<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4550325888931011320</id><updated>2025-02-12T01:26:29.857+01:00</updated><category term="edzés"/><category term="Edzés terv"/><category term="Egyényi Gyakorlatok"/><title type='text'>Online foci edzéstervek, gyakorlatok</title><subtitle type='html'>foci edzés gyakorlatok, Foci edzés tervek, edzés felépitési útmutatók, technikai útmutatok, koordinációs edzések fociban, edzés, gykorlatok, étkezés, futás,</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>10</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-8366518448883517735</id><published>2012-07-25T23:34:00.001+02:00</published><updated>2013-04-01T10:25:25.795+02:00</updated><title type='text'>Gyors labdavezetés kapura lövéssel</title><content type='html'>&lt;h2&gt;


&lt;/h2&gt;
&lt;h3&gt;


&lt;u&gt;Célok&lt;/u&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;&amp;nbsp;labdával való sprint javítása&lt;/li&gt;
&lt;li&gt;koncentrálni nyomás alatt&lt;/li&gt;
&lt;li&gt;azonnali váltás (támadasból védekezésbe)&lt;/li&gt;
&lt;li&gt;labda átvitel és reakció &lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;


&lt;u&gt;Felépítés:&lt;/u&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;2 csapat kapusok nélkül,&lt;/li&gt;
&lt;li&gt;minden játékosnak van egy labdája&lt;/li&gt;
&lt;li&gt;2 kis kapu&lt;/li&gt;
&lt;li&gt;4 sárga és 4 piros bolya&lt;/li&gt;
&lt;li&gt;négyszögletes játék keret (lásd rajz)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;


&lt;u&gt;Végrehajtás&lt;/u&gt;&lt;/h3&gt;
A játékos sprintben végig vezeti a labdát a vele szembe levő kapu felé, majd jel előtt be kell rúgnia a labdát a kapuban. A lövés egyben a B játékos start jele. Az A játékos azonnal át kell vennie a védő szerepet és meg kell akadályoznia a B játékost a kapura lövésben.&lt;br /&gt;
&lt;br /&gt;
A B játékosnak is ugyan az a feladata miután ellőtte a labdát, meg kell akadályoznia a már elindult A játékos az eredményes játékban.&lt;br /&gt;
&lt;br /&gt;
A védő szerepet töltő játékos elveszi a támadó labdáját és visszamegy a csapatához.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.fussballtraining.de/schnelles-dribbling.jpg&quot; width=&quot;500&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Forras:&amp;nbsp; http://www.fussballtraining.de/uebungen/sprinttraining</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/8366518448883517735/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/8366518448883517735' title='4 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/8366518448883517735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/8366518448883517735'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2012/07/gyors-labdavezetes-kapura-lovessel.html' title='Gyors labdavezetés kapura lövéssel'/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-7943473600729021634</id><published>2012-07-18T20:51:00.002+02:00</published><updated>2012-07-18T20:54:29.253+02:00</updated><title type='text'></title><content type='html'>&lt;h2 style=&quot;color: black;&quot;&gt;




&lt;span style=&quot;font-size: x-large;&quot;&gt;Gyors váltás bolya kapukkal&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;




&lt;u&gt;Cél:&lt;/u&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;labdabiztonság fejlesztése labdavezetéssel&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;gyors iányváltoztatás&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;gyors reagálás és váltás&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;pályán való orientáció&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;




&lt;u&gt;Felépítés:&lt;/u&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;egy megfelelöen nagy pálya terület betervezése &lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;résztvevők függvényében gyakorló terület kiterjesztése&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;legalább annyi bolya kapu mint párok a pályán&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;2 nagy bolya és 20 kis bolya szükséges&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;




Variació: &lt;/h3&gt;
intervallum tréningre is alkalmas&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;




