqvDVpZH66j5q8iFqqpQdfWYGnp0NR2img5MUcVFStpcSkxPVkxbUUJbQUpNWlRVbL+q2P4fGcouKGKiKpLiqlISmvKyShJiMvv2yO7fqyAhqiQlnm0TgwAAIABJREFULi8uIr1/j/TeX5UkRQBTPK10qSFeERh/EtSBEmRPDrQh+FnjfKzR3tbhnjZhnvbhnrYhzuY4H3uYq7mrqZq1rpK5moypopSdqoKjkjzEyABrbRluaRILC8hn4COCvSmBrhSYdwQemsAMzYklHM1kFqTRDqTRDhXEXrt7rr6zrr6rraGrs7NvcGBweGlufmlu/n/T+0wtrI7NvR+ffT+19A+z5N2z9GYdMOXl241X79ZfvVt//X797fsNwBSgSPny/S9NWd8BTAFY2drc3voxS97cnftsbO9sLbycuX7rwonT+UePZ+fkx2ZkC7PzhOk5bGF8GI4BQuBtg3EWwTiLQKwJOEwfFKLtgdDyCtUFo4x8kIZBWCsM25MZC49IDo/Lph86k3Ll4clrj0/fLjl/p/TCvfIL98vOnrudV3Qx7fdbR+48ulZWVdra1dw33DM41jvwoqd/tLt3uHN4or9vuKdnsKtvuHfwxdCLqbG5pcXX79+9//zh/ecPq1+/fF1fW9vaXt/eWd/Y+b62tbG5s7n1D6ZsbW0AXc9uE7S9vbmzs/Fx9e3QcC9gCtD+1NU/r64prawqfl71rKz6yf2n1y9fP3X6bP6xo6m5mfzESIKQCuOgfbD+thAHbbClmo+Zio+Zmr+VVrCDXpCdGtxRHQ8yJroYkO10Gw9njp09VsxmHHV0eo4hdLIiOlkRjTTWeZBXgpZ2iolxnLlxjKUxSk4Kp6yY6Q5qScv6cv1BqyC5OyJ5OiG3EU1/BIZUY3EVRNy700dH0hO6BRFdLFYPh9NJo9cgkVUwWGNoWFMYepwnmOLHTApihznCDjLrORJ32xNyzs7tYSCsk8WdS8mYS8ucTEzp5gjuB8GOmls309njyelzWfljqVm1VFaKhu51P8hAdOJcWvZiSvZYVFwbmdJAwHUzqYMcZj+dOsxkrGRkTh7IroqLqTl8cLT4cc/jh49z8y6hMN3RsT3CyAYipZvBbieS68LC+xiMXiajgYC7BnJLUVO56OHWwmXVUSh9sTF1DNYlH98LHl51ZHozg1Mciq4gkFsiBOU02hMy6ZiHe5KJQZaN1Y0wRAWbddHb+46H9yMf/ysgzzwr81Qrk4NezkXB4FNBPid9PM75el3187vq53fOwyPfyjJBR4uhrhyoKOUhLQpVkMOoqWEUVbFKajh1nRB1TWdpaUtpSSN5SUMVOT1lWU05KQ0pcSBDkRfZJ7fnV7n9ewFQgFmyloKckoSY1J5fpPb8AnyXLC8uIrn3F5l9e5QkRVQl9mjJigB1Cg/tR4I6EP1tiP5WRH8bgq8t1sce7WWH9LANdbdBOJtifeyhLmYORqrmWopGqjLGSlK2agr2SnIQIz2sjTnG2iQhDFLAo0QgfMmBboQgNzrSW0gMTBeiD6XQM+LwybHE3JzI2/cvNnc1NXW3NXV3dfcPDQ2PLs4vLc+/fP929W/DU69Hpt9MLX1aerex/GFr4c3a7MrX2ZWv0y8/Ty19mlj4OD7/YWLh49TSp5nlL7MrX8fnP4wtfBibez+28OP32ZWvc6++za58nX/9HQAFOK/e/niKcOXD+psPG28/br7/tPnh89bHL9sfv2z/2Hb7vPnp08bnL+vfvm+t/7gWf3NjZ/3H22E7wH1F29tbO5trO9ubP/63tb3z+sOrE2cKC4uyC4+l5x9KyDwQmZzOik7Ec6PgJI4vmuYSSnb0DzN2g2i5Bmm6Bmm7Bml7wAx9w038sYaBeMNwjhMvFZ6QS0k7FHHkXNaVB2efVd4vqX5cXvesoqGkvObx04p7959du/3wcnl1WU1jbUtna89g78Do4PD4yIupsfGZibHp8bHp8dHJFyMToy8mJ6bmZpderbz58P7jl8+fv375+v3b2sb6xtbm5vYW8F319s6/OpvbW5vbG8AH2K/eLg2OdHf1tnR0N7W01zW2VNc1VtXUVwCnpPLJo5J7N+9cvPD70RNHM/IzBekxlEQeWkAIIELsg521/ayU/cwV/cwVA61UoHZq/pbyYc4aKHsNlrtpESVk5Nyx5rSkwewDz/CkZyhMFZ58yz/gqi/4ko93oo56nL5WvLUV29CQp2tY4O5dSueNZRcuHTq1dPBklyCpgxNbjibf9Al6AkP18KNG4pLa2dwWGrWZTBzg82ow4Y/9A255gK45u3SQ6YvJ6S8E0V109qgwpovOLg4OfQZF3vL0qw4nvDpQMB6VOBmfOiyMK4GjC42tnsBQU2kHRpLSB+NTxtKyn6JwzzCEBnbE4sEjM8nZ47HJi6mZT4Jhd6CB/fGCdga5n06dZnKbw3DlRPI1Krn8eOF4ZXn9mQvPEtLqmNyJmPhhvqCJRKonEoajheVIxGRczACH3UbE3XBxPKqre9cT1EmnttFJxaEht2HBzTzhXWhIvLTyE3/YEC96KCahnsm+AoNcRSGOB3jfoWKPg0GXYIHPiPhrPj5nza1LAoPvQ6G5tpZCIy22nipFVY4kK3HU0eGGr9/9INhFd68CG9s0CzOBiR5eRzVMVy1AVd5PURqmrowzNMAbGULV1FwlJaxE9puI7jeWljRWlNeTl1GVklCVltRRUgAaHHmRfXIi+xSBTXxJcaBCAc6PFRUpCQUxEdn9e4G7I7XlxLTk9nnb6NLDvCgwFyrcmQpxIAXY4nysMV6W4Z42KJANYEqIi1mIh6W/s5mNiaaupoKOpoKBuoKBopSNsoy3tpK/jjLBxeIAA3uAR2KE+WOhbnSkZxQpII4RnBIRfiCRmp3MyE7jFhYkPyu529Ra19nX1drZ0dXdOzk1t7T4am526d2bj38bnno9OvP2f27K2MKH3TO++HHy5X9jysr7jZUP668+brz5tPXPpnz5svX58+aXrxs/m7K+s76xs7ax8217Z217Z31na3tna2drfWdnc2drY2djY2dza2fp9ULBiewDhxKz82MysvlJacz4ZEp0EjYiJoTE8QmnOkPQlj5wQ5dALecATSc/HUdfbedAfU+EsT/WMJCgj+Y6CjKQaYXsvJMJp68eufnkSnldSWVDRV1zbWNbQ0NrfW1TdUVdaWllcXVDTUNLc3t3V+/gwODoyMj42NjU5OTszOTszMTM9MTM9Pj01MTM9OziwvKb128/fvj0z6bs/JiC/2tTtnY2t3e2Nne+L79eGBju6uxpbO+q/wdT6ipr6ipLK4sfl96/fefK778fLzqWeTBLmBFLTYkIFxIDSVA7mJO2n5WSv6Wiv6UixFYV5qBG8DZEO2uibdXJNpp3hPTx3442JyZWMTlXwIFdEZGjCSl3AgOP2lgfd7DJMtaJ1lHHKSsS1bQidIwPu4Kb+fGjybnfTl9ZOXSqgS5oZEVWkpiPQ7DlaHIfL24qPmsqNqWLxWkmE3s4rAYCrhKFeh4aWgIPGRJGvcrJexETV4shtFGZ7TRWCQxZHBzyFBIyHpW8lJo7GZM6Epk4GZ/eHxF71sG9jswcT84cTc4YTEht5UU+wxDuh6C645MW8g/3CeKGBLErmTl1BGIxFjWQHDMYxVtOTnwflTTO5NdzeWUpCY2Xz3U8uFN77HRbVmEjid5PZbTgcDWY8BYmtZvPeQaHloXAR/ncAQatzN/vup1tsR+4GYeuw4Q+QUAfY9DPqYzL3v65WkYteNqYML6TwSvF4C8HB93AhR0L8ioKBp9HBN7BhN5HIm74gG+7eZZB4HeDoafAoAJftxxflyx3+zwX+yO29rf9gu6AA4+YW2cYm2U6OfCtTYOUJJG66kGq8sEaSgRzQ5aDHdHKPFhby1tFyVZM3FxCzFxKxkReTltaWlFMRFFcTFVWWlFcVF50v5zIPnnR/QAogCnSe3+V3vvrz6YoiovKie6RF9urJLlHS1ZUU3avl7UOLdSTAnOhIVyYcBcqxIHoZ4cH22F97DHe9mGejkgPW8AUX2dzK2NNLS0lTS0lXU0FfSVJGxUpV3UZNxWJUBvdNAoyO4LEwATh4SA60iOGEpDGR+UkUg9n8XPSeGkJrKyM6NLS+80tdd29He2dHd09fZNTcwuLr2bnXr5/u/q3kek3fzIFsOMv65TFj+OLH//ZlN2Jz9Kb9eXX68uv/27Kq48br1c3fzZl9evOn0z5vrb9hynbf5iy9sOU7c0fpmztbG8CwmwuvJrJOZKaliuIT6HHJBAjYzFR8ejIBBQvGo5neiLwtj5wQw+IlpO/hoOvmp23hp23hlOAngfMMABrBiGa4yJAMQfwB08nnLycf+X++YfP71U1Vta11rV0tnb2dXT1d3b2tbf1NDV3NDZ3tLR3d3X39/UNDQKmjE9PTc3NTs/PzSzMA2d2cWFh+eXym9dvPrzfNeX7+tr65sa/a8r3jc+Ly7P9Q50d3Q1tnXXNbbUNzVV1jVW1DZWAKeXVpU/LH969d+3SpaJTJ7ILsiMz42ipfHQkKYgEtYM76/hZKQVYKQVaK8McNJAuWhgPXbSzJtXdkGylcSeCWp8UU8flP8dTfrNzHRLEziRlNFGodwIDz3u6nXS1SzUzZGproRWVcDIKV+HhY1mH5nOPr+QXvUjOaWZFtUXEtfJjmtjCVpZwUJA4l5j1Mi1nPC6hjUarx+OfBQc/8Pd/AoEUwxDtdOZsStpEfGIDntzJ4AzyoyrDMDVoYh83cjoufYgXOySIbyax2qjcVir3pLVTA5U9lXZgODGtnR9dTWFWUZlX/IIGUzNeHSkajI7vZPCG+VEV4ejHqJBmHqOZRpgQREzTedMR0e2xseOXzs/VlNdduViac6g1vaCbI+inMupRqKowZCudUkPE1hGwjwL9u6nUQSazE49rRYd3UogtBGwJAnIP6l/NZDwMxx63dTpqbN1J5fQx+WWI8JsBkFsh8Ish0DQHC5ycWK6z7RVY0FU/34fQ4NowTAkUfs7TI9/VPsvTIdHVKsPD/kyw/3FX14uePuec3fNMzTMtrbJcnCJsTCGq0lBVBT95qUAlWZSeJtbQAK6p7iUv5yojZSMqBphiJCujKSmpILpfXlREWVoS2MEHtlEAO5QkxBTFRaX2/CK991fZ/XsBU36UM2J7FcT3KUvt1ZIVVZf+FWSpRUWCKDAXeogrC+FKD3YiBzgQfO0BU0JBDiHuNggnM4S7JdjJzMJQXVNTXlNTUV9DQV9J0kFDzk1N0kluD9RULZkIP8Ans3AwYogPGeYiJIBTeKG5SbQj2YLsFE5KHCMzPer580ctrfXdvR2d3V29fQO7pnx8//nPpsy//j6z/GVm+ctfmTKxtAqwMr74cWJpdfLlp5nlL//ClFcfNn82BShSdk35+nX7y5etr982/9GUH+3Pn03Z3Nn+sU27Mbc8llkQm3yAzY8N4wphrAgINzKYFxPM4PuHkR39kUYeEC3XAHV7sKq1p7I1SNUBrO0BM/ELt4aR7UMZLrSY4NRC7skreVcfnntQfruktri2pbaxo7G9p6NnsLtvuLdvuKdnqKOrv6N7oKd3cKB/eGhgZHjoxejoxPjEzPTMwvz0/Nzs4sL8yyXgLK4sL795/fr9u9XPnz59+fyzKQAr/9qUH3fTbm+sfnk3Mz/RN9jR3lXf2lHb1Fqza0ptfVVtfVVFbXlxxeP7D25cvnzydNGBQweisuLpaQJMJCmIHGwPd9bxt1YOtFaG2KqGOGuHexiEuWjj3XVZnqbxYPsnkazayIhaOrOJxOqlC8b4cY0YYhedXUcin3KyzzM3jtHVSHd2YusbJppZ92fkzR86+erwmSaaYDAuo5kVVc8Q1LP4HYK4wZiUsdj06bj02YT0Vzl5I1FR3Wx2A4FQjkQ+Dw2twxHaaIyx2Pjl7Jx+nrCbxWvAk09b2p4wtX4cCJ9NyJxPyl7KyO/nxdRgKE8gode9AgYiE5bzj4ynZdfR2M0cQVtE1O3gkKHk9I+nzn04WjTIE7YSKBVhYTVUUncMv51FGeVyZ9mC5YS0jsSE+dvXV5prK86feZKWUxWd0seNfMHk9tFobRRSJ5NejAju5rLKkYg+BmOAweihkPpolH42o56AfgwPfBSGaBFGFhPIvzl7nLNza8RSmvG0x4HwOwHQaibjakjwES9XvJTIQSfbJzh0JYnYxmDWhmPvBwQec3bIsDXnGmvCZPaGyYslWZteCAw44eh82Nr2pLPrEQ+PRFsrirEOxkCdYKhLMtYnGOqGaasjNTWQWpoQdXUvJQWLvfvMxEVNpKQNZKQ1JSWVJcSUJSVUZaWBYkROZJ+ShBiwjaIkISYvuh8wBbBGSUIMgEZebK+ixH5lqb2aMiJqUr94WGhSQjzIwc70EFcm3IUGdST52+PBdhhvOxTIBuFmG+xsAXMyhbtZeDuYmBuoaarJaqnL6anLGiiJu2rJe2hIu8jtRZhppFOQeZE0Nh6Oh3sxQkHRZP8UXuiBBMqhDF5WMjsrhXf0cEZV1dPWtobu3o6unu7+gZGp6YWFhTezcy+Buc/bsZl3M0ufgY2ShVffgU0TIH8FxsaT8x+BLHZ25evky08TS6uALJOLq9MvP/9sCqDJn0x5vbr5enXz7eft3SJl9Y+3OL5+3f76dfvb96219Z2NH8/37KzvbG/sAMLsmrINDEm2t3e2d7a2dr5MLPQkZDGjUjDcaChT4Efj+dB4PlSuJ47mHIQyBQVpufirOYKVrdzkzJ1lrTxU3SEmwXiXcIYPURBIj4XHZNMKzqRdunfqQfnt0rqSqpbqxo7Glq62rv7u3qGe/pG+/pHe3uHO7oHO/pGBwdGRwdGRoRej/6UpC8svF5ZfAqa8evcWMOXLt6+AKUD7A2zW/CUoP9KWrfXNtbcfVsanRnr621o7alvaaxpbquubKmsbKgFT6hqqq+orSiqfPHh488qVU7+dzCnMiQZMAXofuLNOgI0KxFYV5qAR6qqL8TQi+Zkx/CzYHmbX+KSho/lTB/OaKcw2PP1TRsEAiXPFyvGZH/R5KOqIhVmWkV6yiUGsuXmao0tbatZi0bmp3CMTGQcrsYypjIIqIvMREns/BF1L4w7HpUwlZo4KEnqZ/PG4hG4up4PFbGcyqrG4Wjyhjy/o4wv6+ZELGdm9PEEbnVWLI5+xdfrNxrEYHvYiOvlt3tGljPyxmJSqcNIVV596EnM4Jnk6PedlwdFaKquOzqmhsho5/MGktLncQyv5hR1UZjUyvB6P74rkDyXHDggjJqOi1g8UfM0/0hIX33nyeM+DmyVFx8uy8iv4CT2MiFEac5DO6GezhgUR5UhEN5tZBg+ejosdYLHqwsIqQxAVYci7gb6XfUF3EdAGPr8xQvgMhXsCQ9XjKC1kZgUKV4kjPSeTznh7XkMG59paXvD1rqXTuvj8eiLplpfPFS+vs96gQpAzz0TL69e/+fzyN56+xkUo5KSHx3FnlzPe3oUeHkJz43BNJYSGfKiyIsPEiGlqHKqmDFdWxhroh+npecnLWe0XsZSSMJeV+2GKpLiytKSKjBRgCtD4qEpLAj2O7P69Unt+AX4HTAGGyvJie5UkRXZNcTfXICPcSVAnGsKFAXOmQhx+NgXuagN1Moc6GENdzDztjEz1VNRVpLXUZA3UZI0Vxe2UxN1VJUGKolhbgxwW5mA0g4WDoWGgeAbiQBTmUDLtaHbE0QPCzCRWdqrgVFFeXV1pW3tjd29XT1/v0PDY9Mzi/PzrP5sCbL4CpgDnn02ZW/46/fLzLiu7psyufP1LU/4oUn425dO3H6Z8+7bz7dvO97VtwJS1zV1TNv8wZe2HKds7O1s7m5ub2zvr69vvBycaBUkYdmwwLx7Cifaj873IHHcc3SkEZwmG67n5qzv5qth5Kpk7y5o5yTn66sHw7lQhIiKJEHuAmXoosuBM+rlbRXdLbpTWldS01TZ0NbX3dnb2d/cO9Q2MDg6+GBh80d8/2t071D0wOjj0YnR47AVwRifGgd5nam52ZmF+bmkRYGVxZXnl7Zs3H94D74F9+fb129p3IFIBWPmfmPJ9/dvLV/MjYwPdfa0t7TVNrVUNzVV1jRWAKXUN1fWNNf+lKal8dATOjxBkA3fWCbJTC7ZXhztqAqag3HXZgdbxUJfuU/nLF88MpSRXI7FDFN5qYs40Q1jlCyv3h5VA4aft7A+YGKSaGbE1tQq8fN9cvN4clTSZdWgsJXcoJr0jIr6ZE1mCIT8MxdZQOSPxqVOJmb1MYRUSOySMaiARn8KCHwQGXHRxvR8QOBobN56Q2MHkDEfF1hPItThiM4VZgyX1cIULGTmdDP5MUlYvJ6qVyi2Bo6+4+gzHJLcx+c0M3nL+kXo65yo48GYgbCorrzsmoZ7OGhRGN+HJ9eG4bga7L0rYKeT28NhjkVErsSnjkXH10dH1hfnVF06VnSqqyjlUzoqej0+dZHHbUOiG8PBuJr2RiG+lkmvRqBdCQQ+NVhsa+jwEXowIPuvmmG1meMDStJhEahNEN7P5zTRuDZbUTGLUYEkNVOYTFKrI1eVyoN9Zb9B5kEcJCtVAoT4Mglx0cQVMKXC1FxhroeRFGdrKR3xBv/mCr0Agl/wDCp2dUi0t+aaGKDV5j73/Yf+3vyFkZXAa6nB5WaicfJi2VpCKitUv/2knLmEnL2uloGggI60mIa4oLiovLiojLgJMiwFTgA03edH9Mvv2/Fyk7GYucqJ7/lSnkBHuRIgjBeZED3YCTCH6OeDADmgvuxB3O5iLJcTeCOJs6mFjYKKtpKYkqa0iY6gibaIgair+f0DKYhBtWSbIplBAzo9l0rHBaBgonY85mso8mx9ztjDxSHZknAAfJ6QUFqQ1NVW0dzR193b19Q+OjE7smvL+7erfxmbejM++nVlaXX63vvJ+Y+HV15mlVeBML36cnH8/Mfducv799OLH2Zef5pY/zyx/mn65OrX0cXLxw+Tih+mXq8DvC8ufl159XX7zffnN95XX31def3/9dv3NH0XKrikAKLumfP++8/37ztr6zvrGz6YAb3H82ZTtzZ2NjbXtne8bO++GpxsjU9ERScGRqRB+kh8rxpvIdQ6jWEHQxmC4nidE29VPw9FLzcZd1cFLGxLuxIlBpx8UZh+NP3z+wOlrx688/P1e2Z3immdVLTVN3W1t/V2d/b3dg/39IwNDY8PD40NDYwODY739I71AnbLLCpDRTsxMA3nKrikvX796/f7d+0+rHz+tAk+CAabslir/E1O+fv8yvzQ9MNzT1dvS1FrV2FJZ31T5L0wBeh8gT2GHe+MCrODOOhB7dZiDBsJJK9RVFw0yhNqpkUAmqQhQz8n8hdPHHiDgxb6Q5ajknbwTGyn5y4LEllDsPU/wMQvLaGXFaB2NbGeXB3TWcO6hJkHcRGbBbPbhpdwj5VhqV2RCEzeylsFp5UWOJqRNJ2UNsIW1YfjxhMQWBvNZCPIpIuSal/dTRMh81oGp1PQWBmsgKqaBwngWgrrlG3gvMLiLGzWRlNnJFAwJE4aECbVY6hNI6FN4+HLu4T5BXCONMxKf2sjkFVrY3oGGLBceb4uIeo4nTSQk97F5bQTKIIc/HBfTI+QPRgrHo6J7iPSKUGxHRnrfpXPVF05Vnjldk1VQzYmZj02eZUe0h6HrkMhmPA54z7QJT+ik0rqpdOAq/zI06izINdlIL0Ffu5REbuTwa6msZgbvCTy0BIF6CEVU4kgNDOZzIvEWJOgZOrwEharE4irRmEeBkOsenrd8/c66u2VbmcUZ68YY62Q72VxGQE95e10NglwA++ZaWSUYGUUaG6JV5N3+v78F7NuHlleg6ehQ9fVIuvrhWlq+8vK2e/fYiokDpuhLS6mIiSqIiciJiUiK7AXuSfm5HpET2fenJAWY+Mjs2yOz/5fdjFZDZg/IUouMcCcEOfyxn2JH9LMj+Nr/bEqgg1GQk5m7tb6RpoK6goS2kqSJsqS5/H4bqV9gegokG/14GOhELDMvhkFFB6Ph3smc8