&lt;u&gt;Gyakorlat végrehajtása:&lt;/u&gt;&lt;/h3&gt;
A játékos véletlenszerű mozgás végez a labdával. Mozgása során kapukeresést végez, amelyen keresztül át tudja vezetni a labdát. Azonos időben van egy védő mögötte, aki megpróbálja megakadályozni a feladat végrehajtásában.&lt;br /&gt;
&lt;br /&gt;
A csatárnak feladata irányváltoztatásokkal és gyors sebesség váltásokkal távol kell tartania a védőt.&lt;br /&gt;
&lt;br /&gt;
A csatár mindig előnyben van. A csatárnak nem szabad elveszítenie a labdát.&lt;br /&gt;
&lt;br /&gt;
A védő egyetlen feladata a kapuk biztosítása és blokolása abban az esetben, ha a csatár egy másik kapud néz ki magának.&lt;br /&gt;
&lt;br /&gt;
A feladata magas intenzitása miatt több szünetet kell beiktatni, pl. 3 min játék, 1,5 min szünet.&lt;br /&gt;
Minden szünet után szerepcsere van.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;http://www.fussballtraining.de/schnelles-umschalten.jpg&quot; src=&quot;http://www.fussballtraining.de/schnelles-umschalten.jpg&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Forrás: www.fussballtraining.de</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/7943473600729021634/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/7943473600729021634' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/7943473600729021634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/7943473600729021634'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2012/07/gyors-valtas-bolya-kapukkal-cel.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-4108990863416525866</id><published>2012-06-02T11:45:00.001+02:00</published><updated>2012-06-02T11:45:43.751+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'></title><content type='html'>&lt;div style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;Y-formáció megkerülő futással&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2&gt;

&lt;img alt=&quot;http://www.fussballtraining24.de/wp-content/uploads/2012/05/Y-From_Hinterlaufen_600.jpg&quot; src=&quot;http://www.fussballtraining24.de/wp-content/uploads/2012/05/Y-From_Hinterlaufen_600.jpg&quot; /&gt;&amp;nbsp;&lt;/h2&gt;
&lt;h2&gt;



&lt;/h2&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;

&lt;span lang=&quot;HU&quot;&gt;Feladat
végrehajtás:&lt;/span&gt;&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;A-játékos
a kényszerítőt hajt végre a B-játékossal&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;Miután
B visszapasszolta a labdát A-nak, felkínálja magát egy újabb kényszerítőhöz
C-játékosnak&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;A-játékos
tovább passzol a C-játékosnak, majd átveszi B-játékos pozícióját&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;C-
játékos kényszeretőzik B-vel&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;B –
játékos visszapasszolja a labdát C mozgásban majd megkerülő futást hajt végre&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;C tovább
passzol D-nek, majd átveszi D-pozicióját&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;D bepasszolja
a labdát B területében, aki megkerülte a C –játékost.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;HU&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;HU&quot;&gt;B
befejezi a támadást, majd átveszi C pozícióját.&amp;nbsp; &lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;

&lt;span lang=&quot;HU&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;HU&quot;&gt;Pozíciócsere:&lt;/span&gt;&lt;/h4&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;HU&quot;&gt;Mindenki a
következő pozícióban megy át. A D-játékos hozza vissza a labdát&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;

&lt;span lang=&quot;HU&quot;&gt;Variációk&lt;/span&gt;&lt;/h4&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;HU&quot;&gt;A feladatot jobbról
és balról kell végrehajtani.&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;

&lt;span lang=&quot;HU&quot;&gt;Videók a feladathoz:&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;HU&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 class=&quot;MsoNormal&quot;&gt;



&lt;/h4&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/msDdd1didZA?feature=player_embedded&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/_Lhy4xmorLM?feature=player_embedded&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Forrás:&amp;nbsp; http://www.fussballtraining24.de&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;HU&quot;&gt;&amp;nbsp;&lt;/span&gt;



&lt;br /&gt;
&lt;h2&gt;

&amp;nbsp;&lt;/h2&gt;
&lt;h2&gt;

&amp;nbsp;&lt;/h2&gt;</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/4108990863416525866/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/4108990863416525866' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/4108990863416525866'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/4108990863416525866'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2012/06/y-formacio-megkerulo-futassal.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/msDdd1didZA/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-5811416926124464432</id><published>2011-09-03T10:06:00.001+02:00</published><updated>2011-09-03T10:07:34.729+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'></title><content type='html'>&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;2 a 2 ellen kapus indítás után&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Felépítés:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; A térfél mindkét részén felállítunk egy kaput, amiben egy egy kapus foglal helyet. 8 mezőny játékost két csapatba kell osztani, és ábra alapján a pályán és a kapuk mellet el kell foglalnijuk a helyüket. A pálya közepét az oldalon elhelyezett bolyák jelzik.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3U2Asa0ncAcImOrXdDHfwi-nlIRQy0jpOKaPjLjvIxPKPFw9XakRegHs1tyQ90QAs_Op1H1bsopWoYV-sI9FXDXSNme3uaYHbO9ygi-fV3hIzmcVVYGTPL2UAISofLKSunmW4sDIAS14/s1600/2a2_ellen.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;473&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3U2Asa0ncAcImOrXdDHfwi-nlIRQy0jpOKaPjLjvIxPKPFw9XakRegHs1tyQ90QAs_Op1H1bsopWoYV-sI9FXDXSNme3uaYHbO9ygi-fV3hIzmcVVYGTPL2UAISofLKSunmW4sDIAS14/s640/2a2_ellen.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Végrehajtás:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp; A kapus egy hosszú passzt add a Csatár I- nek, aki mélyen a ellenfél 16-ás helyezkedik el. A csatár egy ellenmozgással kezdi a feladatot, mellyel megmutatja a passzolási irányt. A kapus rugómozdulatával egyidejűleg a J-játékos egy ellenmozgással felkínálja a lehetőséget a Catár-I-nak a passzoláshoz. A két védő feladata megakadályozni a játék befejezését, labda szerzés esetén kontrázhatnak. A feladatot a kapusok felváltva kezdik meg.&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Tippek:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; - a védőknek minél előbb kell letámadni a csatárokat, hogy azok ne tudjanak tempót felvenni, és hogy a köztük levő távolság annyi legyek hogy a védő vállal el tudja nyomnyi a csatárt.&lt;br /&gt;
&amp;nbsp;- a védő játékosnak utol kell érnie a csatárt, megakadályozni a passzt, vagy a csatárt kifelé nyomni. &lt;br /&gt;
&amp;nbsp;- a védőnek meg kell nyernije a párbajt labdaelvételhez,&lt;br /&gt;
&amp;nbsp;- a védekező játékosnak el kell zárnia a kapuhoz vezető utat. Úgy kell helyezkednie, hogy a csatár mozgása a kaputól távolodást jelentsen. &amp;nbsp; &lt;br /&gt;
&amp;nbsp;- A csatároknak a leggyorsabban kell befejezniük a támadást.&lt;br /&gt;
&amp;nbsp;- A felfutó csatás ( középpályás) egy csellel megszabadulhat a védőtől ezzel létszámfölényt eredményez a támadóknak.&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