MIk2pm86FP5sQcSmVwaMoZPKjqe09pa29HZ0t3b1T8w9GJsamZ2aX7+9ezsysd3X/5syvzKl+nFj/9DU6aWPv63prz9+HdTdouUn01ZW/tHU7Z3TdkE3jXd2d4EWNlYW19f/76983V75/3kUltyHjkhBx2TAY1KD+AlgMkRzkiSRSDK0C/E0BdhBArUc/fXdwbreUEtCKzgtHzBiQsHTl089PvtMzef3nxc9bSkvux5Y2VtW2NrX3fX8EBHX0/XQF/f0ODgi6GhscGhscHBF/0Do329Q31AkrJryovJifHpKSCa3TUFGPqsfv0CmPL565efTfnxPNh/Z8qXb59nFyb7Brs6e5r/ZEpdY1V9Y81fmZISEc4M88T4WcCddaAOGnBHzRBn7VBX3XAPA7yPKdJWg+Nu9iwxYrbo8CUQ6HkQ4mNC1lZawQI9cghLu+8MOmViUWBknKqrfQHif5tAnDl5pjEq4dP5ay9Sc6cyCuazD7WwI6sp7Domt4kraOdHjyakzaXmTMem9LMiKlCY0jBUJRY3EBXdymS1szkL2TktDFZpWPhAVMxgdHwVjnTW0fWim2e/MH4xu6CJxGqj8aaTskrg6EtuPsUhmIWsg8MxyePJmR3cyDZe5HFbpxaO4M2xU+386C5h9ERCcjOB/NDb7zkM2cagd/A4A0JBPydiNjqxCkeaPH165vHd0jPHSk4cqc3I74nLqoaFjRCpYwz2CIvdSaU0E/GnzMyfBQYNcXjD3Ih2MqUqHPMIGXLB1/uIu9MpsGdrZFQzR1CCJlSTGdd9/K/7+F8G+ZSEYeqptKG4+CchIT1C4YuExGY64zbY97KL21U3jweBQdfB4JMuTkdcHQuc7XJsLHOtLH739TvjDjpq53DQ2ibT3DJKT4+oKA8T38/R02doabP09CMszOlGJkGKCs7791vt/dVs3z5LaUkzOTkdCXFlURFFcVEFCTFZ0f0/mhrR/cA1kQAfUnt+2f2G8OfKRXrff8qJ7tmd+3haaZMR7vhAe0KQHcHPGu9rhfUd0kPXAAAgAElEQVS2wnrboL1sUSAbmIs1xNEswM440NHUzUrPWFNeQ15MW1HCVFnSSm6fp4o4yVY32scuFwc9m8jLiaKRUZBwmFfC/8/YW0a11W57332fLXdbrMWl1N1oSwUKFCttKcXdPQSCW4Dg7tBSoLS4uybEDRII7u7B3SlQIM+HdW9Oz733Oe8zxhxrXGvBl3z5jf/8z3nNCdaKgJomBNrHBtj7OpvZWmoGejuWFqc3N9e1ttHaOzt6evuHhicmJxfo9JWpqcWt9b0zQ2MLE9Nr88t7c0u7a1vHq5tHkzPrc0u7o5PLs4s7U7Mbw+OLY1MrY1Mr4/TVudWfk4tb4/MbvSOzsyt7Uwtb/WPzy+uH9LnNuaXd6fmtmbmt+cXd+cXduYWdhaW91c2jxdX9tV3G8tbRwvoBwJT17aOdfw1k+p0ph79+ZwrjL0w5OTpmMI5PGIeHx1snjPXuEVxwPNg9SNM1UNk1UNHRVwHsLmcEkdC2ENE2e61jJmkAeqtlLKNhKGMEUnKBgWIS/bMKk4qrc2rw1XAiElWPx9Pq6lubmro7Wvt6OwYHOvv7uwb6uvv7egZ7ewa7uwe6uvo7gH623sGBU5oAImV0cmJsahKo/py6KnNLi/PLS8urK2v/yoB29nZPjZXf+fJnL9/J8ekMhFOmjE0OtXbQaC11DU2E/0mnILBVpWV5mZlfk7+GRAU7+7maeVhrWGpI6b4XUhW7qSRyVe31dbXX19XFbmhK3NKVum8mK6TxgO+rntJ6bno/zGvS3Wvc2qlJRXfczLbXwJKsopUvIR339Gm8yKsIkVfDsfH0hG9oK7upsPguV+8mG+dRv7AGiHO/TwDN2a3O1qET6tnl7D7i4bMZHjfm6tlp59hobV2uopIkIpL9Vq4JYjsREDjuH9Dp5NZgBSGZWuEMzclm4D537wn/0D5371FYYJ0pmGoBQWoZ5sjI97p49UN9Dr5n1lvYdDl7dDi6N0IcR/yC174kz0fFj/kGUiws20BWky7uszCfUQ+PEW+vMZh3r6Nzg6FZi4PzWOr3scpiXHoSPDaqKTSuy82/1dii18R0CGzTZ21N1tbutrGuVVImauu0moHqdAwmoTCEmuZ3KSmv2zetL/PBHj0gWFq3OrpVqOuQLG2KFFWy38mXq2kidQwarW1wBkYEI+NORyecgWHB+w9VqmrFH+QLpd/CFVXgauq5794liIokiImmv5MrVFJC6Bqky8jFP3+VICoWJyru8+AR5MoV0BVBYz4Bqxs3be8/AD+4b3jrtorgJQk2tkf/+JsIN9cLPu5n/Pz3ebmvsl8EdArvBVbAkQUkCR8by59Nbmwsp/Ug4K+8rMzczOc5mf4pwM5yjZft8sVzD69yqss+N1IW1/vw3EzltcnHF0YfhPXfPtOTFdaWFtaUfKYs9uyTyCMl8ScfXz968+z2k9uX7l7muifALsTH+pzznM7jqx7yorBP4gFa75Kh4GAncx0VOaV3oo7GirHeoBBXEycLVZiDcYCXzZdofyS8pIlW39be1N7Z0dnVMzQ8MT29PDOzNj4+t76yfWZqdmNyZn1sagWAC31uc2xqZXp+C8AE8DpOXx2nr05Mr80t7Y7NrI3NrQ+ML9AXt0enV/tG5xZX9ydn1pfWDhZWfi4s7S2t7ANDrdc2jja2TuaX99Z2Gas7J8tbR5u7Jxs7x+vbRz9//f/qFMYvxsnJydFvHu0J44RxypSeUXxwvI1rgKazv7JroLJroKqTr4qdlxIEqmzvoenkpe/ma+7kaerkaeEV4BCdEJSRn1QOz4fjKtD1WAyVjKdRyK20ho72pu6u1r7e9oH+zv7+zv7+7v6+7v6+7oGe7oGurv7Ozr6OnsHe09xncHQEwMrIxPhfmDK7uAAwZWllGdg0eMoUQLAA8btre+rdnuqUnb3t0YnBlvbGxmZyQxPhP/opODIGjqksKc3NyEhI/BIUGeTk62IKBav/O1MAtaIjec9A4p61pBAmBDqX+W0owK8DYkfR1EfKfMS+U8J/VM0TkfjxSjT2yZPA+/dK9fWmE5LW03N7fEMGfcNI5pAuZ69BWFCJiiYRZIO3sml2dZuNjh2G+dEsbQbt3Lqt7evNLVGGBvkfPmS9kyOamvV7wYa9fXo9PFvtnChgCM7QvFxNu1RRHWNkPuoTtJuUuhT1mWoB6bB3o1pACIYWq9EJU4Hhfe7eCxFxtdqGYXcfxwq9aLZ3mQgKp4dGtTu4tEBscZpaLUam814+Ex6eTVagFmubIXfPxYDwTiisOSayLS8Nk/q1KjKE5BlABbv0ge1atHU6jU1HHByA2f1oVbUZL2+cska9ruGggyvRwLgODPZ5+ODDmTMe9+/W6pu02bsSzcFkECTt7bv4V6I58grtzm59UA8a2IZsbFJvapYn9y72yZOMt7LZb99G3bxT8EYGr6WL09GrVlOvUFUtV1Et/qRY8kklS+5D/PNX/rfvBt1/HPVSNET4hdudO7Y370Du3be5f9/k5g2ty1c+8fO9Yb/4lOnsU/YLQtzsD3m473BxXL7AxsN8nuPcWfbzZwF88LGxAO4s5/mzgEg5nUfLf4H1VL9wMf8hwM5yhZvlCvv5x9e51WSE9T+J6rx7Zqz4yuiDsMG7p3qyT3Vlnp0yRVH0iZL4k/ev7r9+fP3xTf47gpz3+S6+EOSQvcZlK/3U7a2ww5tHPmrS3zysAx1M1RWkFOReQcGan/0gUV5gbwejYA9wiI9jYlwQFlXR0kxta2vp6Ors7hkYGZ2amVmZnV2fmFjcXPt5pqtnoqllAItvQiDrUZgGLL4JT2zBE1swOBqO0Ewkt1Eaulvahrp6JgaGZkcnl/vH5oenlgcnFsdm1obHF0cmlpbXD6dmN+gzG9Ozm/SZDfrMxsLCzsrK/urqweLyz7Wt490jxu4RY3OfsbPPWN8+Wl7fB3TK/xNTfgMK44RxfPzr8HjnhLHZN04OioM4+qg5Bai5h2p7RRr6RJv6R4MCYyBhX1yjk3xiEv2jvvjHfglK+h6dk/+joroAialCE5DkZiq5pbmutYXS3kbr6mzu6W7t623r7+vo6+no6+nq6wWY0tXf3dXf3dnXdVr0AaQKgJWhsdHfmXIqUhZWlgGmbGxtnhaA/iNTfm9aOf1xWzubw2P9zW0N/wtTMERUNaq8qDg7Le1zQnxAmL89zNHI1VIFYIrK6xuAnwKEutgN9dc31V5ec1d+05YSPfgtdvprXIerE8nAoF5Xv1b+E1FTN19SJlNK5quIqP/9B92+vlNxCQRbxzqI03x0Qq+bT7sDtNXRrQHiSABDas3MSDaQidDwXncoVke/C2Q77uZFMjGj2NiQLUF1YHCHi2uDrS3V2nbYP7DdGUqytKnS1EMamHa5eg/7hY74hk4FR8+FxfS5e5NMrTKl3zdY2fVDfRrB9svRXyiWkGFYQK8brBniNAwLGPDwnQ2NrrcA11uYtYNBM+6eS95+Q46u3faOY14+s4EhdL9gioMz2g9Wl5qA+pFQGRZEcvNus4XS3bw6DA1bjQwHHWwpBvpIZaXqjwqjzq4dZlZV7z7V65nCVbUwJmZVxqYhYq+dbtxohDgOuPvUW9mWqGnlKaugzMyrdfUb7RzqLCyR2rrlnxRrNTRz5OTingunSEsmiYtlir9BKqkRtfQq5T/ly7wt/6QI19CqVtNIlZD+KiIWfP+hu+AV2K27kc9fhQu/hN65C30q7CAkZH77loYgvwIvjxwvlwQXhzA7y2N2toecF+5xcd7gvCjIxsrNdI797B8X//gnYL4CzSn8F1iBHIeb+TxQP/6vKjIrMw8LEzfLWQF2FkFOpmuczM9u86tIPdV6/1xD5rHeh2f6ck/03grpSAvpSD8FmKIiLqwo+kTlzTPZF3dFHl59fJP/rgD7fV5WqZt8es/vuL8T8Xz73ENWOMZYOcPXwRdiqK4gpaogGeBk+jXQ/kuAQ7SffXywa1SQ+4+vkWQCsrWlob29taOzu7dvaHSMPjOzMjOzNjm5tLW+f6atY4RIbissrs3Jq0rPLE3PLM0vhKdllGTlVGRkleUV1BSXovIL4XkFNUUlyKIyVBWCVFFLqkbXw7FUBJpCrG9vahsk1rd39Uz0DUwPDs8NDs+Nji7Q6Wuzs5v0mY2J6bXppZ3ppZ2F9YPtn4yNnePl9f3Nf824/vmTsb//J1B+HTEOj//ClJOT00Lyn0w5PjzeO2Fs9483BMZAHGDqbsG6sEjjwM/gsCSH6GRo/A+fpMzwH7lx6blJaTnJmTnf8wozyiqLEKgqDA6JIaLrWmh1rS31ba3UjvbGzo6m7q7mnu6W3q723u723u7O3p6uvl4AKH9hyu9YGRwdOW17o8/Nzi4uzC8vLa6uLK2t/k86Zf/wYP/w4BQrv3esnDJlfXNtYLiH1kJpaCL9R4+WXE9AE5CVtaUFhZk/fsR9jvUL8bX1tDdwMlO0UJfUefdYWfQ6UPdREbmqKnpNTfSGpvhdtRc37OVf5bhYUqP85rOSe4N9mhxtW2xtEOpqJCPjCmWVVCnpr+Ji39/KjUdEj4RGJUm/w5ha/fyePRcWR7G0Q+ka93j4NDo5E2xsMBaW3Z6wXnco1cSiz8ZxzNWz0dqmXEMjRVKyRld3IiRk0NeXBAI32NqPBoQSLay/ScikSr9rcYTORMQPeAc12rqM+QaXK2uSzcCNYPshL/9uF88eV68+d2+8kUWhvHKWzIfZ0OiFiDiCsWWbvet0UBhOT5dqbNhnZTMEtu2yggw6uQ5DvdrtnUnGILydIykqrD4rGfkjviI0kAL1G3T1HbBxaDM2ajE27AJbNpmbkvR0sOoaNCOzNhMQXF65z9YFr2ecLC6d+vFTsuKnBDk5kqlVp61rm5N7obL6t7dv0+Tlv0pJkcE2na5uZFPzEvmPVcoqRUqKKdKSyW+lYkReZEhKYbR0qEamNcqqBbJyhe/eZ0rJfHn+IvT+I+jlq478ArA7d0KfPg8WeuZz94H73btQ4ec2jx/pXb2swM0uy3FRlofzDS/XC+6LT3k5H/Fy3OXmvMZxQeACKy8LEzczExfT+VM98md2c/7s6YS334HCzXyem/k8wBT+i2dv8rCJPLyq9EZITfaJquQDTdlHurKPtaUfakk+0pIU0pJ69idTxJ4qSz6TfXFX5MH1pzcF7vJffMDD/P7eZWsZYVepZ+EqkimmKgUeoJxAFx8bA13193oaH4JdLT77Qb4GOSWGQ5MivePCvLK+xzdS8K0tDa2tze0dXb19w2Njs3T6Cp2+NjGxuLG6d6a9axiFpSR+y4qJT/ELjPINiExIyggJ/xwYEusfFB2fkJqSmhcTnxId9y35e05KWv6PjMIvKVnf0wu+pxd8S83LKagsKK7JzCn9kV6QllmUm1teWFhdXAwvKUFUVKCrEYRaDLUW34ght3T0T65uHu7sMzZ2jrd/MoBFHL8zBdg/+D8y5ZjBOGYcHwP3knf6xhqCYu2dfHTdQ4y8oy3DEp1jfnh9yQhJyo5My0/MLv5RUllUXFFUUlZYVlFaU1OFwaCIRDy5nkRopOBpFGJzA7mVRmlrbuhobexso3W1tnS1tXa3t/d0dPR2dvb2dPb2dPR0d/R0A9lQz0D/X9QKoFP+J6ZsbG1u7+78rlP29n8CAbz+Xgk6LZSvrq/0DnQ2NNVRaURKI66+AUumYIl1aAIZA/Tmk+rwKHxtBaIkvyAjJSUmLtonyNvGHaLrYKJgpiqh9fahksi1Ty8vnzJF/fVNHckHepIPjcXv2Ug9IUb5TBd+74sLafJ2RoOM8pU/FCor5H9SiHj6JP61KMXRcTr2c7Wh2Tfp923OntOhseN+IYOefhRLCBkEKdfRpTg6tkDdRoICJwOD+hxd+2wcacYWBBNTpKEhysiozcVlyC+AYmOLMTHrcIM2O7hSbRzguiYVGvoNEOfRgPBeT3+iBWQqMLzF1jnv3aekVxLTwZGTAWGNYPthWEC7g1um9Puw24/oAeGTfqEd9m5NYIcxn4BuR4cqhfe1cu+HQJBpT59BJ9cmkDXR2JxkYd0fFjmYl9VUlI5OT0DHhjdC/bsg7mRt/XptzSYTw04bUDsYhNfWbDQ26YM49Fs7tBhZtJpaU03AtfpmIcKv9FgvpCmqdDq4kw0sqCDbGj2jXHW1aHGxkOfCOJDViJ9/h4NT+SfF/Hfvs96/S5KVzFRXzNdWSxATLVVSQunolisp58m9y30r911cIvzxY88bNx0vXXK4ctlH6FGkuHjka7GAp8+gDx7YPXhocvumigCPLDuLFOdF2Us8Epd4hHkvCgvwPOTjuMF5UZCNmY+VmY+VmZ+VVYCNDUhteFiYOM79cfGPf3CePwvUlQGsAFkPIF64mM7xsJ4TYGfhZfvnXQEOSeE7Sm+ElKUeqUo+UJO6ry39UEvqgeabh5pvHmtKPtV481RZ7Nmn108UxB5LC99+ee/qo6s8t3iYhfhYlYVuOr8TDVGRSrNQr3C3rPC1y/Z1DHI0MzNQ0VB5G+BkGuVpmRDomBzpmRgB+xzhW5iV3NRAbGluaG5ubm3r6O0bHh2dmZhYHB9fGhubX1ncOtPQ1F1agfILjHJx9zM0sTY0sQ4MiXVx99M1sNQ3soJ6BYWEf3aF+nvAghO/ZeXkV+QVVSem5mbnV6RlFX9JykhMyf6anJmSmpeZU5qUkp2SkpOfX1laWltQUJWfX1lSjswtrMkqrM4vQ9Y39y6v7+8dMoBuWuBe8l+Y8uvkd6b8a8YiAJSjP/ezHx4dnDD2u4cag2NdXANNPULN/WLtor55JWSGfsuNTStMzi3NKKwoqIBXlldXlVdUVVRWV1fDUSgMHk8kkkkoMgFVT0RTSNiGOkIjhdREqWtpqGtpaGilNbY1NbU3N3e0tHS0n0ZbV2d7d1dHTzeQFp2S5dSvnZim0+dm/yv9WVpcWlle21jf2No8rQHt7f/c2dsFAqDM4dGvv+Q+Rye/llYWu3rbKI0kSiOhjoohU9DEOjSehMST0HgSmkDCEkhYJA5RgSjJy09PSYmJjfIOhFm72ejYG380VnqtIXP/08srCi8Elf/VoqIhdkv99W19qUcaL26ApB/35ietoYtmilL6v4Y2+jijIaZlhlplehpJMlIF6qqz8QlbaZlIE1CtofmoX1ifu+8oLHDIy59gbFnwSTVO9HW9g0NfgN9wYMCYn/+wm+eEs0enlW0TxLZKWxuup9cHgy1/TpiOiGp2dEYaGuPNrIgW1i2O0B4PvyHfkJmI+GG/UIwxqN7KFqVrTAXZttm7TgaErcUljvuFFHxQagTbN4LtOx3cdxK+j8IC12MT+928680t220hFCO9PjPLeVfotDtswNG128G1zd51wCtwOSNrvKKIkv+DlPe9MTWpzTukxdKx2cSswVCvFWTW7WBDMtD78vhhtbzigJ3TtLt3u4k1SdOYoGtaZ2lXpm/sfv9hmqJKi5UD1RBUZ26do6iSq6FebmKEtALVmpkRLS2bILbVgBcrJur94E6I+IvET3JfpCXyFBXK1NWKlBTz3r/PlHv77c2bqBfPA58+CRN95f9S2F3ogf/LF3Fyb0Nfv7a5cc3kxnWNKwLvuS9KsjPL8HG9vSYgcZnvCc+FR7wct7lYL7Mx8zGd5WE+f8oUwDHhYWG6+Mc/2P7xN87zZ4GdPqdqhZeVGTBZuJmBxnxWbpa/P7zC815MSEXqqZLkQzWph6qS97SkHmhK3teQeKAh8UhdQkhNXEjp9VMFUaG3z+9IPL0hfEfgNj/rDa7zoje4jSWeBqi/LXQ0LncxLXezyHez+O4OCnWxtDRWl5cT9XMwDnez+BLg9DUMGhvo+iXSr7wgDWAKjUZraW3v6x8ZG5sdH18YHV0YGZldmt8609jcU1GNDQn/7OMfYWphZ2hiHR711c0jwMAYbGAMdvcM9PQO0dQxVdcy9vIJjU9I/ZaaFxmbnJ5dkpiS7e0f4QL1d3H3i4xJys4rD4344u8fmZyclZ9b8f1bTnxsSkJCWkFJbW4JorgK29g+COiUlY2D9e0/lxD+zpTjk/+NKUfAur4TYMXPYedAY2g81CvMOiDWMeIb7GtWWGrhl8yS7znlmUWVhaXV5WVVlWVV1RWV8IpKeFUlAl6DQtZi0RgcgoCFE7EIEgZZh0PX4bFUPK6BgGsgkBrqyI319TQKpYlKbaJRm2jUpmZqU3NjSzOttaW5va21s6O9u+u0Tx+Ay+mVwv/qVZmbnVuYX1pZXllbXV1fA+CytbO9ub21+Vv3yu9SBWDKr+PDhaX5ju6WOiqhvgFPpqCJdUg8CYkj1mIJSCwBiSOgcQT0X5gS4AV2s9GxM5I3/CSiJnX343PBj88vKb+6ApgpmuK3VUVuaojeVn9+PdnVZIFYtk2p3iWVz5amzOYkjH+L7onwp7o7NLq7dMA8h0PCD3ILVpNSR4MiRvyCu10850NjqCDbnLcfEsUkUmTftkChXT6wdne3PqjHgLP7hLNHL8Qx7N79mBfPUcam/T5+7W7QLg+v4YCQDnevdjfPnI9KuQqqeAsbqq3zcEDYdGQ8zc61EeLY4eJRB4K0OblPBYavxSXOhERNBoRRLCHRj4Rr1HSHPPym/MNGYYFNYIdOR+dqFWWamdGMk+uknWOHmVUvxHHMy2/Aw3fAO2j2R2pPfiYxK7muIJX6/SvNzafVwqHL2qbT2qLTBtQCNsdqa0bfvV35XqHZxIKkrtsLchh1guG0jdOl5eHGFulqWmhr23yZjw0GoE4n6Pe37z3u3okQE6VC3XAQG5SRUau9A0ZPv0RRMVFKwvGGoMVVHpvbguFiL77Ly1Ub6pHAIKypSe6njxHCz9xvXfd8/MD3lbDHCyHbB7egwk/CZaT8RF6aX7mkd/WykgCPLCerJCfLW0He97evSFwXEOK9cJuD5dqFc5dYzvMzn+NjZeZnY7nEysrHwgLcEgQqPuxn/wm0pQDF41OmADqFl5VZkJNNkJONi/lvT24