Forrás: www.easy2coach.net&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/5811416926124464432/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/5811416926124464432' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/5811416926124464432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/5811416926124464432'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/09/2-2-ellen-kapus-inditasa-utan-felepites.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3U2Asa0ncAcImOrXdDHfwi-nlIRQy0jpOKaPjLjvIxPKPFw9XakRegHs1tyQ90QAs_Op1H1bsopWoYV-sI9FXDXSNme3uaYHbO9ygi-fV3hIzmcVVYGTPL2UAISofLKSunmW4sDIAS14/s72-c/2a2_ellen.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-5637188744770094432</id><published>2011-08-12T09:38:00.000+02:00</published><updated>2011-08-12T09:38:58.520+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'>Támadás vezetés a közepén</title><content type='html'>&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Felépítés&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&amp;nbsp;A különböző variaciók szerint fel kell állítani passzálomásokhoz a bolyákat.&lt;br /&gt;
&amp;nbsp;Az első bolyához 3 játékos kell, a másodikhoz 2 játékos, a hamradikhoz pedig&lt;br /&gt;
&amp;nbsp;1 játékos.A lábdák a első bolyához kellenek.&lt;br /&gt;
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&lt;b&gt;Lefolyás&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;i&gt;&amp;nbsp; 1 Variáció:&lt;/i&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
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&amp;nbsp;&amp;nbsp; Játékos B elpaszolja a lábdát&amp;nbsp; C Játékosnak, majd a fut a passz a után a 2 &lt;br /&gt;
bolyához. A C játékos elpaszolja a labdát a D-játékosnak majd elfut a 3. bolyához.&lt;br /&gt;
A C-játékos viszafelé mozgásával egyidejüleg, a D-játékos elkezdi a mozgásáát a&lt;br /&gt;
labda felé, majd a labdát direktben elpaszolja a E-játékosnak. A D-játékos marad a &lt;br /&gt;
második bolyához, az E-játékos meg megprobálja értékesíteni a kapot labdát majd elfut&lt;br /&gt;
az első bolyához. &lt;br /&gt;
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&lt;u&gt;&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp; 2 Variació&lt;/span&gt;&lt;/i&gt;&lt;/u&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A B-játékos meg a D-játékos kényszerítőznek, majd a B-játékos tovább paszolja a&lt;br /&gt;
labdád a C-játékosnak, majd a B-játékos tovább fut a 2 bolyához. A C-játékos tovább&lt;br /&gt;
paszolja a labdát a D-játékosnak. majd óda áll a 2 bolyához. Játékos D egyből &lt;br /&gt;
elpaszolja a labdát a E-játékosnak, aki probálja értékesíteni a kapot passzt. Játékos&lt;br /&gt;
D elfut a 3 bolyához, ezután a feledat kezdödhet újra.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitdOe9-Se9ckh1AuqIOr_N8bKCntote29z61l-pIAxOgHJXGVZ052gloUsEb77D1u_ORt8NdeuBhK2JCPAw37mNWYGOe22SvwjHirCyATsosX5hPcLTgXAi0ushvnGB6AXIJqzx0IPbhE/s1600/Tamadas_k%25C3%25B6z%25C3%25A9pen1_2.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;473&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitdOe9-Se9ckh1AuqIOr_N8bKCntote29z61l-pIAxOgHJXGVZ052gloUsEb77D1u_ORt8NdeuBhK2JCPAw37mNWYGOe22SvwjHirCyATsosX5hPcLTgXAi0ushvnGB6AXIJqzx0IPbhE/s640/Tamadas_k%25C3%25B6z%25C3%25A9pen1_2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;u&gt;&lt;i&gt;3 Variació&lt;/i&gt;&lt;/u&gt;:&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp; Játékos B egy hosszabb passz add a D-játékos mozgás irányában, majd elfut a 2&lt;br /&gt;