IKMm8VJMRVpZ6pCkrpC79AGCKuvh9dfGHauKPVcUefxIRkn/1SObZLUnhW8J3BG7wMN3jZVV8cc9b51MKxADlZ1/pYlrmbFIIBX1ztfCzNTLVV/747nWAk1kkFPQ1yCU+yCUMZpcQ5Q8vy6FRCa0tjQBTBgbHxsfnAKaMjs4tL2yfwRFppRW1kTFJkTFfbR08zCxtI2OSHJw9jc0ghiZWHrBgd09/BSXtj4oaMN+wlNScyLhE36CIlPTcuK/fbZ2g+iYgYzPr4LDYrNwSqFeAtbVTWFhcampudPRXmFegp2dAVl55VmF1aSW2pWNwZeNga4+xsnGw9fMY2G26t3cC3PQBxrUeMf4bU47/RZWTY8bhwZ+pwsHh0cHJfnsvLSzexz/CNSYl6GtmdHrRt9yKjPzKvIKqwpKqsrKaqko4ogqBqkFiELUYRC0WUYupRWIRaAwSj0UQ0AgCupaEQpLRSDIKQ8ZgyBhsHRZXjyPUE0lUMplKIVMpZGoDmdpQ10Ctp1GozQ20tqaWztb2no7Ovi7Aaunq7z6dfjA6NTY+PTExMzlJn5qenZlfXFhcXlpaWV5eXVldX1vf3NjY2gRic3trZ293//Dg35kyvzjX3vknU4h1aAIZBQAFg6/F4JBYPAaLRwG5T25B6ilTXK21Icby+h9fqry5++H5JXlhAcVXV1ReX9cQu6UlcUdH8oHqy1vqz6+TM2PmSGVz2MJ1UulkScpMUcpC/rfZjMT2IJ/l1G/TXz7Xmlps/kifj/067BfaYO1ENAFtxCUNefqQTC2rtbTx5pYTYaH9vj6d7u4j3v59ju40YxD8k3qatEz6OzmaveNoYDDN3rHbw2s8JKLexr7R3jnqhUja+49dHt59XgHjQeFLMYnd7jAK2O77G9kvL8V6oN4j3oHTwZH0oIgx3+CijypBN++PeAUMuPtM+oW22bo0WNq2gCHN5hZIJQWyusaYg+M0zGsC5jPtHzQdFt3g4Nb3+UtLdiop5wc55wcyNBBtbN1oACJraraYGTWbGdfpabdYmqPVVYecnDtBNpVyCpNuPjRjUJ7Uhwp1nVJNffvL1yr0jEc9/En65mg9kxI1raBnT234+apMTTAgULWOHsHENP+DfO4H+VItze8K7z9/kIn7KJui8jFN5WORuhpcV6dKXSND9m38a9GI1y91LrJoXGTS47kIuXvd59WLIPHXPsLPHB7c1b4qqCDAI83J9oaLTe4q//u7N8RvXH7Ex37twjlB1nMCLOcFLjBf5rgoyHFRgI2Nm5np4h//ANgBmClA/9vpjWRgDTtgpghcZLvKw36Zi5mL5f88uc2v9k5EXfa5iqSQ9lthLenH2lKPNd88BICiJi6k9Froo8jjDy8fvn1+5/2r+6L3Lt3hOicseMFc7nWinWmFn1Olh3WBvWG5pxU8zPWbp5WrqZqh9nttVelgN7NYb3ByqGtsgGOAh3VCTACiqpBKxbe1tdCam1rbOoaGxycnF8bH50ZH58ZH51eXts80tffml1R8SU4LjohxdIO5evoEhEb7BIZGxH61tLF3cPWCevvbOLjZu0D9Q6K+Z+Rk5OQn/0j/kZGdnV/0JSnFw9vPNzDkW2rGt9QMD28/IzPLpO9pWXmFML/AyKg4/6Bwv8CIb6l51QhCS/vAwvIOMI3pX/Fr5+fRzv6vvcPj/SNgXMqfNPnFOAECqI8cn/zXnLefvw4PGb/ae9qi4iMi4sO//viampOaX5ZfUlVWUlVWUlVRDq+uRqHK4fAqJLIahaquRVbCkZVwRA0ShcTi4BgUAotE4tFoEhpDRmPqkBgiCk1A/itQGCIWQ8BjiQQskYQlEnBkPL4OR6IS62l1DS1UWltjc0dTc0dTUzutpbO5vae1s6+9q7+jd6h7cKx/ZHJ4Ymp8kj5Bn5mamZueX5xbXF5YXl1aWVteWVteWJqfW5hdWlnc3t36dRFsEHQAACAASURBVHx4wjj+i58yvzhHa6biiKg6KoFYh8URUWgcAomGI9G1KAwSi8fhCFg4urqspiAn/0dickR4KNTLzczOUs1KX0773bNPr28qvb6uIn7z48vLCq+uaLy5py5xV1v8gfrL21Cdd+PYQjq+eJFUetCKnofnbCKLJjOTRr/FTXyN6w0O6vbxp0fHbaVkdEP9c94p/RB/izUw63X1mA8OWwqLHPH0WomOnQkObXd0olnbDXr6DXv64w0ss2Q+JIpJYE3NR/2DJoPDRn0C+jy9G2ztq3X1cSCrRGnpbCWlZieXdmdol5PbuGfAoAsMpWscLfQqRfztICyoF+rX4ew17heSLSufKfkOrq7X6+oxAIWNeflN+4e02ThQjcy6zEG9IKsBB9shD6dBL+c+d8c+F9cuqCfB2b057nNLcV5TWRE8NgrvF7gY8nnO0btV16DH1KTP0qLN2KhOS4ugodFkbNoLccCqaZW/V2izsatU0UiTfluorJ4gIYUyNh/y8qdZ2aP1TDpcPat0DLI+fOr29KFAHIqVNSq1dBD6hoVKKl/FJL5KSaUqfEyWf5+lpwUHmZUrq5fIvCeq6NZ8UPkqIpYgI+0lLGQiwA26xOf18L73g/t+jx/5PRVyuHfH+N4d+Ut84hfYxDguSl++9Oaa4EtBvod8XNfYWa5cZOW/yMzDxszNyszNyszFxsZ9kZWblYmL5Twn8zluViZg4iw3KxMH01kulvM8bMzA1MjTEOBk5mL7/25dZZF4fkNZVlhT7qWa1DNNyae6Ms81xJ9oSwqrSzz59PKegugjFckX8mJPJIWuq0o+Fb/N+4Dzn9I3eF3V3mV52pX7OxW4W5VArYs9wbmeoCxfm0RvkDtI2UBD0lhbKgJmGu1tlhBsFxNoH+Jrm/g5BIEoodLItNYWWmtbR0//6NjU9MzCNH1+fIw+PkJfWdw609o1UFWLKatGVcBRadmFn5O+J37P/JqSlpyaHRAaGZuQEpuQHBAaHRYdH/05OfF7+o+M7MSU7ylp6enZOV+Skv2DQ0IiIlPS0qPjP3v7B1iArSNj4z4nJnn5+oVFRbt5ekfFJn5Pyy8pRzY0dc8tbmzu/Fpa3Vlc2d75eQQAZffg6N+YcvLvcXB8dMRg/GKc7B/9OmIwuvv7EpKTEpKTMvLy8ktLAYJU1taWw+GVtbXVKFQNGo3AYpF4PAKLrUGjT1+RWAwSh0Lh0Sg8EoWvReJrkPiaWlw1AluFwNQgMPBaLAKJxSCxGBQOj8Jh0QQUloTG12FJVEI9jUxtrm9spdLaGmhtDc0dtLbulvbe5o7etu7B9r7hnsGx/tHxobGJ0Ymp8anpyZm56bmF2YWl+cXlhcXlhbmF2dn5mfnFubWN1b393V/Hh8eMo9/rPgtL87RmKgZfSyBjcEQUBl+LwiBqUTW1KCQSjUJjcCg8ugZVVVydl5WXnJAYFhLk6uFiAjFXsdSV1Xr/TEHspqLoNRXxmx9fXFV4eU1N4q6a+B3dN4/0xO59djReoFavNNTM4oo36iuXkPnTRWn03BR6WtJgXER3YNBkVOxK4o+FuESSpX3BR41CeVW4pn6tll6jhdVsQNBWbPygqzvR0AiuqkE2tex1gw15B/dCA1qdPBrtnYf8AqbDIsf9gka9/Ue8/dud3TCm5smysoXaWjRX1x4f334obCYglA71I2galHxUT3j5hmxhuxSTOBEYORUcPRkQRjYDZ0t/IJtYzQSHj8D8ep3cRz19ux2ce2wd5ly86E4uk17uU8Hewz5uzXaWFEtzCsSuOzq2Lye3qbSwoTifkJhA9Q8ZdwvqNQBTldRadXR6TUx7TE1b9Q2bDA07zUH99g40UwuMji4NbFOppp7z/mOZumaholo92K7Z3qUf6lOupp3z/lOG7IdiJfV2Fw+8mVWFhi5c3xiub1ykopGroFykovFNRs7txq1sfW04yKJcQSX/lRRCUqFARDr41j2v+/fCZCR8Xj8PFROJlRAPfSQEu37T/dZNpwf3LB4/Vrx2VZKL+w0vj/SVy2JXLj3h5b7NwXblAovABWY+NhYeNmZONmZONmYONlYONmYeNhYAK9ysTMC2DS6W8+zn/zhligDHBSD42dn4OZi4Of5+VfD80/u8Ys+uST69KSl0XebxjbdPbsk8viUrdPvD8wdK4s8+vX4i8/SO2KPrbx5fE7vLJ8T1T/ErFx0/vcn2sKkKci2F2Ra4WBZCwQWe1pleVul+Nl99raDWymY6kpZGMtE+JnH+5skRDp9DHcODHFOSI9GY6sbWBlprC629vbN3YGSCPjs7Pz09Ozk+NT46tbK4caaxpRdNoNQ3dvYNT7Z0DGJJDWh8A47cWFGDyy+pqoTj80uqfmQU5hVXZuaW/cjMz8jJT8vKTc/Oy8wt+JaaEZeQ9CUpJTUzJzu/KCuvMPZLYnp2XkZOfkpaZkFJeUx8Yk5+WV5hVXkVpq1zaHPn18ERY3Pn1/be8e7+8e7+8e7B0e7B0c9fJ/tH/0Gk/C9M6R8eSs3MyMzNKa6srKytrcXhUAQCQJBaHA6Jx2NIJCyZjKurw5LJaCIRTSQCXzAEPJqAQeHRtVgEAlODwNQgsFUIbBUcXQ1HV58yBYXDovEENB6HwqPRBBSOjCXU44GJTQ0t1MbWBkCwtHa1tPe0dvQCtw27+4Z7h0YGh0eHRsdHxifHJukT07P0mbnp2fkZIGbmpgH9srax+vNg7y9MWV5dammjoXEIIFBYOBINB5hSi0LWItEITG1VbUVhZU569tf4L8GB/k5ujobWpkrm2tKnTFEWuwEwRVX8jsrrW1qid0DvX6C/hW22Y3fasTPowjlk3iqqcK40cywtYTQxbjIxfi4peSX5+0hwJN7ChmbnXqysk/X2E0LLoM3OaTooZCUyiu4f0OfiWiL/MU9GDmdgUmduTbFy6HH3H/INmQiNHPYPbHV0IZuBmqztBjy8+zy9mx2da01MR8LClpKSenx8u5zdl8KidyI+j7nCmsBOBFPrpZhEekhMs53bkHfwmG/wUtTnQQ/vudDIlej4RisITteg18l11NN7xsd/zMZpwMKq19Z6FOY67O3a4QzpdHTq8fEdT02bqqpqLM6nFOZ25GR3RsUOufi265o1qGm26+n1mZp1m5gATOmysBpwcBx182i1geANjavUNSrUtRD6hhgTM4IFqFhJvd0ZijEyL1ZS/yr6xvfG3UJFtXYXjxZndzLYtlRdO0FCKuqFSJKUbI6iSq6axg9VpQpjo0pFtUJRGbiUQrHk+xjhF37Pn7q/EHJ4fNfh1nW/x4++iIpFC7/wvHvH8f5dzStXZLi5XrGwvubkkLh86fVlASEerlscbJdYmfjZmE6ZwsHKdJGF+QLzOd4LrDxszNysTNysTDxszMBisFOm8LOzCXKxA7tN+dnZeC8ycV74By/nWQEepsu8zJe5ma5yM9/gZrnFw3pPgP0uD9ttLpZ7vBfu8128x3vhLg/bfV7mq+fOSN/mcNN6m+VtUxniVuJtWwK1rvSxzXezyHE3T4NapPvZJPqBPazVrAze2VspxviafgkCpUQ5fY1wiQp1SU+Nw+ERtLbGprbWpo6Orr7B0cnp2ZnFafr85PjUxBh9dWnzzODofO/g1NjUysrGwcrGr5mFzanZjanZtZGJpe7+if7h2aa2/obmvo6eUVrrAK21j1RPI1EaCeQGLLEOiSEi0Dg4EodA40rKa8qq4Nl5xQUl5Tn5Jdn5RRXVyB/pOSXliILimrJKdEv7wOrGz82dXyvrezs/T/YOTvYOTvYOj/cOj3/+OvmPic/vcXhyDDDl56/DIwZjcHQkKy+3sLSksrYWjsFgSCR8fT0QBAqFSKUCT1JDAxCnZxyJiCUS0HgcEoeqxSKQOAQKX4siwFH4WjQBiSGisSQMnkwi1JGJ9RQSpR7IfU6B0tja0NROA3Kf1q6Wjt7Ozr6uU2+lb7gfYMrI2PDYxCiQBAFYAZ7AYXqWvrA0v7O3/RemrG+udfd2EMgYACgAU5BoOBKNApgCRyOqaisKy7PTshJi4wP9fR1c7PWtjD+ZakpqvX+mIHpD4dWVU6aoiN1WErnxSUjQS/fDJL54owW924pZxJZMV2etIvJXq/J7P4f3RIcupv9YSU0bDgmn2LkgjCxK1fTRRpZtzp4TQeGLkbEr0bGzIWFDnl5Uc4tUcYkcWTmiiQXeFNRo60IPi5+P/TroF9Rg51CmqpHz9kOVqmazjX0/FNbjCRsMDJqMjm7z9CzT1ilSVCEamI67ee9Efh2E+g95B08FR2ONQJmyClUaBk02jrOh0etxCTPB4c029imiEmmvJWiW4E47xzaQ9aK7D93Bud/WttvBpscZ0uvm0OMBbYP5jKamTdXU1BfkkHIzO3Nz2sKjum2hnfoWnQbGvSYmvWZmLbq6RCUVnJIyTd+o2wbSAYb0ObkQDYyr1TRy3n5IlZJFG5oQLEBEc3AdCFKmqlWmpl2oqJYq/Q5pYNri7N7i7I4ztypS10r/oPBFXDLgweOAB4/j3kikKMhXGRpiNPVr5JTgckpF0h9iX7/2FX3uJvrU6cUjyM2rXvfvfZOR/SIq5nrjutW1Kx95OEUvsAozMb3iZBcXFBAV5H/Iw3mTnZWP6SwP6zleVuZTplxgZmI7/wfAlFOscLMycTKf42A6C8gWAY4Ll7k5rvJyXebm4Gdn47lwnoP1LOfFs5wX/rjI8vcLzH/jYPsnN9sf3Cx/52b5Ow/L3zn+eYblzBnOv525yvLPK8z/4P0/Z15fYYXqvC0KdSkLc833ABd5WFV42ZRCrXIcjdOdjL67mqb6WCf62XjaqINN5N3sNaJ9TL4Egb5HO3+NcIkJg2ZnJhCIyMbWhub2tpaurt7BkXH67NzsEsCUqYmZteWtM6OTK/S5zZmFnYWVn6ubxysbv2YWdsbpq/PLP8emViZnNkYmliam1+lzm0NjizML27ML67MLq9Nzq5PTCxP0ReA5Njk7NbM8Mj49MDw1PjU3MDzV3Tc8Njk/MDxFa+ml0roam3tGJxY2d36tbx2srO8dHDF+HjJ+HjJ+/joBRMr/O1P2Dg9+MU4GR0dyCvLLqioRWCyKQMDV1f1OEHJjI5FKBb7U0WiU5mYg6puaCHX1eDIJSyRgiFgMEY0loXFkDL4OiyNjcGQMoR5PohLJVEp9YwOF1kRtopEb6uoayfW0Omoz5Xebtg0YjDDQD7TDATWgwdGR0fGRsYlRQKQAQJmdn5lbmAXyIOBAn5maX5zb3t06Zhwdn/y3+z4jY4NUGhlPQgNMQWEQKAwCiUYh0ahTphRV5KRmfomNC/DzsXe20wMZKZhqSmq/e/ZR5PrHl5eVXl9XeHH108trKq9vKT6/+vEBX7K75V4PaYFcuVZfvU6qnIfnLJRnzuT/6IkLHYyLmE9JHomIorl4NDp6tEP98pU1O9y91xK+byX9WIyJnwoK7nFzp9lASCZm5SqqRBOLTldoi4ProE/gSkIKPepzn18gBeJQrqad9+5TpbJWg6VtP9RnxD9kODisw8unxsj0h9yHH5JvS94r04zAM94hW5+/byT8IFvYJr+WCX/4NEvu45hv8E7ij60vSdNBYc02trlv38FVNeh+gVO+AT22DtOO0FlntxEHhy5rUL+LPT3IbywosBEG6/6WPAavphblEbLSKMlfce4eFBNwq65Js5Z2l6Fht4lxs4427pMCUv5DnZZWq4U5XFGpx8GJYmpRoqAYdPOuO79gjbZel5sH1tS81sCoRFU9TVYuUUwCbWLW7+OHMDAigsBwI+MM+Y8/5N4VamhkKynFiYlFvXqVraqCNDaiGJpilTSKJeW+PHsOvXcLfO+q5hUOy4fX7O9d97h/O/K5cMC9u/aC/HZ3bqlfFZTl55Xg4nojwCd59fJLQb57nBevsp7/C1PYWc5fOH+e7fwfPGwsgC/Lw8L0Z2Mb83mg+gM0117h4rjOy32Vm/MS+wVuViYedtZLPByX+Dj5edh5eS8ICnIJCnLx8bFxs5/j52C6xsN6i5vt5sXzN1n+eMjB+lqQK9BcNQNmWRrqlO8NKvCwqPKFlEItv1uqp0N0Umx1kxwNU32sE3ytoWB1sImCp7NOtI9JQrBVaqxrUpTb5yhYQd63unosra2ppaOzrbuvf2h8cnoBmEQ7NUGnT86uLW+d6RuanZhep89tzS7urm2dLKzsj9PXJqbXh8YWB0bmx6ZWh8eX6HNb9LmtvqHZ2cXdxZXd+aXN+aXtheWt5bWfK+t7qxsHqxs/N3eOZxfWF5Z3NrYPF1d2Z+bXltd+rm0erm/92tg+Wts83N1nHDEYeweMrd2jIwbj4Iix/4uxf8T4N6D8b0w5YjBOmZJXVFgJrwESHECVAEGgUPD19X9hCrWlpb6pidzYiCfX4cl1OBIZRyLiyHgcGYuvw+LrsBgi4JvgiBQCuaGuvrGB2tTc0NxEaaqnNNUBKU9TOw1ASfdAT0dPd89A/8DI8NDY+PD4xPD4xOjk9NgUfZI+NUmfmJqePKXJwtL8wtI84NcurSwCTu3y6tLuz52/MGX/8OfU9HhzWwOxDvvvuQ8ShUGiawGd8iPjc3SMnw/M1hGiY2Egb6wuof3umfyra/IvBBVFr316eU3x1XUlkRsfnwoaSDzApYT+6qfM4ooXsSWbpKql6pyZoh9jaQkDCZHjCbFz35Jmvnwdj4htc/dFGIGaXTxXEn9sf08fDwrv9fLugXo1QWyJpmZkcwsK2HoA5jsWFNIP858IjaRHfe709Gv3gFEgDmgjc6yBGdUC0u3kMeEfOh/9eSo8utcvEA+GFKhqFCupUy0gE1B/ulfQhG/YQlRCg7UT1giE1DchmFnRgyL6obBRb/8uJzeisWmq+Jt82XftEPseR5cOMKRZ17DPzHLA2qbHxmrY1ZEe5DcUHFAH82z5ltxbXkYtyq/PzSJ/jsO4urZDHAetIHUqKq06On3mZv0W5h3GRk36ei3Gxm3m5mRdvW6Iba2GZqr4m5Bb98LvPSKZWvZ7+eDMLCq1dDAmZnA9g1RZObi+YaO9Y7a8QrWBId4KnPb+g/ftO9EiIgXq6iXa2qU6OvkqyhXqGngtPYK6brncx4RXIl7Cj+xf3P8kwKJzndvq5iXovVvhz56GCD32uHPT/u5tJUE+SR6u15wc4vy8ElcEX1zivcd58RobEz/zOR7WczwsTNysTBysTOws5y8yMV1gOsvD8ucwWh4WJmCo9enqdWA8LcCUazxcghwXeVmZeVlZrvHx3L52+cZVgevXLt26ffnGbcEr17hv3RK4InDh9iX2pzf4H3Ay3zr/NyWh++Egg7Jw98JASJGfdUUgpNQblOuon2mtmWmrnWqtlWyjneRomOZrk+hv526lATZR8HLWj/ExTwqzyfzi8T0OlhTvX16aSWuqb+5oae3s6ugdGByZpM8uzc8t06fm6JOz01Nz6yvbZyant6bndumzO8trx2ubjMGRpZ7+2fUtxvDYysz83tzifk//7Mj46vTc7uDI0tzSHn1mY2xycXxyZWZ+Y25hB3iurO9vbJ3MLW6tbRxt7hyvrB2ubR5ubjO2dk82d473Dhhbuycb20d7B4ztveO1zf3tvePDY8bB0Z/T8f+NKf8h9o/+ZMrPX0dHDMbIxGRRWTkCjcHV1eHq6k5THiDNIVAowIFIpZIbG+totDoajUChYEgkLLEOSyQBNR0MEYsmoFD4WiADQhOQWBIGX4cjUcl1jfUUWiO1uYHcQCQ34skNxLpGErW5HsAK0GvbOzgwNDY+Ojk9NjUzTp+doM9PzszTZ/5Mc+YWZk85srSyuLK2vLq+srq+Ahw2tzf2D3+eln4Apvw82KPPTLS0N+JJaDQOgcTUIJDVNYjKGgQcXouoRaKR6NoKeFl+aWZKWlxEpDfMw9reStNC972xihjAlA/PLymJ/MkUxVfX5R8L+BkpTGKLfrbhl4jlS9iSNWzxbEnaTH7KyLe4vrgw+tf4jcyMtdR0esyXRkePIjW9kdAoRkX1SWFJJxSGNTXHm1vWW9k02zvBdfSp1rYDMN+JkDB6RAw9Om4sLLLbx59oY4e1BJMsbdod3IY8/KZ8QuZCopdiE8aDwptc3DEWVhVaelWaen2usK3IhDnfsP3k9BG/4Bptg2/i0sliUjgTy8XI2I3PidNBYX1uUKqlVcF7+QpFpS4Hx0F36Ji7Z48leAhkPWZrP+bk0AOxoYAscBAw2sO9IzujuTCfnJfdmJdTHx9TD/Me8/IZs7Vv1tFu09PuMjYaBFmO2kIGrMFtpqb1urrtIKt2KzBCVT3zjeQ3kdf5H+TrLCxptnZTYREYE7MSVfUaXX2SlXW7G5QIAme+l8/+pIgyM89XUY0Qfh4tIhItIhLx4sU3GdlqPd38D/Llch8xypoVH5USJMS9xYWd3zx1ffvSQewxTORJpLjIZ7HXcaIiPo/vGwvwvuO6KHqRTfgC60seTlFB/mf83He5Ll5jZ7nEysR3gYmHhYmL5Tw7EMzM7CznuZjOczOfB0TK74PygZ1hwPC3azxc13m5L3Oy87Ox8Jw7e5uX59GNa3euX7p5jf/WnUs37vBducZx7/6l21fZb/Ex3eNhes7Hqip0O8xUBx0XVB7iVOgLKvG1qgqCFHuYplgqp1qqFLoap1hrJtpoJzkZZQTZJwc6uFtpWBl/grkYRXubJYfZZX72+h4HS/4cUFWR09xCbWpvbuvq7uwbHB6jT88tz8+tAEyZoc9vrO6cmZrZ7h9aaOuc6Bucb+0Yz8lH5BUih0aXO3vo03O7I+OrtWgaltDW2UNvaR/rH1pYWjmYnt2cmdtaWTtcWTucnd+eW9jZ2DpZXj2YX9zd2mGsbRwtrezv/mTs7TM2txkr6/s7PxmAVNn/xThiMPZ/MQ6OGIfHjMPjvzLl6H9myt7hL4ApB8cnRwzG2BS9rKoajSegCAQUgQD4KYAqqW9qAiDyu41CoFDQRCIcg0HjSRgCGUMgAv4rAgOvRlZW1VYAWMEQUYBUqWuspzRRqc0UfD0aX4/E1yMJFBS5EQ9gpbWrDbgKNDQ2PjY1MzE9Nzm9MDWzSJ9bnJmbBUzZ+cW5haX5pZXF5dWl5dWl9c21ja11IDa3N3Z/7hweHfyFKXv7u/SZiea2BiwBicLCa9HVNYjKqpryyuqqangNHIGsRSHKa0rzi9KTU6LDwr083a1sLdXNtOUMlUR13j37+OKqvPB/Y8qHR/zpMPBeJ36DCt+mwDfwpSvwPHpu8nxeSk9MSFdowMK35L3c/JHQKCzIjmoPnQiPP8wrZpSUDweH1Ria0Owdx4NDm+2dylQ12p3dxgKCZyKj52Li5mO/DAQEUxycSRB7oo0dDmRNtXEY9PSbDoyY8Q+n+4bSgyL6Yf5IIzOEsRnJCkK2tBn29N+NSZoPjOxx9cIaW7Q5uVPAdvVWtjPhUfPh0bOhkZ2OznVmFjgDoypVdYqZ+aSv3xDUo8/eqdsS3GFkNgAC011d+iAQgokRxd11OD1tqKqioSgPm5FKycoghYfVubsPukNb9Az6zM1adbUoaqrNOtq9FubdFub1mlqV796hlVWbzczbrWzgKmqpouLpb6SqVNXJ5hY4E3MSCJwjr+B19Xrs85doEzOSlTURBK7S0StQVUuSks5VUiaArYu1tNLk5XEgyxYHx1L5T7mikuWy8hnikj737hhf5VG+fEHnLr/hvUs+Ik8jxV753r0Du3ML9uge6M51lauXpAV4RXm4RPl5RAX5hXg4bl5kucRy9vIFFqCQfMoUDhYWblZmzvPnfmcKN/N5/gusAEeAedeCHBdPmSJwgVXg3B+PBPhe3L3+6Kbg7es8d2/z3b7Dc+06+yW+s4/vcD27zv6E75yOyIPvziB8bHBtqEdFoF2Rt2W2q0Gmo26ei0GRm3GOg24KSPW7jVYSRCfZ1SQ7xCUl2AkK1rQyUoS5GEV4mnwNtkmP8/gW45kUH1hZnk1rqm9spbV1dXf1D42MT8/Mr8zPrdCn5umTs7PTCxurO2c6uqcbm0d6BxZoLaPlVXU5+cjMHHh5VR2pvrezZwaJaYmKzfj2o9QvMCEyJh2NaxkaWZie3VpaOWjrGK2Gk5dXDze3GXMLu3MLu63tI1s7jImptfHJ1anpDQKpbWhkfmv3ZHpuHcDB/NLmzs+TXyeM3f0/sbK1d3DEYGzs/DxiMPaPGEcMxs7+AfDPm7t7wPPwhAF8WdvaBg47+wdzS8tAvwm+vh6QKn9RK/j6egyJhMTjkXg8UPepxeFq0Ggs0O6OxSHQKASmFoGBI3EIFAFei6uGYyoR2Co0AYkjY3BkLJaEwZLQSHwFHFtUjS6qQhVWo4prcZVEKpbW1tDe09Y71Dc8PjY2RR+bmhmbmpmgz9PnFucXF06Lx4BIWdtY3dha39rZ3NzeAGJ7d2tvf/fg1/7Rya+/zI6kz0w0tVKxBCQSU4NAVQFMqaqprobX1MBrEUh4SWVRXmFackp0RJgXzM3KzkLdUue9qZqEypv7GpL3ZR5yqUvcVnl1Q0vinsKzy0bSQj3lqSv1VTsNtau4kiVE3mxJ2nj6l/HvcW3BPoORobu5OeMR0Y3OUJqLF9nGZSgwilFTOxYR0eHpNRf/ef1rymhAaLsztMHGodneZTHmy+73jInQyDZX93YPzw4YrNHZrQnqibOy7fb0205K345LGXb374C4dTl6DsKCEAZmBSpaRJDtsF/oQsTn+YDoIRffdge3OhCkWEm1VEWdbAke8Qtcjo7vcHIe9vJusoaUKSpFP3zUZAUe9YL1ubj2Obm0mlmM2DnSHZz7La2o+oZ1VqDemKiZqrLOiuL64nxyTlZDenrb588tMG+ahUWjtlaXsVGXiUG7oW6bgU6XqXGnuUm9pkbVB7lSGZlGY6MBR6d6Y+NqJRWioVETyBqrb0gBWxPNLQo/KUY8wpd7kwAAIABJREFUehwn/BxnZtbr5VVnY93k5Jij8DFZ8s0XcbGwp09SZGXKdbRzPyk0WttUKCjmiEoUvJHJkJTyfnBHg5tJmuXMG5Yz9i/vhYi/iHvzOujxA0dBPud717Uvccrxc4pys4twc4pfERC7fvmJAPdNdtbLF5n4WM/zsJ4D/NeLzOfYWc5zsrLysLHwsbHysTLzsjDxMJ//Pa5wsl/l4rjOw3WNm/MKJ7vABVYe5vM85/55neXsMwEusbvXRB9cf3Kb//5Nznu3OR7e437xWOAmz9/F73BC9T5keduWB7nAg9zgAY4FHhaFMIs8qEmqrdZ3sGq6rWamnc4PiGaKjdZnsEais9EPf7vP3tYe1lq25mquttp+Dlrfwh3SYqGJke5ZP2LQyBJaU317d1dze1dH7+DQ6PTk9NLM9OLU5J86ZXN950zf4GJ9w8AEfZvSOJiUUkym9PUPLeUXYTKya+aXfrV1TlUjGiJj0m0d/Cuq6wnkztn5nZm57dn5ndz8mtDwxOHRxfnFvf1DxtT0BhbfXFyK7uyeyM6t8vWPSUzOhdfWrazvAyBobusnkGkHR4yV9T3AT9ndP15c3Rinzx4cM3YPjnb2fwFYOWIwhsbGAc0CCJNT0KxubgGsGadPV8IRSCwO4MXv1eLTEjKKQADqyoCWqcXh4BgMAo2rxWCRWBwKh0XhkUgcohZXjcBWlMMLy+GFVciSWlwligBH4mvg6OpqVGlxdVpeWVJW0ZfMwoTsouSC8vQadAm+Hklrp7T3tPWPDAyPj536KeP06bmFeUChnHooq+srpwplfXMNECw7e9sHv/b/Uvf5ebA3NT1Oa6Fg8LU1tRXViPKqmvLK6rLK6qqqmmqAKUXlBTn5P5K+RYWHesLcrOwtNUC6H8zV3mjKCmlI3n//lF9V7P/S9Z5RaaZr23/288zeeyaTRI3RJKaaOpmZZJJMeu/23jsWEAtWrNgVC2LvvXfpRQEb2EXs2FAUwd6NJWqS+/3A3vPf717vf61jsbjhA99+nOdxHtd5XdN8fFX76XXlexe8TD4J6iq2O6k7beRVesUyqVhUmsFLQ/MSo7iRIQsZKSvp6QP+ITMxyd2egVU6FgdF1UAtA6io3MnLF0XHjPgF93n4ttk7dzi6rsSnzEbFcn0CupzhXL8AQTR6JDikwd6+wcl1MS1LFJ0gCEOvoZI5tm51hlZj3sHi1XCFShp0S9vP6XnzkfGtFvZDTj7zkbF9cJ+0569wOvo7GdnLcYktEFuaiSk/IKjf1b3GwBCnoSkMDuH5+PbCnDpsIGwbcI8NZNgaMg1zmfH2HfT26ggL5uRnsXFVjWVFbeWlI1WV3KTkJnuHRiODPpB5t4kBx9SQY2rYY2Y0aG05ALZqMzSgKism3LxZp6sz4uzSZ2fPtrHthzn32jsxzS2Z1jY4Le3sV69z3r6jGhq1Ozh2OTm3OjjQQSCqqSnBwCDq3l2roz8F3LherauD19dnWVm3gKyoqpo5D54kPngQ9+oZ/NFv2hck7B7c8HvzMPTR3dinj5B3b7tfueh+96bV71c+nJN5Lifz7NyZl5fPP7l07jdZqcsnjsod/+f/H1POSUickzwhJ3FcTuK4+GyhWJdOnZSXPXX1jOzVM7LysqcuSkvJSRw/f/zoPblTDy9I/35G4tbpn+/IS92+Innz0rFfrxyXPXpE9fnNWA/LCpRnaaBTlT8M6+tY4GRW5gsu9ABlwgxTbDVTwBrpUO10qHYKRDvF3iDGVjfZHZSPdEsOdPKyNYDZ6Pi7mfs56qVFOOUn+GbG+ZcVJNXTCR2dLezenq6e/j7u2PikaFq4JJxZEEzPzUzN/Ysp7V1jQyNzfMEGBt+YV0iYmFobGpmLQmcVl1GHRuZYrUM19E5kZJo9zI9e393WOcqbXJoSrK6sHeCJDfmF2NX1w+FR0QR/aWnlSyOTk1+I7e4Zz8wuf/dB0wcR0dU9yuPPr27sC0SrUegUPIn+effb+KSogz3weffwKwBMi+bTs/PWtnbEBcvBd2Bz58tXAPi8d/AVACYFonG+YGiUN7e0Or+89hUAtnb3Vze3vwIAf2aWSq+n0OooDMZ/ilpXJ5YYIn/FVf56JNXUUmj02joGvZFRW19DqiVgSGUVuIJybH41sZhQU0Gtw9Y2EKl1eBylqgKfn1UUnZgVEJXoEZXohU72S85GFpSnYsjFDS3UVjazd4jDHR8a5o2M8MZHJybH+ZPiWc9fEs0JF5bml1eX/jJTxO//00/5z92RU4KJ9q5mej0VT6rGEauweLFweCKBSKKQKMTyquK8wrTE5IjwMC+Eh62LrT7URNlG57WJ0kOdV7fUn8hrPbmi8+S6zpPruk9vlEa4r3dS97tpn1mEZWrxMj5fWJwykoAcRofy0BEb2ZkTkZGzscnTUQl1YKcueOBiUvZGZo4wBi2Kjunz9O7z8B3wRNBNrFnWDkAJZj+7eC0xbTE2aTkhaSEuYSQ4qNXVleHgJIhLmUOniCISeF6hA44+88GxAv+oEa+QET9kl4vPeFDUVlr+EDywyRQqCkK1Q52mQsP74F5D3ogx/4AaE9NOB0eguKTHybnZ2ib/zVu8phbfD8FxsB9wcWbbQdl20F5b6JA1eB7utRkRxUUgaH4+zdkp7fjKhqqytrKSwYLC/ihUm71Dq6lRr7lxl5Ee21i320y/z9KYC7YcAFu1GuhTlRWTbt2iqKl224CHYE6jrvA2CyuqhjbDwGjQxb3O1Dzn5euC9x9abCBsmBPLBtxqZ08zMyfqG1Sqa8Q+eOBz6VLqixc1ZmZEfYNKZRWGgQFVVT3z/p8J9+9mK72PV38Hf/Y74s39oBf3gu/9mvT8ceKzR16/XgHflNO4JPXugszLi2dfyV94deXio4tyt2QlL0sd+686Rfrnn04dOyp7/F9MuSj5/+mCxInzJ46fP3H8oqSEvPTJ66dlr5+WvSpzSnyt8kWJow8vyr68fvbBRek/L598+4f8k1/OXJX9+7XTPyg/vR7qZELJjMDE+iY5mmQ6m2MDnav9YYVekHRnswSIThJEJwWqlwbVTbXVSYHqJTsYoMDaSXBQcbRXUpCzs4UG1FQ1wN3CG6qVGg4rTArITwnFlmeyGqkdnS0d3Zyunv7+4fGJqblp4ZJwZmlGMC+cnhcK5jbXt4+M8pbINW2zC3vLa9+qsPWVmDockRkWkTo8ttDBHqfSOsKj0mPi8xKSi4iUFlp9J6eXt7p+uLC0W1JGcoMHxSXkpGWUMJt7l1a+bO8CYtYkJOWZWTj4+kXWN7LXtw4Hh6fINU1qmkbFZdgaOpPHn63GUXv6h8XUcIF7zcwtihsccamys//1KwBUYPD5xWUePn5+QaFlVVgKrW5l47MYN4cAMCWcq61rrMaTCDU14gy+OCz7l/6TMuIO6F99UH0DvaFeDBRiDb4cW5xXkpaRH19Qnl6Oy8HXlFDqKqn1GEJteWl1blZRbFy6T3A01DPIzDPIHBEGDkU7x6cH5ZTE4mtKaI2Etu6mXi5bnHYbmRgdnRybnJoQa4LPE2tKwJ8RCcQNkbh4WViaF2fe/ospn3e2JvhjrR1MWh0FR6wSMwWDq8TgsBgcFosj4AjY4rL87Nyk+PiwsBAPhIetK9TAzlQFrPvGXOmR1vMbus+vaz6WN3hxS//5L1C1Z4Pk/E127U4HZY1RvkQsWMHmzeQmDKGDuJEBwnj0WnraekamEJ3Y6x3c6eo/6I8aDYleSc3ohrt3OruyIHbdLh5DHoguB/ftlBwgv+Igq2gnNXc1IZUfgmS7ujLtoI0ODhz/oInohImQ6HlU8hQiQuiP+ppaNOYRPAQPbLKG9XkECCLiBz2D+l39FpEJn+My+t288boGhZ+UaGYgFsS21x0+H4XienkPusP7XFxLPn6qMzXj+Xh32kKG4e6tEJs2KGTYzW3CATZh5zTh5tni6EBBeLHLC1tI1R1UYltxUX14VKev/yTCb9QB2qKl2m2ixzHV7wUZDdqYDUOs+kCmTTqaxE8fKl6+pKioNOjqD9g7jDq7V31QSL59l6ymyXWBj3n6MAxNMMpqXbb2/a7uzdbgNgi0y96x+JNC4oOHaU+fFbz/gNfVq7cA1RgZ0U2MaHp6FDX1irfvEu7f9b1+2f6aHPSX8/7P/wh8+Dvy9q3YP+/GP3mAuPeL6TWZFyf/57HMscdyp55fOvfkktzdM6duSB+/LHXsovTx/ydTzpz4F1MuSUmKJcaKWJdPSl2TlbkmKyMGyvkTxy+c+Ele4u8Pr5y6Iydx8diR80ePnP77kWunflB59mtCACw92LU6MZSUGl4W6pEJt810t8l0sUp1BsVBjeLAesn2xmmOJklQgwSIXqKdQYKDYbi1Zry7ZTHKJxZhb63z3lTzjaeDkZetZnKYQ0Gif0FqGKEqr4VZ29nZ3s7uZvcODI5O8AULYqaIhMsiwcK/mNLPFbB7ecL5z4cAMMKbd/UIBtm4cPon1z8D06KN2roOB2dEaSW1sJRIrm3BEhsEwvXJ6cWU9IKc/IpGFntiamFxZWdr5/vE1AKWQM/ILsHgaTn5FTn5FRXVlA720ACXz+PPV2KoUeiU5bWdtMyCBmYHjkgjkGk7X75xxyYCQpBLa5tfAWD/27+Mlb3D76y2zqiY+EmBKDE1o6unf+/we1FZJZZIETdEG9t743xBNZ5UUlGNJZNxFMpfeXwSjUasrSXW1v4XTWobGsTNUVNLc2NLE6OJTqGTqghl+aWZKdnouNSw1NyogorkanIegVZMqC2tIuZnFyXEpPiHxkBd/bQgrgp2cFVXhL5nkFkwyiEmFZFfnlBNzmOwiB09TT1DXf0jnMHR/qGxweFR7sjY8MjY8PAolzsyNDzKHeON8ibHxSeAxFHa2XnR8urS7ped//RovwFfN7bWx3jDzW2NtQwykYIlkDF4IgaLr6rGYqow1ZVVmMrqioLinIyseDQ6KDTQ3Q9uC4caOpqqQvTemis90nx2Xe/FDfWHlwxe3DJ8+WswRGexi7rVSdlqxi1TixfxeUtV2ROpqF6k7yASsZKWvJGe9r2kosPZo9sjYCIsnmzu8DmrbAjh3wN3F0RETIWGj3gH9Dl797sgDjNLgCLcYmTCgKtvr4tnr7tnp7NzOwzW7uoyn5YJ4KnCqMSpEPSX5HwBIrIf6tkD9ZhAhLPAzt2uvrxg1Lh/xBIqZTM+iwv373XxpBqb1VtazYRHCJDh/JDQ+aioDnt7sq5eiw24Qlmx0x46HeA/6ukx5e/HtAI1Qqy4nvBxR1i3iUWbKYjp4MhER/YSK1upOE4DrbeqqiUqhuONmPL2GbcDt6grdxvpdpvo9YKMuBALLtiSY2ZUp6FK+Piu8NEDmqZas5FRDwTMhTnhFBQTfvm94NnLFjPQhLfvsBu8G2o/CvfscYTVm5h2QGw5Do5YdY3MZ88znj7Le/2mUlWVYWLaDAY3WJgRNTXwikrVHz7G37ltJ3XcTPJH6JUzYc/uoZ/+GX/vj5Cr8kG/XAt6fAf0x8W3F3/+48Tf/5SVfHzu9N2z0jekjl08/g+5n/9x5v/uff6LKRckToiLFDFTxLp8UuqqzKkbZ05fk5W5JCV5/sTxCxInLkmdOHf8h6syP54/8b+nfzry27kTGq/vxyCce+rw84MdfXRcD7V6rIHUhS2qigtL93WJdwEnukASnaySYKAUZ6tkmHmsrX60jQ4KrBMF0QmyUEe7mudHeUV724I03xipvoDb6nvZaiaFOubFI/KSQ/CVua0sWldXR0c3h90zOMwTTAtXpoUrwpmlWdHK7MzizPTs5vr2kYHhmeb2wXH+Em9qGU9uQsVmJqQUNLcPDgzPDI2Kcgow8cn5bV3DXoiISiy9tXOIOyrgC5ai0Cm1jJa1zYPFlZ2V9S+LKzufdwE8qS42IXN7D/APivILjCyvItcyWsR+SkAwCoOnfQWAtMwCLKF2c/twgDu+vfe1q6c/ISV9bWtHjJKvwL96n7DIaAqt7isABCMjR3j8rd19Ug09Eh23/w0Qt0gjPH5haUUFBl9FIGBIJByFImYKmU4Xk0VszdKbmuhNTWK3hcFk1rGamjtamlobxdvSiitz03PjY1NCI+MRcWlBOSWxVaRsfG0BgVZYTc7JLo5DJXnCA3UtYc8NbR5Zwd7BvNVdEDpewebBKIeETP+ckhhcTWF9C7mVXd/OYXb0tHT2tLM5Hd09bE5vd08fp6eP0zfQOzQ8ODo+wpscFxcs4uZocXnhrxztv683PVzbWB0eHWS21NfQSeQaPImKI5JxeCIGg8NWYaorKqvLK8vyi7JT02OiovyD/V0R7hAPOyNHU1WI7htThQc6L3/RfX5d49Flgxe3TN/eKQh3X+6u3Wonb7GwS5SiRWzuXHHqEDqoO9BjNDL4c27Wakpynxdi2A/ZYOtSqW0+gUzZyakY8EFMhAQvoGPmI9Ejnv7jPiELYfEC/6gNdPqkD7If5sWFIyYDQiaDQ6bCQoXRqPW8wq2CstXU3HlU8lJ44ph7UJel84CjT6uN87h/BD8UPR0et5mat56YPeoV0gl1ZVnbkQ1NKtU1RhB+2+kZ/R6edFNTuqlplYpqraFRmeKnVojNoKvLhK/PdIB/u51tK8yO4+Y84uDQZ2HdYwMdQyInKkoGa3EtdAK7rmacSp0qLBsLCuu2suky0O0z0unU1+ow0Oo20x+0MRuyAXUZ6zPUVcgKH5JuXm820Buyt++0sOi0tKrX08+6/yhU7mKXJZjr5Dri5DYEc+m0Ald+Uix7855lDmoyNWdagGgGhlhVNYqObosNuNMW2gSyrFBRKldSqHz/ofDZ8/jffw+6fsX/9g3kk7tBd2/FPbqf+egRUl4+4Lp8yIv7pn+cf3bunw9PH3968fSLy+fvn5O5efL4pRP/lPv5HzJHfzgj8f9mygUpqb+6HjFWLp+UElcoN8+euXVO7vpp2csnpS5JSV6VOXXj3Olbl0+fOvY3uZP/VH33JC7Ym1FZ2E7FsnDljLJ8Rll+FxE7yKjh1JK6KPh2IqaxvLAgFJEXCE/3dEyAWcbam8Y5mMRADSOsdQLN1RCmytEuFrkRHjG+DrYGCiCd9172Rl62mokhDjmxPrmJIYSqvPaWeja7s5PT0907NDopFIhWxUyZm12dF63OTM1trm8fae0cGucvDo7MEKnMxuaewZGZxuYeRmNXPbO7ntmdnl3WwOK0dAy6eQbnF+N6B/mjPBGPPxsQHJlfVDk1sygQLfP4szOzK/tfAQKZAfcKqGWwsvNKRfNrnL4RX/+wxZUdvmDJxd2Px5//CgCZOcUYfM3WzlfxLLmrpx8dnzS3tCq2YBdW1htZ7Vs7B2ER6LEJweb2vq9/iGh+5eAbUFqBjU1IFbswXwFgaGSipBxTjSeVY7GVeDyGRCLU1IiZIpZ4utzQ0tLQ0iK2bOubmxtbm5tamfWsOgqdVIkvzSpIik4MCQh39QqEBke5JWWFFlUlVZGysNTcanJ2dnFMVKI7xO2DntXvWma/WTm9cvFTd/PX8Qgy9I+wCYtxSsgMLKpKJtJLahtxtEYCrZFAa6TU0Mj0Olp9Y10Tq7G5ldXR1d7TxxnkDnBHhsYnxsRxOHGOdmt7Uzz3Eevw28HK2vLQcH8ji0GlEck1eHINnkTBE8k4PJGAwWGrMbgqTGV+QVZKGjoy0i/Iz+UvpoB1Xhu+v6v/5jftp1f1n98wf3/XXuNFJzZrubt2o5W43li1QM6brUyfyonhIL36QrwXU+O/5OfORscwIQ6rSdmVOqaxj94BuEYROh0oLV9JiO91deM4uTWag4fd/IAy8k5cdg/UY9gtQBgYNYdETwaEDHh68YICF+LjljJzevxDl5KypkNjeuw9p72QPLcgnkdIyQeNFltXXlDUdHjcNDJ2FIEccg8Y8w5mWduyILYsiO10GHIOFd1qZ98GhXK9vPpcXNttoXVmJlxPeL+z45gXvBdm32Znw/Z0ZUJtRhwcpp3dh2GuM7Gx87XEAQaJRSO20UhjRBI/v2TIJ6DVwLhDW3PYwqjLQLPdUINtqjdgbdpvadaqp1WjrED8+K78xbNOM5NBO7smfX2ahla9jl71e4XY67f6oY6D9k6DdrA2M0vsR6WM+w/zHz8nqWqwTMw7bCDt1uAOG8iwG3zMy7vdGkzU1KpQUcJqqBGUVcpev8l89Cjxwf2YJ3+in/4Zeff32D9u5z96EnP9RuivNwKe/aF2TfK+7N+eXjj56ur5V1cu/nle9lcZyWvSxy5J/nz62D/OSByVlfh/MOXyqVPy0icvSUmKmSIuT8Qtz82zZ26ePSOuU+SlT/56/twfN+T/+P26nJzku1cPUaEIUnkxpaw42sdL9dmTR1fkP9z9w0pTM8zNrSgpqYVK4bCaWCR8eRwqP8Q3CmoJ11H2MVBDQU1j7U2DQVq+Rso+pqrRLhZZYW4xvg5O5uoQI0VvO31PiEZiiENevH9BCpKCK+pqb+Jw2GKmjPFFwrn1aeGKULAyP7c2L1oV8Gc317ePTApWOjmjCyt7n/cAwezm/PKeaGF7aFTUyRnrG5puZ490dI+WVlIwhLpKLI1Uw2pp79va+V7f1FmFrSmvIien5admFPb0j49NzIYg0UGh6NSM/J7+0cHhybjEjPyiys2d72VV5MBQ9OzCZkt7j5uHH7uH+xUAxEd+Bod5IUiUcG75EAD2vgIVWOLwGH9tc5dcU8fuGWxp7w6Pit3aOfgKAL7+IflF5V8Ogc3t/a8A0NM/XFFNKCqvKqmqKsVhK0lEbA2VQKcR6XViMZpb61vbG9s7G9rbGC3N9GZWXWtLQ3tLHauJ1sggUHFFVbmJGREBkS5OnubWMG0XH/MQtGtqXlhOGbq4OrkIk5ySgwyJdrRweKlhelPD5BbY9a1niK5XiIF3qFFglI1/BBiVBM8uQVUSM3E1hbiaQgy5sJpUVFqZXYnNxxHLyDVYej2V2VLfyW7r7uf0DQ0Oj49NCqbFW2xnl+bWtzfEByO/AsB3ANj/9nV5damP29/IrCPTSGQqgVhDIFHwBCqRQMJjiQQsHofBVecVZqWkoaMiEIF+MATcysNe38FUwVrnhdbrWwbvbms8vWby7g5E5RnCXH21p267t361qWqVXjJLyBaUp4ynR7JDvUYig/dLC/cL8qdCw79kF4wFRFRqGjc7ePEjk7ayigURUb3ucKa1zVRgcL2RJV5VdzsubconTIAIXwqPX49NW4iK4/oEdLvBRwOD5xOSF9OyBOgEESqJYQ7pc/SeC4puNIJM+oTOIeO7nb1mUUkbKdkdMM82O9dxX2SHnWuTJZhhARr1RSzGxLbb2bdAbCcDAxtAIKy6Rt7rN1gNtQl/BM/HczoA0QGx5jjZ97g70Yx1h6AQkadXJ9i2OyCAh6/sZZCbKIROCrmvqLwzBNUOgfWYWQyZGQ2Y6PSY6XWZ6HabGvZZm/eYGzdoqRM/vqt+86obZN5qatRsZETX1iIoKddqajGNzZiGpkwDEy4UNuHm2WZmifmkhFVQximqFDx72Qt1YNvYtllYdUPte+wda/UNyj5+qlJRTXn2OP3Zk+I3b/BKyngl5ZL373I+vMlX/FSsrJTw6GHqg4dBV654X5f3/PNXzSsnP8pLPZQ5+vSc9OPzMrdlJW9IH78ifeyC5NFTP//jzIljsid+PnXsqNSxn6SO/SR1/Ki0xAkZyeNX/j3WOS8peV5S8uIp6aunT9+Qk7t48qS87Kl/mynHrkhL3r547vGv1+7evPjhxb2UyMCuOhK1KKc0FlUcHZHgAXfQUH959Zr8Tz/dPSdnoqQUjUDkJSdmoaMKo5Fxns72Gp/U//zV+PUDhIVOqK0R3FDZ00jF10I92tUqPdg12tvW2UIDbKjgbKXhAVZPDHHISwwsyoyiEcs5Xc09Pd1dbE537xCPPyua35gWrszMrCzMr8/PrQn4s5vrW0emBKtjvPmFpb21jW+LyweLywei2b0Z4c7C4uHE5Prk1Nr0zCZvcmlyakW8Fl+0sM2bWhYtbC+sfBmbXBybXBTMbvCmlobHZ7t6Rtq6uG1dgzWMluJyQiW2prG5e1K0Ut/SPTw528/lZ+WWVWFr1ta+bGwcrK/vHxwAC8tbhSXVMYnppRhSTnFlTnHlIQBsfzmcFs2XVFTHJqZwxybml9fik9NCwqMWVzf+ao4mBaK8otKC0orC6qoSAq6qhoKvqyM3NVGaWORGJqmhicpsrmG11LBaqCwWhdlIYTbWNDfSW5prm1gEOq2KWJlbkY5O9XfyMzECv1U1fqRl+swJYYZORSQXRGQURacXo+MzQ4KiYdYuHxX1br7TkAfB3vqjzINirBARFogIS0SENSrFPbMEWVAdW4iJy6uITSsIT8j0D4qAItEOSRn+5ZhUMqOCwSSx2pu6+rqHxse5PN7gBG+ANz7En5xcEC3vbu0CX/e/Awfi0M3BgXB+gd3f28Bi0hrrsSQcnkokUIlYMh5PIRBqCTgytgJbXlRekJIaG4sOjAx18XUzgTuoO1q+N9X600jl3sdHl3Tf3TH58MD45R8NmbGLTMpOe+1GffkCMXOBkD2YGTGSgWIFuE8kRH/HVIuiYhei4vZS87oc3KkmNl3uiN2CcgE6odUB1u3iOhEQOOaDSHvwGHX91pib5+fYxN2ElLlw1KhfcKeLJ83GrhXuO5OU8bmwfDIMxfX064Z5DLr5iIJQC2HoMY/AFmv7ZhvHXhfP7bS8Ub9gpo2jKDJmMiiyydIWp6lb/FFpzMd/1Me/wRw07us3HRTS4+TCsrKuUlGt0dOd8PUZcnMd9/Zqs7EecXcdgkHHnKCjUJv5AESvB5zk5tRdVsBtYnBodA6GyETGNcG8hmFwrqUVW1d1wEyn19ywTkO528KU5+zINjehKCngFT5UvH3TAbJoNjOp1dLmOjkXv3lD0dKqVlSu1dIdtnMyZeOXAAAgAElEQVSagLkPQB2ZxmZVSsrJDx5mPH1G1tbpdYC1WVixbWxHXNxbrW3yXr+JuX8v9cXz+CcPQn+9FvvH7aLXrys+KlQpKFUoKed9/Bj/7Gnsy2fB9+7CrlwCX7pgf+u61U15jQunNK6de3tJ5pGcxJ3TEjdkjstJ/CR7/EfZE8dOn5A4fUJCVlJS9qSUtLSU5EmJn0/+fFTipzMykhdkTsrJnDwtJXVWWvrC2TMXz8idkzl9Vlr6ouypK6dlrp8+9fuFM09/kX9z+8b721c0Hv4S5WhOTETWJkfSklC02Ah8qH+Fn1eaPTgBbOWmrPju0rk7EkdV7t4KsLUsiAnPiggIhFl6Q03QAa5QExWNd/d97Ix8bQ3dzTQgGq9TEE6pgc5IN0t7E0WomZK9lZojSDE+zCk7wT8/LZxBrmR3MNldHX39XO4wj8efnZldE86tz86uzs6uCoXL01OizfWNIyNjs7zJxZW1w509YH0DEM3uCWZ2l1eA0bHVIe7i2PgKf3qdN7kywV+enlnjT69M8FfFUf25xS/Twi2B6PPCypfF1f25pZ2tXWBzB5hd3J5d3NrY/ra2dTgtWp1f252eX9/c+f55D5gWrohEa7u7wM4OsLq8+/nzt+/fgamZ5XpmF5HGbGEP7gPAAQCsbm5v7e4vrW2OTU4vr28trW3S6pv4M7Piv3Tx9Ic3NVNSUV1WjSvEVhcRceVUKobBIDQ2EZuYxKZmsUjMFjKrmcxiEZkNhCYGoYlBYdbj6YwKIiGvIjcxF4WItLeAKSka3HmpevWD9h1zRxVEpGNMRnBqISq9GB2fHYZM9IT56GhbPFDWv2PjohiAsgqOAftHWQdGg8MTneKzfDJLQnMrInLKI9OLQuMyfZHxTo5wNaiLgou3TmScS0FFIqWuuqmjvp3T2Ts60jsyxhkZ7R4e6RkfHREKZjdXNw72t79+3/sK7H0FNna+TAqF7RwOrbGRWkfHU8kkGoVYSybUkIg0IplBJtTiq4iV+SV5SakxMdEBkaHO/p7GXk5qzjYfLHQfGKjfU3h+VefDPeMPj9z1lDll2Zut9O1myhajdA6bNlEU1xbj2xzpTfOETaXGbxXkDyNCJvyRW7HpK9HJM8iYyTCUIC5pKCR8NDB0zD+o382zDQKt+qRM0dJZQUauhkesRKI4MOc2e1iPN6LdA9Hq6TeVnAUQa2cj4xeRMRvo5O34dFEoqs/ZswcGH/cJGkcE8/xChrz9e929RZEx89Hx3S4eXU7u474BPETgENy739VjwA0+BPcc9vTmwJy77B067ez5fghRSPCIB3wS4dttb9dlAxqyAU3ag4esLXptbWgQK6KXew+mvI9R24EjjuJreWnFEyGxC76h0/b2PUYaHFP1XpBRk47mAMSmxwrUDTKvePOSoKCAV1TosAIVPH/abm09ExBQpaSY8fhRo5l5O8h6BOrEc3RrMTbHKqsyTEw5zs7NYDBeW5tpAeqHOU95I7hOrrX6Brlv3iQ8fhTz5M/096/S3jwt/vQBq6pS/OZdwcvXFZ+UylXVIh88QNy97XD9qvmFs5byl+xu3YRcv2pw/oz+zUuf5M88PSd175zkzbOSF04dl5U6LiN5XPr4cemjP0v9+JPksZ9PSkmckpWSlpOWkZOWOXn8nLTk+VMnz0hLyp06deHsmQtn5c7KnLp09uxpiWOnjx29eUb68Y2Lr3+78unudc0Hv0SB9bBh8KYUZGNCSFNsaAMqkOTnUe3hVORom2pjFmthFKSnYfX8gfa9X7xMNKuTUfno4BSkd6SfU1y4FzLA0clWzw6kYa3/yc1C01rtdbyPQ2qQW5Qn2N5MGQpScYSoO1qqxIQ4psX55qZF/IspnV19vUPDIxN8/tz/xRTR4vSUaGtj88joqGhmZm1pcW9z4/vc7F4PZ6qvR7i08G1OtC+a2RNMb03wlsdGFyZ4izMza8LZzSnBxvzil4Wl/bmFvaWVw8Xlg8XlLxtbwMLS7uLy3srawcbWd/HpntWN/eW1vfXPX/e/Aetbh2KCAN+ArY3DvR1gfxfY2jjc3vom/vwrAKxtHnz+8v3wO7D+eVfs134FgN2Db9tfDsWZFPGjOBfHm5opr8aVVeNKCIQSEqmcSq2i0XH1TYRGFrGxldTURmhkEZuayaxmEpOJb6zD1NVUM8hYBrmKSizGlKcXpUSl+LsFWeiDX73VvPlE4eIL5RsaZi8cfSwikhCpheiMkrjkfFRsVrBfBNjaWckI/NbRWzcIDQ2NcwiOsQtPcE7MQaQVhmSVhmeXRWSXRaUXIaNTvQNRUCv79zomDzQNHto6aUQn+VWTiupb6c2drV2DfZ0D/W19/a29fe39ff28cf7S3NL25/W9/c3d/c3d/aX1rZHJSWZ7O5leS6yl4qlkEq2GRKP8xRQijVhNqs4rzk1MQcdEB6CQrkE+Zn7u2u5QRWvDJ4Ya91Xf/KL7/p7x+4fpCNg0HbfHblpvwK3VFM1h0wYzw1vRPowgl3pf1+XC7JmE+DpLqCAEtRSeKAyJEUXEbWcVTEbHtbp7TYWjl2KThr38W2ygHda2034Bu3GJQr/AUbjnqIf3qI9/r6cv29N/KjblSwUOqCbzAsLnQ6NXIuNng6MGXL1brO2bLCAt1vYD7j78QOSoX/BUaKQAiepx82q0hhL1TfLffBjxQvQ4uQmCkXtpGQNu8DpTc7ymdpWSMlVXb8rfbxLhO+IB57q79TnB+uwhQzYgnr0Nx8yIaWLAsLftTY7n19d2EnCDtLpJMn0kIbvVDt5uDOrW1+8x0uRaG3LMDTpNjcadHJsN9DiWFoVPHxEVFev1dAcc7dlg6z5HR46dHc1AP+ne3cI3bzutwBwQmAMC1+kYlH38lPXyZerzZ8VKikxr635nlyEXN7atHVVbt/Dd+4JPH7H6ujQbi3yVT3mKb6vUVPDqaiVv3xe9flumoFSsrBxy767L9SsguTOm507bXLvi8Nst6M3rZlcu6l6/9P6i7J+yJ36VPX5V9oSc9M9SJ36S+PnHc7LScicl/7UtReq4rPQx6VPHpKV/OiPx40Xp4/KyJy/JSsmflrkmd+bq2TOXZKQvSkudl/jpmozkA3m55zcvKvxx1V7zfaIHmJoQ2JASSkf7EUPdyaEeeD/nEmdwoaNVNtg8ydwwA2pZ4OkcDjKwfP0Qqvwa7QrJiwrIRgXEBrn7uduE+cMCvGwhZqpOVtretgZgjbdxPg6poXCUjy3UTMnGXNHeRtUFrBEbCkuNReSmRTTUYHrYLd1d7P9iiki08hdTNte3jvAnFmdnN6f5KzOC9YHeGRy2iUZljw4vj3KXBFPb05MbI8Nzo9y58bH5ifF5Pn9JML2xuHwwPbXOHZkTTG9M8Fe5QzNjvIWZmTWBcH15eW9j6/vKyu60cGVhYWtvD9jcPDw8BJYWPq8s7exsfQO+AVsrX3bWD/c2vwFfgW8HwOba/t4O8P078O0b8O0bsLv//eA7sHvwbWt3f/fg21/BfPFGuL9YMzw+iSVSKnHEchKllEwpp9ZU1jIwjAZ8fbOYKfgGJrGJSWIyCU311QxqGRVXTK4sIVYUYkqySrLjs1AhcR6Ovvo6Vk/fad14oXLlpcpNZYOnYDdDZAIioyQhuzw5oyQhrSg6OtXbIwhk76HnGWwZFueKjHcJT3CNSfdOKwzLLInILovKq0QXYuLyKtEJWUHBaEdHTy0T61fqeg+MrT8FhLsWV2bTmmqb2ljtfZzWHg6rm9PUxWZ1s9ncoVHRtGh9eWlre2Vze3njs2hxpX9kpI7FItRQcBQShkTAUUg4CgFLxuOoOCKNiKPiKgmVBaX5yWmx8bHBsVEeyACrIC9DTwcVsPEzI/X7Gu9/03x921zhMSMrdrWdftDduFxTIaxME5Ql9KYEd8X51wW4diD9PpeX9AUEjQUggcLKzZgMvn/kgIf/oF9Iqb5RuqJKh6vXIjpZhIwZcvcVBIRuRMeth0eLEIE9tvbTiEBhKLLdwanWAtyHCBImpI0j0SJkzHJE3IR3UIeNYw8MPhWA7LJzKXyr2A1zn/APXYxJXEAnNFpDW+2ceIFhac/fRP16Z8DNc8IviIcInEVGDME9OTDnATd42cdPFQqKE74+kwhfrrtbjZ4u3dCg09piEGIxZG3WYaLfbGHWE+C/iMOIWE2NZSUDlBo+gcpPLehzD+ixAPebmHQba3YYqjXraPRaWXDtbBt1tJh6OoVPH2Hev28zN2s2M5ny8aJqa+NUVAga6jQD/dIPH/scnRp0Deu09Rm6BvVm5rXGxiXKSlWaGmwX50F3OAtkSdXWJWlplykpJT55HPnn3ZhnD3KVPqS9eZr75lWFwieMkgpBTaNMQSnh8ePAO7cdr1wyOytreuGM5TV5q+tXbK7KW1y9on3l4ptzMnelj9+QPnZJ5pjsyZ+OH//70Z9+kDj6D5njR+Ukjp+TPHb2xI+yP/9d+ujfpI/+7ezP/3NF6qebshI3ZSWuy0rdPCN9XVbqivQJecmfrkkdvX1W8unVM0p/XAErPU/ztW8rSW7MCKfH+VX52ZfAwVVedsVOVjk2RnkQsywro0ywWbajVa6bXYarLQpi7KGjZK3wPNbTEekKSQzxQPo4hAc6x4R7BnqCU6J8/BxNITofYhGOKWHwSB+ItcknC6P31uaKrnba6DBYSiwiPxPFrCf293Ry2N39fdzR0empqfmZ2bWZ2TWRaEUkWpkRLkxPidZW1o9M8RaFgrWJ0XnRzMYAR1BVzqCRuzhdU3QKe2RoUcjfmp5cWxDtLMxtCyaXBVMro9w5/uRqD3uC2dTXw57gdE80M3tbWwZGuDNrawf7e8DKypflxe0vX4DvX4Gdz9+3Ng53Pn/f3vz6/Qswx1/+vgt8/wxszm3Pji/sr30F9gDgEAD2gc21/S87APAd2N45EIdQxFFa8eRYPEL+S5/3DgZHxmsYDXgKrZJCK6fSyqm0ypr6alojro5FaGj5d53CJDQ2YupopRRsHq4kszIvszwrpSAlNiMqLN7bI9QK5KyobHTnlbr8c2V5MVNsXAzD4v0yS5ILqrMKqrMKsZnphajweC//CKfQGDgq2S8qyRed6p+ci8woQmWXxuRVxBZhEsuJaSW45JS8cGS8W0AkxMlb3wKqZGWvjQh1yipKJtGJ9c2NrT3sFk43s5Pd2N7Z1NXZMdA/LJicXp6fW9uYX1mfW1nhi0ScwUF6UxOeSsZRSOLFulgyHkPCYcl4Qg0JR8VV4CtKq0rSsxKTE5FJsb4xofYRfuZ+zhoQk5eGqve13/+u8eI3F32FQULJZmf9bht9gVQynhcznhPZifZpDodTPOwGYpHrxQVsT5+1pMz9jOLZ4Jj12AxeUBTOEBRy/2GRjj7LwX06NHo2PHYCEbIYHj0fEj4Mcxtz8ZjyRAh8A+bDIib8g1kQO7oluMPVi+sXshKTtIiM4br6tICgPTD4pF9oOwSW+/ID19NPEBI5GRw+6OVXbwkZQQQtxyXnvVfMff2+G+a6kZDS7+bZaGnV7w7nwJw77RywqmokLW1RSDDfDzHk4sIwMGi2sBhwhPbbmHHM9XqsLNh20O6AgMmiQi6J0FxR3kck9hYU94bGtEOc2/VNe42MOKa6rfpqNFWFQYh1p5lJi6E+/sO76vdvKt+8YVtbtVqYsUyNierqRHX1gtevqLo6dEOjeiOTOh0Djg2UaWZR/OlTxquXhYoKZGOjdkeHFhswzciYrK1D1NYpU1VJevUc+eAu8uGdbIV3mW+fF354h1FRJqprkrS089+9D/rlpt/vvzlfv2Ilf8Fc/rzZ5QvGF+TMzsuZXr6kc1X+7Tm5ezJSt2QlL5+WPH3qZwnJH0+c+IfE0R9On/jnZaljV0/+fEXixysn/nnt5I+3ZI5dl/jhjuyxB+dP3j8vdfes1N2zUndOS/wmc/Tyj0euHz1yW+rv72+ccdZ4k42wJycE1CYG0uN9qRHuFT7gMrh1lSek2NEiB2xY7AAqtDMvc7UtcYcWuttVBLpXIb0Tnayc1N9DlN6qPbqDsDNLQnqjQ+GJ0YioIGdUgJMHWN9a6z0a4RAf5BIMt7Y0VjA3+mhh9snZTgsVAkuOQRRmx7IaKH2cjq6Ozt6ewbExAV+wJGaKULgsEq0IZxamp2bXVjaPDA9M88cXpieWd7cA/thqXQ17gCPsYwuohPaRgYXRwXl2++hg7/QYVzQyKJjiLS7O7a0sHgj469wBIW90UTi9KRSsi2Y2RDPrC3OfV5b2NtYON9b2V5d3lxY+L85t7n7+vrG0uzy7uT6/XU9smhtf+LJysDi5PDsyt796uDy1Khqb31zc/bYHAPvA8sLm938tNPgu7nHER4H+osnBd+DLV2Dv8Dt/ZpbewKzAEisptHIKo4JaV1nTWE1jYhnN+PpmQiOL0MjCNzRg6mglZFx2dWFSUXpMTnxMFjo6PQKZ4O8b4eDgo28Aef5e58Yz5QvPlC6/VPlF3eS1nYcFMj4wsySljFhYRS2triktqMxIyY2OS49Iyo5KzkElZEYk56CyS+JzyxLzK5ILq5NLcGnlxMwSXFpaQVRkok90slco2tk7GAL3AwejvLKKUgm1eAazvrm7s7mbzerqburoEjNlkD/OnxfNLCzMLCxMz82NTU119vbW1NfjKCQ8lYwhEfBUMp5KxFEIhBoSmU4l1pIxZEwFtjwrNyUtJTI9KTApyiUmBBLkpudg9sZI5Z7Ohz/03vwR5wGZZZI222lr9bh5XD6/IG40I6IjyrvG2w4Hs5xIiVvITB8MCBZFJa7HZfL9I8d9kX0eAbXW9jiQ9WRswkx00iwqaTo0ZsjDn+8bMugEJ6vq1Gro9oDtp7z9NtHxSxEorofXsBdCGIGaj44VhaJ4XoFjHv7TfmHDHn5MkC3dCMQE2baAHeYjY4e8/dsdXEb9gnvdvWtNLas0dKtUNRssrNfjk4e9EA0gS66XN83IJPnBI7y6RrOl1WxoSI+jA9PMrBsK5bq6jjg7Dtha9NkYT7g7dzs50WDOLFR0Z1kpl0HnkohNsQm1ds5kDQPqe8UWdfVec8Muc91mfa1xmH2HqTHH0qLi5XOaphpVVbXfDtpoZEDX1W4BgTBKSjQD/eT798o+fmIYGHEgdj229gwj4/x372L+vI+6f7dQUaHV3q5CRaXO1KzezLxEQSHl+bMc5U+lBtol+hrZCu+qtFUZZiY0A/0qBaWS9x/Snz0PvHkD8duv8Nu3HH6/Cf7lquU1eYsrlyzlL1lcvaJ6/vyLM2funpK6KSN1Xua4lNQ/T0j+XVLyH+fPSFyQPnrx5x8u/HDkwpEjl/525MoPR67948gvPx65K/n3P2WO3j35z99P/O+vx/72y9Ej1388InfkyJ/SP+jeveym8SLTw6o+LYSZHkKIcCWGwUihsGofmzI3UKWbZYGdcbaVbiHUNBdilGdnVuRsVeppX+LjWODlkOpijbY3t3j79MG5UzqvH/g6WiDcrMP8YUE+dg5WWiCd98bKzyO8bCO8bL1hJlYmilYgFZCFsp21WlgANDHGtzAvntVIZXe1tba2s7v7R3kzYqYIRKszM0tC4bKYKRur20e4/VO8kdlZwca3fWB0cL6R3jM7vTvUO4uvYg72iNht4wRMQy25tYHeWVfb1tEy0NU20tPF43SONzK6SbimRkZ3XzevnzPxZRuYF24uzn7e+wwszG6wOwYH+3g7W9/2PwMbCztj/Xxu12hhavFg69DMkHC0a2ydvwbsA7sLex11Xc21bTPj88Ah8O0A+PrtXx6K+PXz3oEYLjv7Xw8BYPfgm/hg4ZRwjlRDL8cQKimMCmpDZU1jVW0Ths7CMppxdSx8AxNX31RNp5dRSTnVJQkFqRFpqODEkKBY/6AYH99wJ5cAM2s3FS3Qw7daV16oXnqtfv2jzn1TOw3PECdUCjK7NAtTU01uIBHrcWW4woKK7Lyy7IKK7LyyzIyCxOzilKKq7BJsTikutwSbVYLNKsNnleGz8sqTknPD0wujUvMj4jKCUUkBiVmo4uoCMoNMb6pr7mxv6episbuYXZ0sdldHf98Ab3RcOD0pFE7MzPAEgqHx0VZ2J4VBEzMFRyERa6nEWiqhhkKi1dTU08h0Ko5CqMRVZOelZqShstNCM+I8kyIdI3zM3awUDRXv6X24a6H4hJqJ3mQ3rLeQ50klc5js6dzYkeTQbpQv0cUK42AhzE4dRIZyg0JXEjKBIuznhNxma+d6K4dmJ4/RqNiNgtKtrOKFmFRhePyAO4Lriuh3hOMVtareKxOV1AftnVeQUbMBIaPuXvNhEasxcTyE/5CrZ4eN47Cb73Z8+lpMcp+zZ6+Tx2JkXIed80xoFNcnoMPRVRiB7nX3LlFSb7CyHfULHPb1Hw8I7nJybYPajSH8huCetYbG/c4uPB9fYWBgu7U1VkGxHWTZYWnVbmHKtbfqA5tNwF1boHZ4qAMrNr67smKS2dCHqWqMimJ7IsZdPbmWNv0mJt1m+o3aKgNg0JijHdvCrM3YsOTp41oNVaaBQQ8EXPnhXaORQaulZeGrV2021jnPn+HU1Me8vAecXChaOiUfPzVYWw35+TY7OVDNTVlQ26KPH5tAlh1QuypNjeQXz+JePYt+8yzk4e2sT2+JBtotYOsaPd2cp88zHj9JffY8/O4frlflXX674fD7Taub8ja3rjvc+c3x919BN66/OyX76JTM7yelrkifOC3547Fj/3PsxP9KSf39rNQ/ZH88Ivc/R3796cjLMxJK8qeVLsp8kDuhcfOc/t2rRg+u6f5xSe2XM8rXZZSuSCtcltC8dcZF+XGKvUGZvy0p3JUR69WY4FMf54X1A5MC7So8LPLt9PKgutnW2qkmKunmmilm6skWWpkQwxxH8xRbw0hTjQgzDTTExFNP3eDFww+3r+u8e2Kq/ckWpAmHmVmbqmq8/1Pn06MwL1t/FxAMrA0yUbC2UjM1VwSDVEMD7FPjg8qL01tZjK7O1paWtm7OwNiEcGpmWTi3/t9MWd85whuZnRidE02v724BLY2DJCxrUXTQ3z2DKW/gj60L+Vv9HP4Yd254QNDK7O1sHeSPL8/w1xdnd0cGRXRqeytzYHpiWTi1NsVbXJ7f2Vw9nJ5YamC0kQl1w4N84Buwu3Z4+BmYGpqZ6J+qraRN9U8Pt3I7azsWRxeAPQDYBL5vAfurh8vTawdbwOEOMDu3LJ4Wiz0UMUG2dvcP/12niL/qGxqpxpNoDax/M6WpmsbCMpqxjGYsg4mta8QwGiprawsJ2NSSXFRmXGB8kA/K1yfSwy3IDuZrDnbXNLZ7p2Jy57XG5Zdql99r39I0e+3oDULGByZkx+aW5+HphFoWjVRPriRUlmHLynHllYTKUkxJXmluQUVuBaG0glBcSSwpxxeUYvPKCflV5KIKYkFRdUYJNqMUn15QmZZdklxYmYOvxdCaaPSmOlZHW3NnJ4vdxWJ3NXezO/r7+sdHRgX8sanJUf7EyCSvf4Tb3NlOptdiyUQxUwg1lL+YQq2jk+m1OApBXKdkpkfnZoTnJPplot3QftaeEDWDT/cNP9231XzTTy7eH2rZYJFEuLz56szhpJCeKB8OyhfnYI6xA4myUuphTl3uPsLw+LXYjM247D4Xv36voHYPhDAt6xBHmgiPGw9CzaOShz2DuXD/KQSyFQRlGln1QmADdk5LweFfk9I3UTF8X79RuOeQKxyvpl38RpGkYTDpE7wZn7YQETsVgBSFor5k5PH8QtjO8AYrW15g2E5GLi8wbDI4fAEdtxyX2OHo3O7g1O8O73NzF4WF8wOCpgMCue7wfhisGwolq6lzILa9ULsZX68BW4sWUx2OLZhsYkaEuQwVlvQTiIMU0nQttTUaxXaDjzo4sXX1WarKLD3NRl11LhTcbWHaZmxIUviYffdO+esXTAODJkODLhsrji24x96+Vlc35/kznJpqF9SuHQypNzGlGxqVKCgkPX2S+upFrtInrL4uC2rb5+bWZe/AMDMrU1VJe/c66cPrNHWFfH21zHevMJoqdEODCoVPyXfvpz56nPX6DfrJI5DMSatLZ00vyRmclwVdl4fdv+Nw5zcj+ctvT51+JHv2j9Onr58+dfbk0RMn/kdS8gc52aPnJX+QP3HkiZwE5M3DTCdrWpQ/IyoAH+hKQnrXxvjXxQZSIrwwgc4VCIdyH9sybwgZ6UoJd6NFuTOi4bXhzvgAMD4ATA6xw/hYkgMgZS4m6ZaqmZbqmZbqKcbKScZKqeYamWC9bFujZGvdGDONCCPlIF0FH62PkPcvoSofH18+8+tZiYe/XXr24Ia64hOVjw8/vbyjo/AY6WPn7WgKMVcxM/wAslI1NP5gY6UWFuyUmRaJqcrr6Gjq7u5qbevo7eP+J1MEgsW/mLK2unNkeGBaOLU6L9waGZwZ7JkR8reG++cx5Q2tTcNDvbOCiQ3B5Bp/fFkwuTI3szEv3Jzhry+IdvY+A2PcuepyWlfbyJdtYG1pf2PlYF64yW7ncjpHasiNzIZO4CuwubZ/sAWszm4B28DC5HIjoWl+bAFY+06voAkHZoA9ANgHdpe+HKx9BQ6AbzvAwszK4NCYeMojrlP+MlD2vwF7h9/F3sohAExMCzEEMp5CEzOlgtpYVcuspjExdJaYKVW0unIqNQ9blViQGZURG5aC9Ivx90S6wRBWzn7m1q7qutbPFA1/e65y8bnyJWWj+yCYlkewQ2xGdG55XhmhAkcjkBuolMYaYi2ZUEPBU8lYMrGaiK0iYCrwFeW4ciwFg6VgMJTKanJFNbkMQynHUEqx1DIsrRxDK6millbXVOBoWHIDhcFiNLQ01Tczme2tzZ2d4hWWzZ2dXX19/SPcwbGR/hFu90Bfc2c7vamBWEsVG7TiHyXUUMj0WmodnVpHpzBoxFpqaVVZbkF6QV5iUTYqO943JQKG8rX0hXffFEUAACAASURBVGqC1J8p3JcvivJd5TQsNZO3mklr1BJebrQgG830sWf5OpaCdMlOkKnkOKarG87QXBgeP+DivxqdPuEXWWsObXH1mUrOAOpYSynZEyHRy7HpgmB0i7XjpE8oXdeiFQSdgCNm/cM2I2OEvoF8D5/ZgOAxN/deB1iLJYRlDqnVNR1xR8wh0ZvxaROIkKkA5IR/KMPUqkpDt8YExPUJWEAnCJCoqdDIyVBkD9yTDrIqU9OoUFPvdHDkBwQNe3pP+CKmAwI7bGwajI1Jqmr99g49ENsuK4t+O/NhZ0ifk0OPN2IoIZ1bXNlPIPLqGVMk/FReTpejY52qCkdPv9/IsMVQrxNk2g+24oDMalSUCh89KHv+tFFfh21p2WJqMg53Y4OtCWpqDAMDnJpq4t0/+p1dqLp6DCNjurEJ1cQ47fVL76uX4549rgdbdzk7dTk6UvUNqtTUct+/Q969HfrgD/T7F1GvH5FMDDDqynh1tcxHjzKfPK1QUk588iTi0Z/mp6SMzpzUPydjcuWc7e1bzg/uQn/7Re/C+aeSp56ev/z7mdNnf/5R+tgPPxw58st12XMn//f03488OHMUDTGaIZdt1OH4JZmjuUkjeYlD+UkDBYncgqThosShglh2OrIx2pMc5EAOsif425L8wZRAMMnfGuNlVuVhUu1pWuZqVA03q3QzyYdqpZopJZsopJopp5mrxRkoJpiqJpppoE1Uo4xUwg2VArXewZVf2X54pf3w3qNLZ2/Knrh385zC2z+VFZ68fvHb3Vtn9VRfRgc621tqOkP1bW20zEwVTc2VbG20vD1s4mOD8fjStnYmq6W5idna0z88LVwSiFbFEgqXhTNLwun5mam5tdWdI1O8RcHUyuLs9vzsZyF/a064yx9bb2WNDHCEE2Nrs9PbAv76FG9lanJ5hr8yw19Znv8yObY0MihqYw0yajomx5a+bAPzwq2Vhd315X3B5PKsYJ3dMcjuGPx+CGyu7X9e3QcOgZ3VgxZaO7uRA+wDwA6AycMCW8C39e/7ywfAASC+eXB8YKqxrnV2bnn34Jt4RdP2l0Px/rfPewdiJ+Xw36XKxLSwGk/CkWsryPRySv1f7U81jYmhN2HrGsuptFIyOae6IiE/IyojNiw5wj82wCvc3Qvp6BZoaWL36aPu7WdKF/98d/qFyhUdy1f2XmaBqP/D1ltGtZ2ubd/d+3623Pfee3wqU/epTttpO+1UpkoLFHcnQIDgCSS4uxV3t7i7B3cJDoGEQAyCeylt837I7N7z7udZ6/hwrSv/Bd9+67TrPEILqwvq8XAsjUjm0LV2hdoHRGQmU+sfRKBR8FQyjkIgMShEBpFAJxDoeK2ITByRiaM3UagCEplHIHNJFB6V0cTitQgEbU2cJgGvpUm711K7QLetp6dncKBb2Ns10NPW08VvbaZz2SQGDU8l/7vpQ9FmQFQ2k8pmUlgsIp2KwCIrKgsrSt5WFaeUZoYVJQdkhgMjvMzt9e466d1nVWRtDDYvt1DWBHglrnQ4P64vEcbyd+GA3VHOVm1h0LXa6snkVFFs8nJmSQcQMgGLn4xIZrl4twWFSwtKZcUVE/FpY+Fxi28LV3NLheDQXu8g4hvLJjv3fhBYHhGvjkudhob2uHh0OLuO+oGngkNL7zzA65m2u3htZRevZxfNxaZ0gwLGYZFdXgE0S3u6rVMfGCaJS9ZqOadQCAvhuQIRBkZVL19RrKwnIiLVGZmSqJixIOhkcEiTgwPV2Bj17HknwEXoCRrxAU1A3Hvc7dl2NnyfgKG8sgkUSUikjNKpczTiQEYS19aqzcRE5OjYZWJM1nnBsTAZcned8PbstLdFP35YeesGQed5p6PjkBeo282FZmRAMTIiGRiQjAz59na9Xt4YXb1eH1+WnR3PBdDm681yAzBdnTv9fHvBAXRLK7yhEUpXr0FPt97oDdLOosrGJOfVY6SRftn9u8gXL3C6uiQjY/SbN1m/3M168jD63m3PS2ecL57y+vlqwN1brpfOO54+4fjjhafHT1799uCZr744+c0/D3/51yNf//XLvx44+JcDr6+fLA5yFxNq5fja6drCFTJii46ZrMiVIsukyLI5dJkcWybHFE/XZQkL4zoygzmx3oxIIDXMhRrmQgp1xAbZoCFWOKh9g68lCmyL8LeudDcqdtIvctQrctQvcHiTZ/emEGBSADDLsHuTYK4Ta/I80ugJ7M0T4JNfTW7fuH/m2OVj396+elLn+W2dF3ce3L984dRXpvoPUqIDfFxNQS7GAHtdW5uXzk76/n72EWHeOTmJZCqqq6e9tbND0NLe0z8qlS19Zopctiibm5fNKudmlGuruwfkc6ti8cKCantnW7O+olEqduWzO5Lp9amJZcn0+tzMhkS8LBYtiqfVkukF8dT8gnJ3YlTZ0Tra0jg4LJxdUO4uL+7NziwrZGvrqx+WF9+tLr8fHpzu6xnb2dKsLu2ur+xtr+4P9ow3sdrVM8v7qx/HeyaZWPbe4nvNlkazo3m3vC8ZkzWy2zua+uYVK7vvfu8fayGi3Sypdf/RFla0SZCWKXgKA0lhIKhsBJX9B6wIsGwegsZsoFAqsKjcmvKM8tyU4sy43MSItNDozKCgWKC1+8tH+hd/fnbk1tPDz4yv2oP0QxL80gtTqtG1WBqZzGHS+By6gEvlselcLp3Dp7F5n5cnUNlsKptJ47CobDqVTaewaBQWjcqhUjlUGpfG6+BzOnjMVjajmc1sZrOaeZxWAa+9iSXgcZoEWrMhJpfH5gsaW9vaujob25sbOxp5LQImn01h0fBUIo5C0mIFRyHhKJTPT65JdBaBRkNgkaVleSUFaWX5CaWZYSWpkKxIjyiQue3LW4l+jmMszPZgy0oLZYkFF1Vn9KUF98UGNkLcia42xYYvOb6gsaTEJh//scj47YKaHhCsxzt0IiyFBfBtDAidK60UJqaKEtOE0LA+MGwqKqnXF9ri4i1w9JgIihoFh6vi0mbC4tSJ6aqYhFE/sCQ4rB/k2+zg2gYA9XtBllNzpsPjhiGhQ+CQtazCidBooolV3as3A4Eh2yWVq3nFoqj4IVj4SFgEz829Vle/8oUO1xkwE5+gSE4ZCYJ1e4KGwZAuILDF3oFlYtrj6jYA9BjwcOvzsBsGu7d5gegePoLYDGEtdpjKEnFYjVlpjAAvholBt6mJ2NlxwMqSb2HaBXTtBjiOgdz7XZypr3Ua7v+Cf/msxcZmwMOdYqCPf63TBgCU37sXffwYzcyUZmbOtrYRhYV3gEB4M9Pix4/Knj/luALafbwpFhZkYxOmpRVaT7/wwa95jx8U6j4vNtWrtTai2lkRDPTYlpZsS0v8G4Oi+/fDz54JvXzB//J52xMHzY9+Z3/xpPOlc7anjtmdOOpw+eKTU6dP/+uLH/7x9zPff3noX/914Ycvvjpw4OnFw/C4oDFkyQoTq0RXKZEVy7iaeXTFdE3eHLJ8DlkuR5ersOUL2NK5htyJ0sSBnLDGOG92hCst1Ika4kiA2aHBlsgAK0ygLTLABg2xQ/rb1XialwNNytyMi52Ncuz1Mqxe5Tga5DmZpNvqJ1q8SrR4lWStn2Bj7Pb0gcmdm/fPn7h87NtrF4/evX3xxs3TZ899d+LoPy2NfkuLhQR62Lg7GDpY6thavXABGMCgrjGx4IKCVBod39vf097d09jS2dU/IpUvS+Wr/8EUmVS1sb53QCpdmpxSqRd2d/c0a6sauWJXKd9TKN+LJpYnJpcnJ9RjEyrR5MKUWC2RqMXihempxRnJysSocnJifkG5q1RsS6bVsrk1pXx9dXV/Sb27sLA9MiQeHJzaXP+wvvp+ffW9eErZ3TEkl6g1u5oJoZhN4I12T3za1Hzc0EjGZFxqE5PM7+4YUspWPn3UfPz0u0HHH9fTag9/7ChPS2UYAhlHpsNJtHoyrYFCh1NYCCobReei6Fw0gwenMurJlEosNr+uOquyKLMiL6U4Mz4nLjoTFhTrYQ189cTwyv1XZx/onte3uQeEWMdlRuRV5DbgUQQmg8rjMhoFdAGXwmVpNzwxuALtsrjPC+VYAgGTz2Xy+Uw+l8nnsgQ8diOf2cTnd7XwOps57Y3sNgGnVcBpFXDbGrltjZwmAadJwBIIGDwenc1hcnm8puamtlZuM5/TzGE3cmkcBolB+SNTsGTiZ6aQmUwSnYWnUpFoRElpblFeSmlefMXb8JKUoLeh7iGuxk6v7+HyEtR9gvUe/rKAoCRXjBTF9aZAO0J9+H6uNab6Ba+fdYRCRWnpXUGha4VVG7mV8risIUjMSEgi282f4x2krKydLSyVpGZMRkd3+4GnohMk0YkdngE0S0eSsc0YNEoandIHClxIzFxJzx7xDxyHwFjm1q0A9xYnj043H1V8ujgifjo8rtcb0g0KaAR4kEytcSaWwqBQeUrmRETscHDEQFDoZExcNziQYGmNNDJp9vQURUVPhkf0+vkPgyFjQdARX78BT1CvG3DY22cY5C30cGt2MJmOCBDCoBhHN3xQzEA9XsRpmqDT2CmxffFhE/6gERvzbgP9NoM3AivLFoBzu4Ntn7NDl4Nds6V5k4VZq511q62twMqSavim0dZ62N+/9vHjwK+/IhoacG3tpkLDuPYOre7uNFubkt8e17zSafb04Dg75d6+zba07nb35NjYFt67F3rutOfR70NuXYbbm2FNDDlWFnwra9TLl6V37+XduZN0/VrwpfOwn6+B7173vHnZ4cdT9hdPu146b3fq2Mvvvvr50METX/7z6Bd/P/XtP77/24EzX/35xeXjlWE+YkK1GFk6XZm3gCjbIsMl5dkDOQkyZOlMXbGkvnimrniuvkBWnyeuzBjNj+nLgAmi3bkRrswwADPChRbqhIXYIgOsUGBbPMyJAHPBBjrB/W3rfKwrvSyKXU2yHfTSrHQy7N68dTBMtzNItzPIdDBKdzBOsDF2+PXumxtXb5/+4eIPX184c/DylePnLh784eg/zp/5FmDzJjUGHObn7OVo7GT5ysH6pbPDmyCIa2w8tKQsm8EmdfZ1Nbd38Fs6+oYmpPJVqXx1TrEyp1iSyxblsgX5nGpuVrmxvntgQqQUzy4tr35Y39ao5t/LlLtK1b5UtiOaWh2bXBoZVY2MKyen1CKJelqiFs8sjk/Oy5XbsrkNmWJrbVUjnVufGFfMq3cXFraXV/cXF3eV81szMwtS2dL2tmZ7W7O29n5paWd5cWdnS7Oz+UkxtywVKRcV6/vbmp21D2PDkiZ+l2hCtr+v+fRJs76+t/fh9/G