bolyához. Azután D egyből tovább passzol a C-játékoz mozgásában, majd oda áll a 2 &lt;br /&gt;
bolyához.C-játékoz egyből tobább paszolja a labdát az E-játékos mozgás irányaban,&lt;br /&gt;
aki probálja értékesíteni a passzt. C-játékos oda áll a 3 olyához, a E-játékos meg&lt;br /&gt;
vissza megy az 1 bolyához, ezután elkzdödhet újra a feladat. &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZCsIDeef8H6AzHg1fkmzgTHHEx9sYHxdt8VM6PWMqoS-7cv5DGQ4EmjcAsEIp9XoU6oHYCQ31kJoHCs5xaYZb5yHaz_YE-7_83cQ7pg0e3aeNJanI6r2_9rAosF3ZYiM6Cb1wQYzKwak/s1600/Tamadas_k%25C3%25B6z%25C3%25A9pen.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZCsIDeef8H6AzHg1fkmzgTHHEx9sYHxdt8VM6PWMqoS-7cv5DGQ4EmjcAsEIp9XoU6oHYCQ31kJoHCs5xaYZb5yHaz_YE-7_83cQ7pg0e3aeNJanI6r2_9rAosF3ZYiM6Cb1wQYzKwak/s640/Tamadas_k%25C3%25B6z%25C3%25A9pen.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;u&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp; Megjegyzések:&lt;/i&gt;&lt;/u&gt;&lt;br /&gt;
&amp;nbsp; - figyelni arra, hogy a betanult mozgásminta, egy folyamatos, gyorsan elvégzet&lt;br /&gt;
feladatot eredményezen.&lt;br /&gt;
&amp;nbsp; - állandoan pontoságot és gyorsaságot követelni( egy lassan elvégzet feladat&lt;br /&gt;
elveszti hatékonyságat)&lt;br /&gt;
&amp;nbsp; - a játékosoknak el kell sajátitanijuk(mint meccsen) a megfigyelést és amit&lt;br /&gt;
megfigyeltek az végrehajtani. &lt;br /&gt;
&amp;nbsp; - hibákat mindig kijavítani, hogy a folyamat rossz berögzödését megakadályozuk.&lt;br /&gt;
&amp;nbsp; - a tekintetet folyamatosan le kell venni a labdáról (változo tekintet labda majd&lt;br /&gt;
előre nézni)&lt;br /&gt;
&amp;nbsp; - a labda mindig a labda várü játékos mozgás irányaban kell, hogy menjen. &lt;br /&gt;
&amp;nbsp; - a passzoló játékosnak mindig figyelnije kell partner játékos mozgási irányat.&lt;br /&gt;
&amp;nbsp; - a feladat egy magas játékinteligenziát igényel, és egy öszhangot a psszpontoság,&lt;br /&gt;
startolási időpont és a futásirányoknak. &lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp; Pályahossza:&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Félpálya&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp; Bolyátávolság:&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - hosszában:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 15-18 m&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - szélességben:&amp;nbsp;&amp;nbsp; 15-20 m&lt;br /&gt;
&amp;nbsp; </content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/5637188744770094432/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/5637188744770094432' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/5637188744770094432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/5637188744770094432'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/08/tamadas-vezetes-kozepen.html' title='Támadás vezetés a közepén'/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitdOe9-Se9ckh1AuqIOr_N8bKCntote29z61l-pIAxOgHJXGVZ052gloUsEb77D1u_ORt8NdeuBhK2JCPAw37mNWYGOe22SvwjHirCyATsosX5hPcLTgXAi0ushvnGB6AXIJqzx0IPbhE/s72-c/Tamadas_k%25C3%25B6z%25C3%25A9pen1_2.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-7849314240796267480</id><published>2011-07-16T02:04:00.002+02:00</published><updated>2011-07-16T02:08:35.965+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Edzés terv"/><title type='text'>Kondiciós edzés terv</title><content type='html'>&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Kondiciós edzés Terv&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;b&gt;Bemelegítés 15 Perc:&lt;/b&gt;&lt;br /&gt;