2P/aP/+8plamZORSOiCaQa3GEGgKxlkiqI1HrybQGMlMLlxoCuRpPKEOh8mqrsqtKs6uKM8pzUwpTI1Kh4EighYvObwZXH+pdfGZ8zRzw3D/cNSUvvrC6uAGPw9EYZDaXzm+k8XkkNkMbknxeFve/foaNjezGRragWStOYwu3qZXT0sZtb+N0tHD/IF57C7+jldfSxGkSsHhcOpvFYLJZbC6P3yhoaeY08TjNHFYji8al/ZEpWhFoNBKDQWFyqCwumcEm0ukIFLy4JKcoL6W8ILEiM7IoCZIaBIA46EHs9HuJ9ZvD7fPNtHkWahZdOJQf3Z8cyPMDMN3til8/rTE1EL9NE6dntvkFLeeWzcZmbmRXjULju3zDWv1CW4OjZeW189V100nJ0sSEbj//di/v4eCIDi9Ik5sP3xE0HZE8n5oz4BcsjU6aCo9ucXYdhUDbXIBsK/tmR/d+L4gqPl0anbT6tmAcFkm3sJ+NS5mJSeoNgIqi4mcT00ZDo0ZDo1pBfj2QoO4gKNcVSLN37A4ImIyMmgyPEEVEjkACO4DuHHMLkp4+y8S02dq218mlG+DY52nfH+DGAjgjHdx4iblTJIGI0zREJLTnpI8kRUgDfcZtzdt1njfp6jXb2XcA3Toc7Xoc7XqcHPpdnIfc3frcAK22tiwTY6apMdfSHKerW/PoUf6tm83OTt2eoD5vH5SuHt7YGG9mSrKy5ACcBUA3joMD1dyiydahw9mVa22LMzAse/407MqFkJ9+rDTXp1hb0E2N4b89Kb59u+TOLyUPHqTfuQ0+e9Lvynm/n6+Abl91uXHR8+drvndvAi6cefHtl5e/+eL0wW9++Opvh//x5+P/OnD+yz+lgxwk5Iaxyhw1unIRUa6qKZqvL5kufTtSmKpAVc7UlUhqiyXVBZLqPElVtqgkefBteHcKpCnaozHGoznBty0V3JzkR49wx0EdMRBHbKATHuqChQKQYIcGX/taX7syT6scZ6NsJ+O3TkYZ9oZp9kbpDsapdoYRBs+9frv75sqFh2dPXj363bkfvv7xwpHrN878dPPspSvHf7p2AuRqkRjqHenv4mVv5Gql62D+0tb8hTfINjo2sLK6gMWltXS0swXNvOb2kckZqXx1VrGmZYpCvvSZKWur2wfGp5RS1fr6tmZp45NMuStb2FOpP05JN6WynQnx2rhocWxaPTm9ODY9Pymen5YuiqWrc/JN0fTitGRZvbQvU2xNidXqpb05+ZpqYXtevaNa2F5Y2l5e21vd2F9e29t6p1lef7+6sb+6uqdWb22uf/i4r9nd1iyrt3e2NLvbmp0dzf6+ZmdPs7b5YfPdp70P/zucop1P0XoVajOgz5HLpFgKR+MQWEIVBlOBwVRisVU4fDWeVEuk1BJodUR6GQpbhsIWNcBzqqqyKsuyq0rfVhSmF7+NzgiDRHlauLx+YnDzieE1Xct7jt4m4cng9IK0wqrSWjQWSaTgaEwSi0Nis/AMKpFO1dZKKSzGHzdRMnmNTF4jgytg8hqZvCYWv5nT2MpqamW1tDJbm9mtLZz25t+x0tbMbWtmN/IZPA6VySDRqGQKjUZnsthc7cY5ViOLKWBSOVQinYyjELRM0RZTtEEKjc2jsXkUJofEYDQg6otLcorzU8vyE0pSQ/NjA5IhThA7/fww39k21upA8ywbIyPXTVZn9mWFdMf70z1syY7mJTpPSM72isLc3rAIpIlVhw9UGBCliM8dDowVuAZ0BUZNZxXJK+rG3ubMpKYo0pJHQmFEC3O2I4Dt6NrjB9NOrChT84ZhMeKoJHFUQp8fZCgwuNHZTegTNBUcPRMeLwmLa3PzlsenKRMz+n2DKOa2ZDOb0sfP6bZOExGx8pTMtfySkdCoRg9QDxTW4uXDc3MXwmBjERFjIaGy+ER5XPywP7jfw7ML4CIKgIgCIHPQkOnAgCFfgMDVkmRny4dGDVdgJgi8MWajqq11oDiH5+vSbmEwYWUyZGzYYWTc7uTS5+vXZm/T42jXB3DqdXZssbJgGOpT9fRoBm+a7W0FNlZFP/9cfPt2zW+PmZYWHUB3lpU13dKKaWvb8OpV7i93q16+YDrY93j7TMCC2xwBpNdvah88xui/YTo7Yuytys3e1Fka8lyckC+eZV64WH7vHkZXr+zRo8SfrnseP2x96GvjQ1+YnjrkcutH33u33H+67HDmhMnp45cPfX3qyNeHvvjLN389cPH7v726cpybnyIj14srchbqSpZqixaq8lU1RdLK3ImKrOnaQnFNyVRVkagsV1SeNVWSPpaf0J8e1pEA7kj070oNEGaFjhTH9OdHNaaAqeEeeCgA7muLBjuiA53g/nY1PrbVvralIOt8oFmmo2Gq3ZtEK70ka/1UO8N4i9f+T+6aXz3326mjt344eP7gl2eOfHXu/KHL109evXH6yrWTt2+d9fO0DfcHhPk4Aa30XMxf2Rs/M9V75Aa0io6H1tSXsQXMpo42BlfAb+mYFCtnFWuzijWZclWmXFbIl+SyefmcSiZTrKxuHhDNLkoXNla2NMvbGtnC3tzCnkL9cWpuSyLbmZhZHxcvT0iXx8WLw1PK0WmlaHZRMrsmlq6OixYmpxdlym2ZcntGtiqf35qWLs4p15XqbZlqY2F5Z2VjX7W4tbC8s7z1QbWyI1OtKRY21Ms7y8u76+v7e3ua/T3Nzo5mfX3/3b5mX6PZfK+ZX91d2d5/9/HzauvfHcV29z9t733QHrQ1Wu1Opnokph6FLUM0lKLgZShUORpdgcFWYnFVOGI1nlSKxJQiMUUN8Nzq6tyayvy6ytya8uyK/KTchIiUILcAa3PAKwsXHTvPNz4hzgnZEdmlOcU1lVUIVB2aiCCQMRQalkZFkQkYEgFDwmHJeDyVqIWLtrpBZrDJDDaZwSEzOBQmn8ZupHOaaNxmMpdH5vOpjY20JgFNwKfyeVQem8xhkpl0PJWMxuMQGDQag8MTSGQKjUyn0dhUKodCYVNITBKOQsCS8Vgy/t81Wtr/nylcEoNRD68rKs4uzE0ufBubnxCUHemTEugS6mLKrMxZGWpf6OCI6QgpoXqgML4zGSwIBqCs9OuMXha9eNwa6P8OUS9OSW/xgchTc/t8wwd8I6bC0hvdAumuvguVDRs4cldsgigxTpESv1GU3wcBD0CD6XbODXombd5Bg9CYkdA4ITRKGBg+DIsahIa1evqSzWzagT4TQRGq+HRlXBrXzkXoDxsNCm919eoE+YvCY7v9AqeiEyYiYju8A2TJGdLEtCZPr77gkCZvHz7QYzQ8fDQ8vM8/YCIkrNfLu9HescvFtdMZMAUO7HMFCl3dOxztOtwtm4DWfE+Prri0iTrKOKlxlCFQtbQMl+bxvJ3bzfVEVkZDhnptem+41rYcO4dWW9tOO+suB7s2GyuGvi780a8NDx5gXzzv8wCOBfjxbGzQOjpkYyOmpUWvl3ezM4Dn4NgBAuGMjHLu3kEbGfb5+w/4+rU6u3DNrFBPXlTcvV/+64OaVzoYW0uMi129lVG9zovah7/mXL4Cf/YM/8ag+NHD7Ie/Rty86nv1gudPFzzvXvN+cNPj1lXr08dMD32re+T7S4e/OvjN3458+7dv/3bgwld/DrPVH0GWTdcXrWNqFMVvlcVvV2qK5GW5w3nJwyWZk9UFk5XFE2WF48VZ4yVvJ4vSR/PiBzLCu5MC+zNgwqzQ8cI4UUXKcElicyqUEuaBCXJGBTjhoW44qBvC37HKy7YcZF3sYZ0PtMiwN0y1e5NkrR9nqRtnqR9m+Nzt3k8G54//8sN3Vw99c+7Ql2ePfXPuwuFzV46euXTkzIVDt2+dDfCyh4IcQrycXExfOho/tzd8aqL7EORlH5cUUo+o5DVzW7s72YJmflvPxIzqP5iikC8oZPO/M0WiWBXLV9RrH9Z3Narl/VnV7tz8uxnF9uTM6ujU4ujU4oRkaWx6fnBcNiySi6RL41OqaenSrHxzTrkxK9+cka2KZ5clcytS+apSvT2/tCuVryrVm8vr71WLW2tbH6fm1HsazcaeZk65urL+fm3zw8LC5vr6/urq3t6e1pbw0/r2p8WN98tbH/Y0mp3935my/f7T1u6Hdx81+580ux80u+812+8/7ms07z5q9j5qRkXiWjiqGokuaagrQsBLEIgSFKoMhS5D4yow+AosoRyNK0PjSpGYgoaGwvr6YiSiGFGfV1uRXpSZkpcYEh/oF+YeEOHpH+4Biw1IyUvMqygorauuhCOrkZg6DB5BICFJxAY8DoHDIPFYFAGHJuK1BQ7ttko8hY6n0PEUBp7CIFCZRBqHzOCRmHwsnYFj0PFMFoHFxDMZODoNTSEiSXgMiYDAYWrhDdX1dTUN8AYUGoPFY4kE7XMeAo2EoxAwJByaiMWQCDgKiUCjaf8Rmcmksrifc59aRE1hSXZeTmJuWmRWdEBmmHcGFBjvYTNIQ+2OdyubqTO0BimutDs7rDnGk+pjCTfXKX/9OP/pgy4YZK+uXpqcORGZpKnGDoOjmp19l9KKOn2Cq/XMFsprNfzWgfjkIVhwrxdIkZjU6+cvTUju8AFjjK3GIxKHQ2KliW8X3xYPQaOb3Hw6fYN6wbCxsOiBANhoULgsLlWdmt3q7DkSGCaNThoPiaJa2FGtHWp09Lv8AkVR8Z0+4Ln41MnIuEYP767AIJarGxvgOhEVMxkZ1eXtMwiGSMIihCCvUV+/fje3aQikDwAYB3mNeXm0Opu0ezkw3Vyo/kFDlejFln4Rg9dSUkoJ8GI4mPdbGY2b6ne9ft5nZdXn69cEdO90duiwtWqzsWq1teWYmaKfv6h98LDm0SOaoVGPG3DMP4Bpbt7t7t7l4dnl4Uk2Ne/38aWaW+T8/HPBr/c5zk7tnp7amf26Xx+TXulzTC1rHz+JO3cu/e7PFcZ6xa+f1j193OZgz7OyIBjo5f5yO+LimYRfbgZeOw84fRjyy0/Qx78Arp4zO3HY4tQxixNHnx35/ty3//zif/506vC/jvz3gSN/OlAV7jtDqJlpKFHU5K/Xl2rI8LX6oq5YaGtckKgqS4YqE9cUTVfki8pyp8qypsozp0pSR3NjhZkRwqzwoZzIsaJEUUXaYGGCICkQDwMi/B2JIR70KF9apA8qyKUSZFMMNM93Nc11NSv2tC30tMlytUyyN4401fV9+cjqp4tPjh+68t0XZ7/719kjX108e/jatdPXbp658tOpy1dP3LpxFuLjCPG0D/Fxtjd+Zmf01N74mYXBE0iAa1JaRAOyStDK6+rvFrS1tXT2TswoZhUrc8rV35miXFTI1XLZvEymWFvdOjA6qVAt7qoWdzd2NMIRqWR2bX7xvVi6Kpauzim2Fpb2Z2Sr/UOSSfGCfH5rYHhmQqSaV+9MiFTjkwqZYkOu3FCoNscnFRLpkvawsvZhZnZ5YXF3Ze2DQrW5tLanXtldWN5Z2/wgli5o/cO232m00hqJ7expVjc/rG5+WNnY3/2gUa/v7ms02x80q1vvN99rdvY1exrN5rtPexrN8sbOnkazs/9pcHIKTSBXIJBVOHwhEl2OwRehMOUYfBWJVoYmlOFINURaCYZQisKX44kVWEIhEl0ER5Wh0PlVZdkl+Sk5GfGZiXEZCYlZyekFmdkl+RXwukoEvAqJqEKgKYJPRgAAIABJREFUKuHIKiSiBo2qw2IaMBg4FovA4ZB4PIpAQOFJKDwJiSNiSVQMkYLCkxBYAgJLQOHJGCIVS6IiSUQkCY8kERFEHJyAReKxCBwGgcM0YFC1SHhFXU1pdWVJVUV5bXUtvKEejUTisVpaYclENBGPxGMROBwCh8OQSNpiConBoLLZWnMiHIVUUFVYWp1fWJgWG+qXHQ3NhILCncyI2fGqdoa6jaLgIkXYguGKxJ7MIH64M8XTpNLocdHLX8tfPZtNTVnLKxNHJPd6QD8U1n8squ8BBjAsHbr9AkXxqfOF5fNlNTOpubOhcSPu/mM+sOmQmJHAsGFY1GhITKd3YLuHf78vTBGbrkrKGoFGdvvDuK6gshd6tboGXX6B8sR0UWhMr2dAt7tfNyigzd2nwwc8FBo5FBEtik2UJqYJg0KF/rCFtOw+SHA/NHQAFjYcGj4VHTcdFd3vF8Czsx/28e13B477efc4OYh8vXoc7YTO9s0Whq22BtMRAVSAXY2z4xQKq+Q2LvD4GHBAT0jQfETomJXJpKlhn4EeW+91u483HeAoBLkNuDj0A12YJqYoXX2coSni9RuisTnf3kEI8upyce1ycR329+fa2qH1DJtd3If9ICwLq/zbd2qeP2fY2wkAgEZnANnQmKpvxDe3Jr9+U/3Lg5pHvyH19JDGhlgTw1Y762ZzM8zr57n3bybduxr78FrgzbNOp762PvxP9wvHfa9fdL9y0enH8zY/nntz8tjd77/68eA33//PX7/5rwMn/udPJrevtlXlT6ArZtDlamyFsi5vuaFwBV5E93doj/OfKU+dqcwYKUhYIVSrkCVDeQlDeXGDubHd6WG9mRFDBfHDhQljxamjpWkDhYnNqSHUMB80xJUZA27LjunMi2fGByIgzlVe1sWuJtkOb7IBJjmulm/drFNdreMdLf0NXxlcv3L12y/PH/z6wvGDV84du3bp1PUrZ366dvqna6dvXD/9+NfrMIg71B/g5WZpov/Axuy5vaWOlfnL5MSQnJxEOLy8qZk9MNjb2tnR3ts7I1fJF5YV6jXl4rpifnlOoZbJF+QKtUq5qN3JtDIrW1Mt7IxPKqn0lu7eyd7+KYVqS6bYaOsYGRiUCIdmJqfm1Ut7EumyQrUlmp6flqhnZava0smESDk5pdrc1qxvahSqTblyY3F5b2FxVzyzqJzfmlfvbO1q1Ms7KvXm4squTLm6sv5+afXd8tre/OLW7nvN1q5mcWV3YWlb66a8u6/ZeqdZ2tzf/aTZ02i29jU7HzU7HzWb7zWrOx/2NJr1vQ97Gs3OJ41wQoQkkhsIpAYqo4pEqyLRyvHkcjy5kkgtxRLLcKR6Olt7X0tl1lKZFQRKOZ5cTSBXIlFl9XUFlRXZJcVZxUW5ZaVF1VVl9XU1aFQtBl2HxdRhMdpzPQ4LJ+ARWAISR0ThSWgC+bNQeNJnpiBxRO0HGCIFSyajiUQ0EY8m4lEE3GegIHCYWiS8sr62tLqyqKKssLy0pKqioq6mGl4Px2K16y/RRCKKQNACBYnHY8nkzx2fz0zBUAkldaV5ZW8zM2PT4oJzoqHJPq5vfd066oqWOhiLbWQZq2Yc+ba/MLI9yZsJscYC9EqNHmY9vdNgaqjOyVvNLZfH5UiCU97n1S8n589FJQkDggSu7i1efqLEDElmoTAkQRmRNuQG7ncLGAWHN7t640xt+K5ekthURUKm0Ac27BuiiE0XRyW1eYE5Lp4sN1BbQGAnBDoeHqNKypyLShrwDuwDgUdhEWQbB5qTC8cd1BUIG4uMHYSGDfhBx2GRnb5BPDcvqo0jy9F1EAKTxsWLgsO63d2nobAhL48RT/dWa4sRN+c+B5sJD8Cwm123s1m3l2P5m5dF1mbt+XntpWViDLY7NXk0LFjq7z1kqDeop9NvZthua8XzdMXZmjNN9DrtzMd8fJqcnNl2gBZPf5otgGBmLbB36vHwaHNwbLa37XIB4vUNC395AH+l3+/h3Qv0ZFvbNLm6dvv4NHu48xwckTqvmm0cegBAnrFF7b2H5Xfu1T55Wq/7Gm9k0GxuxtR/XfP4XsadKzG//Bh2/6L/jZNu57+D3DgHvflj6N0bsLu3PW5cMz1z4uHBb3/65ovTX/zP4f/+69G///mXE4fKwgJ760vnmVgxsnSZXKtEFC7AC0Zzoki+tj3JEFl5iqImQ1KRKq3Jmq7IGC9OHilK7M2K7EgN630bPZCfMFn5dromb6gotS09UpAYzImF0iID+KnhPYUpfcVp7EQoAuJSCbIqBVrkuZi8dTTOcDZLcbaMdbIIsTX10H+l+9P1K4e/u3r2xNWLp29cPXvr+vmb1879dOXM9csnr18++ej+NSgYGAR28fKwNjZ4aG3xwsFW1876VViId/bbWDy+vr1D0NPbLmht7O7vm19ZmVWq51SLWs3KF6Sy+dk51axUsbW6eWB0XD46Ll9a2e/tn0JhmBRaMxxJE88sDQ5Li0sRVTV4DI7d0TXW2z9VW0/iN/bJlRvSuZXB4ZnW9qEJkXJxeU88s9gvnB6fVAiHJAuLu7OyVS1fllf31zY+rW1+UKk31cs761sfP2g0G9ufNrY/La/tray/39rVvP+o2dj+tP1Os7On2dzRzC9tb+9pNvY0K9sf32k0G3uarX3NO41meev9+t6Hzf1PexrNO41mV6MZGJ9swBFQFFo9mVZHZtQQabUkei2JXkdmNFBZDVQWismD09gIOgfF5CEZ3AYqq57CRNCYKAoVQSTUYTHVqN+DES074AQ8gkhAkUlIEhFBJCCIBCSJiKb8DhEMkYIlUT8LQ6TgyDTt4Y8f4CgULJmMIREwJMJ/YKUG0fCZKUUVZdpQpbK+tg6FasBgtBz5DBQUgfB5w652ya6WKWgKvgJR+bYwNSEhJC89JjMcHO1mg0qNknLxy510dRNOQioVVia2pQdywp3xnoY1Nk/Tn99Oe3qvERLwDo6ejM3sA8dMBKdII7OmQpPm4jLHw2O6wdCR6KS5rCJRWoEwMnkjp1wVl9YNCuA4uXX4QYRhkf0h4f2BIavZhaPg0FYnj0GfoMmQ6E4fcCPQqxcWOpmQ3BccJgwKlUYnyaKTRwJC+r0gg5CQVpAfz8OrHRw0Gh0nTkiZTUwTR8QP+EGF0IgmTz+qjSPN1qnb2386Kno2KlYEgw37+Pa7u454uve7OE15ewy7Oo26OfY7WXY7m/GdzQt1nxbZWrFSU7nZOWIUZraifAQWNOhsP2pu1Pf6eZ+ZYT8QwHS2JztYUw10OmzNhjw92dY2TBunPkhouzeE6wxsBbj1eHi02NlzLMx4ljbw5zp5t+/VPNPpcfOcAAcN+Pr1+vm1AIEkSwuSiWnd02ftTi5jPgFCV0+WkRnVwJhlZc1xdmr3AFL19DC/PSq9/3POrzdTH/0U8ctF8PUTPpeOBN+8CL5yFnLtAuyXW543r+ufOHL32y9vfPfVD385cPTvfz759z976j8fJMDHsNXzDJQEXrRMrlUhixaRRZwQICMIMJYXIy1PlVVnKhvyRgriRwoSpsrTB3JjWpKCOlLDhLnxw8UpoqqsiYqsnuy45pSw1rSI1rQoflJoW1Z8T1FqR14iJRpc5e1Q6Gqa42yS6WiYaPU6xvpNuKVBoKkuyPCVzbOHT678ePnwwVuXzt26dvH2jYt3bv546/r5G1fPapny8N5VKBgIC3Tz87Y3M/7NxvKlk72+s8Ob0GCvtxnRBEJDZ1dTT297c0dLr3BgVqWaUy3OKtVasshVS3LVklyhlsvmtza2D/QNTI9PKhcW33X3TqKxrKoafGk5akqslkiXO7rGBgYlk1PzU2I1m9tVVoFu6xjRbntrQFAKi+v5jb0S6dLg8ExeQQ0ay2RzO6cl6tFxmUK1qVrYls6tzMwur27sK+bXpbIlrXmYSKxcWn2n5YtyYUOl3pxf3Hq3r1nb/LCx/Ulbmt3TaFa2P+5pNMtb77c/aPY0mp2PmncazZb2/Emzp9GMSaQIAglJpsKpDBSTV0dmIBlcNIsPp7ExbAGCztECBcngapkCp7EbqCwEjYmlM7A0KppC1rIDSSKiyCQMlYKmkLE0Kp5BxzPoODoNS6Pi6DQ8g44j0/AUOoHK+CxtJUV70JIFS6L+/hmNRqDRtG1g7YDJ55ilHo2sRcKrGuoq6mrKa6sr6mqqGupqEA3VcHgtEqnNsLTShi14KvU/mEJmMtEUfDmyMqsoLS4OVpAemwQBxXvYt9eXLnewF1spMmbDGDKnMz9CEO9NhdginV+Xmz9O1/klTefRUEqyhsoej8/uhyVJ4gu6faPbPKCjIXHNHn4Ea0dhWPxyaf1UenEbOKrTO1CdnjOblC4A+XC9fDqgwV1BwQOwMEl0ojwmZRAEabZ1HfSFjgVHdvlC2n3BfcFh47EJk5Fx/b5BA96Bk0ERQ34wvhOw2z+o2cd/IDRiLCZ+KDRyKjphJiqxxwvcBwntgYR0+QV2+ID7/CAjsGBJeJQsOrrfw7PXDTDsARzz8hD7gkaBAKGTTZetGddcl+1oVmVuWA8CCnJyhPUNc3jiRG5umwew2URf7Gjdq/+y1eBVr6sT3tKU7+7CNTNotTLucnKimJiSzWxaQQECN2+Ok1sn0LMPBOpwcuZamjNNzFE6ug06ekxr+2GfgPGAwA6ge6MzAG1kWPjg14ZXr/BvDKgGxt0A4ICLR4uNQ4u9U6uLKxfgzHW0x7x8Xv3r3eIHt6te/1ai/zj58U9hN86GXD8devUc5OJpv4unva9edLx0/vXxQ78c/PLmwS9P/O1PJ/524JcfvkEmR02QETIaUowqU2AqFjDlSkThArKQ6GvflQSV1+WIy9OmSlPkDXnD+XHjxcljRUn8WH9WhFfv2+jRopSp6uyhouTurNiutzHd2XFdWbFt6dFNqRGduUltOQnMhOBasGuei3majX6c6YsQg0dBeg99dR+5v3zo8Oy++aNfXt66evvMiXMHv716/uS1H898jlNuXD174+rpm9fO/Pbgp+BAjxCoO9jPycL0qbXFC0c7PYCjESzIIzoyoKQki84gtLYJugd6RicnpmZnZfNLs0r1jHxeqliQKRcV88uq+WWVcnFzfevA8OjcnHx9WrLY1jGCI3DzCmoJJL5CtdXYPCCeWRLPLKkWdgaHpeWVGASK3tUzMTg8I5EuVdfi8URue+cIT9DT2y+qqMIUlTQgUDQKram7d6K3X9TZPUZntnb1jCsXNmbly22dg3gSm81rR+PooxOzy2t7w2MzzW39MuWqSr35QaNZ2/ywtPpu971GsbCxuvlBvbq9+0Ezp1refPdp94NmZ1+z/f7T7geNdiXa3ifNjFxFoDLqMPgGIhXN5FTjSRgWF8fh15GoSDqrDIWtJVLgVAaayUEx2Eg6C0FjImhMFJWOodGxNKoWIp+FoVK0QCGxWWQOm8RmEVnM38/031s8FCZHeyDRWZ9FpDE/i0Rn/ZsCDO3bv38P8pNwFJI2YGnAoOpQiFokvBYJr0Mh6tHIGgSiFomsR6O10sYsKALhj7mP1gJNy5SShrK8yuyUlIjM+OAYH0BBqK+YhVtqo6u4mGlCaW95UksmlBPpTvK1RNi/rDD9rdj8VY6hzlBGxh6eNptTqcipeV9DE0Xn9IFj5pJyWkCQ6lcGAk/wSnGdIqe6ExLNd/UaCYsYj40biIrsCg1hgTx5INB0fOIINHQlPVsRmdAH9BkNgInCorq8/FhOAL6ntyQxVZH6ts8nsMPFawwcOuwfzLEFtHj6Nnn7CcMihyKi270DhOBgaUTCOCyS5wJq8vTr9g8ahIWPBYePwIJHIdAxCGQaChvxAfW7OA8CXYZdnYZdnYYAdsPuTjxLA6KlQaW1MTUyrLe6agJPGKmsbAwJbXYFsHWfT9pbduu/aDPWFXq44kxNmtyBfAsjrtHrFhsbrq0dx96FC/DEmljjTa1anF17PT373T1aHOxohiYoHV2sgYnAyXUqKGQI5Mu3tRc4OWOMjXLu3qnX0WHZ2PKtbIUe3kNAr3Z75zZHgMDBEWNgUPnkMVL3ZdnDe8WP79a9eV5j9CL7yZ2ku1dS7l1Lv3cr+d7PYTevAC+cNjv9g87Jw3cOf3Xhi/9z/n/+dPovB6BmuhNkxCSuWklHSlAli+SaRXy5ClkkKc/A+9iP5sUvoEtmqrNEZWniyozpinRJ1duutFCUjy01GDhckCQqz5yqzu7Pi+/Oih0qSu3NTeDFQzmx0PbMuN7iTH5GLCbUrwTk8NbRNN7iNUTnPuD+NcCjm7a//mR655rez1eeXLtw+/yJy8cPnT787bnj358/ffjS+WNXLp64cvHYlYvHrl06cf3yyee//RwS5BkCdQ8MAFiavbAyf2lr9drBVt/dzcoDaB0WFpCdk1pRWczgMiemp2QLCwr1imx+aUY+L55TzsyppLJ5mXxBLpvfXN86MDAokUiXJdLlkTFZe+coAkVv6xiZmV1hc7t6+6dIlMbu3snBYSmD1d7dO8lv/N29tLoWX1NHoNCaaIyW9s6RzKyy5NSCtIziiKg0FqejuVWII3CwePa0RM0VdI6MS9m8diyBSaLy6hHEPuGkSr1JpHDZvPal1XcDQ1Ni6YJIrBQOT3d0Dwtaejt7R4cnJOK5+ab23hm5un94fFQkmZTMrWzuCkcnpIr5OZV6VCRGE8iZBUWxGW/TS8rjsvNKEOh6Mq0UiakhkNNLyqtwRDiVgWFxUQw2nMr4zBQUhYqmkFFkkjbN0R60ZMHRaSQ2i8LlaEXlcWl8nraPS+fwf5/QZ/OoLK52CO3/KQaPp33vp10BqSULgUbRBixassCx6AYMSistRxowmHo0ug6F+pwKadOf/20n/5spxfXFhTU5WdlxSREBKRAPcn6qqomq5OLnqPUjDTkdeVGNKWBuOJDiY4myf11t8SzH4EmNo+VMSYm6Cj4QndEFS9oowW0Wo6aiM4ZDYrv9Yf2BYZNRyZORaVMxWarMkl7/4CFYaG8gtMXfvy0osAMG7YUFj4ZHToZGyqISFBHxsyHRImh4t5cfy8GZbu/Y6OE9FBo5E58yGRI94AXpcffrcfdrB/r0gmHC4PCJuMSxmPhu/6AeH8hEUMRUWGybZwAf6N3k7i2Ehkmi4yfDI3pBPgI7u6kg6Jift9DNZTrAd8LTbRIEFDrZDAEdhd4AjLl+tYNFb0nBOIEwhsW1pWXwwODxQHCTsd6IjUmX8Suhk9U0NIBhY8NzchpwcxSY6gssLNjWNhx7F7aTO8HcjmkP4NrYd7i6DoK8OgBOlDdG9U9f1L/UxRmYjPiC+9w8+bb27e4eDHu7sqdPEG/0mdY2fSBvERgqdPdqtLTlW9kyLa3qXr7Mv38PbfSm/Pmjwt/ulb98WKHzKP/R7dwHt4qe3M+5f+ftg18ibl51Pn3M4Nj3L08duvPDl+f+eeDM/znwy7d/ob2NllIRc+R6MapMha9QYys2qXVqZHFnEowe5D5enCqHl8jhJTM1uRMlKbL63KnydGaoZ72HBS/Gb7IsQ1SeOVKSOlSUPFqaMVqa0ZQcigsEMiLBwqIMYXkOLzMeFepf6g1462IVbaHr8dsds5/Omty88PramSeXTj/48fTNc8cuHD949ofvzxz9/uTRb86c+P7cqUPnTx8+d+r7c6e+v3Dm0MWzh18+vQODuEMhrhB/Zyvzl1qs2Fi+crQ3AjiZBgaCoDA/Xz/P9OyMlo52kVSqXFzVSr6wPCtfmJlTzcnm5bL5jbXNA0Mjs4PD0rUNzbx6V6bYGBiUjI7LJ6fmu3om2Nyu2noST9A7NDIrHJoZHJZi8RyeoGdOvtbVM17XQOIJepZX92dmlyuqMFExGemZJQGQKDSW2dUzjsGxOrpGVQvb5VXIwRExh9/Ba+ziCjppzKaBoalZ+bJIrGzvGpqYkldUo9i8duHw9NCopKN7uKN3qKm9Vzg61SMcQxMo49NSEp3d1N7d2Na5tv2OyWscm5K09/a2dndXNTRAI6MB3r7giBjPwOCMorJqDKGgur4Mjo5KzSxHYBqIVAydjaQwGohUBJmOpDDgJEoDgQjHExtwhHosvh6Lb8AR4HgigkBCEEgYCo3AYJHZXAqHR+XyaTwBnf95qq3x85CbFi5ayjC4gs/S3jD5fAaPp/V7p7BY/355SMNRKP+utpDQROLn6snnSkoDBlOLRNYgEFqswLFYrW+RNgmistlappQhygoq3ubnJiaGehfHBA0QalWNJDkLNUOsFFantb0NFST68yLcqb42aAf9WouXOboPGGDQcl3tXF5JV3A8wc5rJDR9JbdmIjyJ7+TR5uY9F50ggkU1O3oNeIWtpBa1OnuKgsPE0TF8F9c6fT2Kne0gFDYVHjkbETPiHTDhHyQLix4DQ5tc3Xiuri1ePu0Bgd1g6Fhw5Gxk4hQsqs8zoBvo2+8bNBAYMhgSIQyLHI2IGQ2L7vIKaHX27PECCwPDm0H+jUCvXjBsOjJWFBEp9A1od3EZ8AQNeLj1uzgrQmESPy+xL6jH1rzbyWoowIPibE2G+UlI2Gk6bYbG6MvJ6w4Ll4aF9NiaC22Nuy30hW62I35eDCtrlpX1pJ9nl71Fi40NzcycaePU4unPcwG1evo2Oji3Ojv3ugFbHOxIegbIl69ReoYYfaMhkN+ot3+LE4Dv6ESytKjX0yVbWdKsrJqcnPs9vNrsnKh6hiQ9A4K+Qc3TZ4UPfm0w0C3T+a30+cOKF48rXzwsfXS3+P6d4gd3029ci7t2GXzhtPPpY8YnDz87/t2Nw/+8+NWfL/3lAFT/wWBd3iSyRIavFNfnLeIqF7Fl25Q6ZX0+OcClMzVMXJU7XV0gR1ZMVedOlKVKa7I6U0NQXjbEQMBAbsx0ZdZ4SdpQUfJYWfpQUWpLShg1zIce4deRGTtemddZmMnJSEBHQcvBnumuNkGGz63vXn1x4diT88funjly4+T3V08ePHf0m6OHvjh68KuTx74/fuSrk0e/On38mzMnvj19/JvTx785c+Kbc6e+e/n0DsTPxd/byd/bycZC19r8taWpjqWpjpODMdDVMjwcHBIKdnVzDIsOx5NJvJaWkUnx9KxCoV5RLa3JVUuz8gWZfEGpUG9tbB+YV+/2DUx/+KRRLewo57fVS3syxYZyflum2BifVCpUW8urH8QzS6PjcuHQTEvb0OSUanB4prt3oqQMgSdypXMr/MZeDI6VllFMogiycyvhSOrg8AyeyB2bkPf2i+rgBLF0gcZsojGbsAQmgczp6B6enFZovVDbOgdxRJbWq3B+cat/UPTuo2ZGrp5f3hyekBCoTNXSGp0j6Bsa4za17ms0dA5fNDPHaWriNjeX19Z6BUJcff0Do+I8A4Mzi8trsMTcipr8qrqA8OiiWngtjqQFSi2OVE+gNBCp9XhiLRpXg8JUI9FVCFQVAlWNRNeisXUYXAOOgCJR8HTmfzCFxW/6oz5jRYuY//iJyWv8I1O0r5m1RRYina6VdvBE2yFCEQjajg8Sj9cyRVteqUOh6tFoJB6vdVkk0unav4Yl46vRVTnFKQW58cmhPojMmDk+UcHBzbNQM4SywYqUlozg5sQAQaSHlil1ljooB+P2iEBVSdHM23x1UU0vLL4PEjsRlqJOK5DHJomgoa0OANobs0EP8Epcjio8bT+7eCoAJgT5Cn0Dml3cWt3cRcFhsqg4ZWScEOg97OknDgod8PHv9vMfiggfioroDwkfgIWNBUdKIxJkUUkzwTFj4FChP0wYFCoMDu+Hhk7HJ6/kFUuiE3s8/If9gzu8IHygN9/Vs8MHPBQYPBYSKgmPUsTGDvv49gFdWq0tJ3xAQmf7MXeXPnvLYU8XnpMV29utIztVxqaPUSkrre3SqrqhyJgRH+8eW9Me2zetlq/4lgZsc2Psaz2qgfGAi0Ofs43Q3b3R0akV6D0UHNXi6c9ycOnx9G4DANocHLmW5iQ9A4qxGcfemWPnNAUJVoRH97h54A2Nql++QBoaNALdBABAC8Bl1A8s9PAWWNpyzayY5pbYNwb1uq9LXz0t0X1WpfcSbvAKpadT9+xh2Z2fc69fzb19K+rSBd9zJ4CXTltePP7why9+/Pq/Ln154P43f+JnRQ5XZ4ka8sT1eWpc2Qq2/B2tYRVbPlv5FgG0mirPVCIrJityZxHlw0UZ01WZorJUGgxY42LSGA+W1GRNV2aNFCaPlKSOlqa1pIRhwa5EmGdfXqK4rmisOp+XGU9NiUZHh5RCvBKdLD1ePtS/dvbBqUM3j393+ciX5w9/efrwl8e+/8e3X/3t22//++jRr48c+sfxI1+cPPrVqWNfa8ly7tR3F84cfP7bz35ejl7utr4gBxsLXRsLXUtTHQuTl9aWus6OJlFRQckpMSGhgZm5bwkUMppIZPKaOnqFk5K5WaV6Vr4gliqks0qZfH57890B0fSCemlvXr37/oNGrtxcWfs4r96dlizOzK5MSxa1McucfF08szQhUs3K1kTT87OyVe1Aypx8bWZ2WSJd6huYGh6dFU3PE8n8nr7J1fWPs7JVuXJjcHhmdWO/d2CCyWllcdvwJHZlDZrGbJqVL3P4HZ09Izgiq6t3dP+TZmtXMzO32NU72j84oTUJkykX6+CYguIKFq9xTCTmCJo/aDRsvkC1uERhMLmNTW9zcyAhIS5evvGZWWEJSd7Q4NJ6eC0WHxAWAQqEFlTVVCLR1WhsDQYHJ5LrcIRKJLoOR6hCoCvhqIoGZHk9orweUdGArISjqhBoOJ6EJFIwFDqeziKxuFSugMZrpPObGFwBi9+kfdHDFjQzeY10Dp/K4movtTfanIjJa+Q0trAEgs9YoXE4n/2bSQyGNlTRYgVLJmPJZDyVqu3y/N9kqYbD4VislinaMg2BRkPi0WV1xTV1BTmpEQXx0A50+VIbfYGDncVXSNAFQ2VJrRlQQZwvN9Sd7u9AAlrgASZiE2JSAAAgAElEQVQYB5PZ3PT5onxlTuFaaZ00Jb/TL4zj6LmeXTQXHScE+bQ7OvUD3CX+IYshiavhKZuRqWpYtNgPKgkMVUTETkNDx/0CZWHRq3EpM5CQSb8gaWjkKDSYB3SjA11aggIGw6MUaVmDkJA+EHgxPmMiILTF0V0ZlzYdkyiKTZyMSeiBwERR8YtpOVOwqFFwqMDFqx8a3guG9QeG9PlBun18JeFR0oiIMf+APqDLuDdoyN11zN1lEgTsd7AacHNk2VtwArx6SnJFDMoEi7HR2b3H4LABQI6RQbeNSZvV6zZHg/mk8BZnO46pFc/YosnEoNfJmmdm1vD8RZdXgCwlq80LzHZ07XDzIBkY9AHd+z3dKW+MEk6fq3vxutXNs98VNOLhMx4Q2OoGJFqY893dWr1AaCNDtq2d0MdvCgLrB4L4FjZkQ2OkzquSx4+qDPXqzA3KXz0rfnQP/uIp+sWzip9/zr78Y9LF8xEXz/mdP+l+5aze0a9fnT9y/h8HLn1xINrkaWd+tKguqz8/RoUu2qbWrmBK39Ma1jBlXQlQvJeDrL5gqiJXVJk3h6wYKEgdyI1pSwrKM3/eHA+R1GRNlKUO5MRNV2Z1Z0WPl2dQQrwavOyHS9LnkKUDBamjVXmNOan4pKiasMB8f48wayPLezd+PXP4p6PfXPj+H6e/+8fRr/9+6Ku/Hvzmb4e+/+8jR/519OiXZ059d+HMwUvnj1y7dPzG1VM3r52+df3Mretn3rx+6Gxv7AtyBAIsLU1fmRg8MzN6YWn6ysZKz9PdBgbziY4JSUmNLywrwhDwLIGAwuQKWjsHx0RSxYJ2RGVONi+Tz6+vbh2YEqvn1bvK+e3Nbc2sbG1x+b1qYWdOvj4zu7K4/F45vz05NT8tWZQpNrSX2smUySmVQrU5J1+TKzfm1TuzslWJdGl9U6MdS1nf1MzJ19RL7xaX99TLO3OKFbF0YUqiGpucGxwRT0zJ5aq1wRHxuEgmaO4ZHpvZfa/Z2dOsbuxLZermtt4piWz73cel1a2e/mE2r5nCYCOxhIHhsQ8azYxMPiOTt3R0tnV1l1SU+wYGekGCwhOTPcCBUSlpFQhUTFqGf2g4NDq2sLq2DkcohyOzSso+86UWiy+rg5fWNhRX1xVV1RZV1RZX15XWNpTVwREE8h+ZQuHwf8cKh6/FilYMrkBbUtHef0YMlcVlcAVsQfMfgfI5VNHq/8kUDImEIZG0ORGKQIBjsXUolLZwi8DhtN9oR1QINBqKgKltKC8sSi1IjSSWZk6xcCstFBUdIcOXi+E5wuLY5hQIN9qLFeJG8bcnuFvgXcyxzmai9IT1mur54jJFbrkoOacTEtkJDu3wAY+HhqkSE9TxCbPB4WMgf+H/x9hbBkl2Xum6uvfEHLjn+Mx4wNeesWVbtiXbkixotdStZqimYmZmZmZmZmZMZoZiZoasZGbOrKyqfX+k3FY4Yk7ciDcqvvxi/60n3rXWu9cOitvxi1ZllVlK60UZBTvBUftRCfycIkFuMTsjz1TddNvcqa2oO0xIWYiIXEtL3S7K2yjIW05OE9Q27aVmk72CLtLypaV1RwmZaxEJ1iQ+q7J2PSVjIymdVVhxmJS1EhZ3lF3MKKvZzcg9zCk8zSlYjY3bS0xhZGdvRUathwadJcQdx0adRodfxEXth/jtRYciPJxBYUH7E8PsORprYV6xtHzW3kMJjqA5O615O2PtHuI9X57mJtICvNaDIrb8wuacHOc9HOe9vQmeXvNhMZSQ6Ek7V5Sn31ZswkJQEM3Ti+7jRfX0mQ8KJfsHo509DiLjd4IjVwJDYY5OAy+eo3y915ISZyPCF8MjlkPDN8OiNkIjZ738EO/sQa/fzjg6DDvZDTnbdT5/0nHv27FHjycfPRr65puer7+q/fzT3D9+FPfxh4Ef/4fNL/7X8w//6bf/8IHN7/8Nmh932Fd1MdJw2lcpnemQTXcIhxo0oG7RYBM1I3KhOFk82c0e7WCOdp0NtR/1NR10lg+HOA0FO+21lrDHWi6HG3daSg86Kjeai4mFibC0CEpJ2n537flw615X3WJzGamxgtBWO5SbGv3myfPf//K7X/7LZz//xw9/8l9+9U//7Zf//N9/9bP/9eG//+NHH/7L7z/6tz98/POPP/nFd3f/+O3XH9/96g/ffv3x99/++fH3f3n26Kvnj792cXgeGuhqZYqn6xsnu2cuDi/cnV+5Or8M8HOMjQ3Oy09vaa0fmx5H4bA4CgVLos2vbBycMtgCyY+YIlYpdR+cnAkFIr1CdWM0AxKZWaG6seLjkiVnMGUXl9JzhuTkTHhwxD064TOYsotLiUCkOzzmSmQma3ZWKNZLZCZr2s36rUKZ4kqutFiZIpRorXNimdKkUF8ZzIA1BafR36p1N1yBUqY0mSyAyQJYbgGV9orPl4slSp3+ymC8Vqp0EqnygsFeWFxVqbXW7wrzhQKegL+9uzM8OpJbWJRTWFLR0ByfntXePzQ0BcooKC6vb6poaM4uLqtv76pqas0qKi2urusYGO4bm+wZGbf+7Rwcae8fau8f6hwcsV5OwVHTCLSVKXA8CUEgI4kUJJGCJpCt3ZP3nZT3AyBrp9b6E4UnWa2K9Zn39+9nQwgsAYLEQJAYOAYPQ+OsE2goCgtFo62CoFAgBMJqVay1z/s2rZUpcCx2BgaaBg011RcMN5ftE8CqNYqcCuXBBnmgrvPRus3WXFp5PCEvEpcRgkjwh0Z4gsM8QCHec3lpqulJ+fiUoH+C1zuxml+5mleynJW7mZd7XFLIqazglpadpGYuBUQSHb3Zidn81HxWcs5lai43p/giNecoNvUiOZuXXiDIKhZkFZ+n5mzEJy8mJq3kZO2UFB0WlojqmkWVDey8Mk5OKSO94CQpm5FdvJmQthyXfFxQspmSuRidwMgrZWYWbUYlHeeUXJRWL8Umbadls4rLl6Ki54NCj1JSjhKT9mIiGcmJB1HhB2FBp9Hhu0E+u1Fh2AAfUEwEA4vgrC5wV1cEVBolLXcpImbW2WnB1Rbl8PAoJ1zUWIxyc5h3819y9qE72NNcbOkeHhhXt92ULHVH/2FOMcLdZzksci8hYd7Xj+zh1vrZF61f3hmzecvIKVz0Clj2ClgOCCH7+SM9PchhIStJCfPRUdvJyRRfP5Kb53JAyLxPAPT1O/CbdyR//0kP1yFnu+5nT7q/vzf+6PHYd98PffPN6KMHjd98lfHJbxI+/cj7d//v21/909N//8kf/+sHGc7Ptnuq9tpLDtpLWYO10sk22XizbLRJO9N5Wp+PifM/a6/gDDSzhto4Y92HvU0XQ+20kqQymzvUwgThVCdzpOmsv/aws2qvrXy5Lm84wgOTE3cx3Hoy0HTU13DU10SsyJ4uTu/PT8nxdnr96W8+/+f/8cUv/vdffvnPH/3r//zTr3/2+e//487