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&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Játéktér 8x10 m bolyákkal kijelölve&lt;br /&gt;
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&lt;b&gt;Lefolyás:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
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5 a 3 ellen kell játszani a mezőben. Az 5 csapat a labda birtokló. Hiba esetén a rontó játékos átmegy a 3 csapatba. A 3 csapatból a legöregebben bent levő játékos áll ki. Csak egy labda érintés megengedhető. Minden játékosnak kell mozognia, nem pozíció játék. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Variációk:&lt;/b&gt; 2 labdaérintés, játék tér nagyítása lekicsinyítse&lt;br /&gt;
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&lt;b&gt;Fő rész: 30 perc:&lt;/b&gt;&lt;br /&gt;
&lt;a 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w9rr9QUWLUy4R+Sx0IzIFA0kWKeqIbQRFHRVtimuCNQf7PwBPTax89kTslandyZ0fwPWTMbZO0nOxZItMziLPfBWNtnNY0e4iMmkH0A7G2phgYh6ZHpyiA1kdCBohN0PVemxkOp7b+xZOfv1E5FU1vKw5HCqlntp2PFatxaVP8/HLkegcmZhtk9m9R+dtCXhkljRYbXpjnSxPE9y+NxPUN9YSjxxLvXZG7Cumlqaqz/UUmaIBq01YabYfIdMCmRagbS/WHPImWXSSlZnIljOR4eFXsm/9/lZ8ye7Ic++XVsLoA6OnYuJURNRig0ZiqBEaqaFqEwgmyDsg08IyrTaZkg0LViDm+rKur6pjo41gaRIbOhkkyW9UfQ/Wostq6VVy6LFkdWlpMly6nO0x3zXi7YhkRgY0qlgDQhNU9bDy0YpE/Js7sCUXqNfOpZZtTr/AbHitqMXjJorPoRtZs6JJSBYpaJBrAtkkizaVmVjNbn953Tv3T4feOpZ969Q2ih94fsNEXG5GhcvJdItMt9pkembaXUYmuBGZskPyOuRVJDfD1XpscCIS3vLiq6v+ze7Ei59EX9uRezmE3yftWjnUSHJ2ImmTyRaZbiFv1F6z2chabTJlHZZVWGmicpMcshPC0dWB6B+lwDfot/4wv+Ibkch3sxtfrzR6i0yvvxkb5lzombJtc10jJTVUspPKTHjNhRg9+vyK1/6bAna/jB4By7/6Kv6VtTW6MBlSnLTQCBXrqNpAlSYUTEA7IOdieRfz7BTZQawFMra/YPuqOjbcwKSpgHwqgNEPUoGvF9+5X15+P4L3pda9VJ4Mc43Qb1CwY+HEWohxIpwdK2rhYh0pBjHmJsVDK7HE1zMr/qiy8gFu5TcT6H5/8bGKlqBtkpmjrpuY0iHT8/0UbUqxQpHTb5Gjjyde+N0TmXd2ZV/ZOrx8OfrqyBlSmgqxJpW3yZyDureFb0WNiNtFpmxgit4mk9WCRTcsmxQ/Q5Rr0ZFaIvP+sr7s/f43fzfw4r/1rf5KsvJs+Rg+qKcUN1mww7RNdi+BOvEu3odOvIusQ1lHok7KTkyaJvi97yTkxyPhB1LZJdL21cMXkoraQ2R2YuXyDsy0YM4FrAW8mX/MjFXUMN+kJD0+oKbLpwlm05sRZgmMPpCpPC99DEqNtOCmaSfKGCFRRyUNljQgmG3vGmN7ywfgOcNZGxMsf1X1V5uYrCNZizAn8NDYC4HQAyj2HXrLW0PnwoO1GD8FRL2HyGQslHWjtB2XjLCikbKOik2iWgttuBjLlr4XSz8SyT9W2PiGdAqK9bDYRJJBdNdA6CZTskhOwzumrGQQ6fFVhY/eCaz+ffzl3131+r8NkN9Ijz1XOhYYqIUVPSwYpLfJfEs3eG+XNXs1mQHJJgSD5Gqw1Iyts+iR6bj8UUDe/I609g1u27LSJ8HBWryiJQQtxDRxwUCd9xZvticZz9johKR1vpSxEDsbUdz4qJ5ePxHfcCq89mRkeDxT1TKi3kNktsdfe8KEeQcIJqg24WgNjtRQeQYyDZLWI5ydlPV0ZTJRPR0eOhIaOxsbbOZkO52zYwkDZU3E2YRoAFkHgtl2ffOW52/z/IpAMDHZ8FdVf1nDWAvlbYpzs3wzUzqXrJyND0wlB9XUqJ4cNCK9RmbGjWfduGCGZY2UdSRpUG6GyvXw2lpm8EykfDY6XM8Ou3TVTg0ZkVE31qkWfQ2Zsh3idcg2gryKex5apo7xZ33ClreEkVfzIy8xW1+vHMHWTMXG9PiARika6nbJMl9ImVgQ3VIybUg7wFvzdJPJG0HRJgQrxDYJoRGqNOPDzdRoPT08kRyajFdryUE9VTETkhoSm0jSYGlenn+MtmHGRRkX0TZiLdSJnPJaMOfCpIOnTZhXkdikKs34gJoU1TSrRnmzh3ZNeBPyJqJtlGnB9DyZgw2wZgaOTeODdcTrRNok4gaVMqOCmx50C2tcdtSlFSeTsyNRC0UtPOMidhbxFhBMbF5AMNt7S94esqwDRccqql/RMdqGiVkK6CjcSjGXOWGOY60E0yClGaxUB96Lr0fEWCjrxrNunDUpUW+jwpiwYIbEVoY1U4yd5Vs5zoyzM3hxIjDURKJ+QzIFA/Eqzqu4F28gGURJpdY20mOTicGL0eHJyNpmYp2eGFHD5QYsq1DRrhSFoG2Yd7xF7EI+8q0ms704BN74aM+ZBsaYOGsTghPmtRA7g/hJQq6FmVqIbYZ5IyKYYc4gWBUKGiwZRFkFZRV47SV484yDck53wns77s/bcij8IJxuoZgejDcCGQ0VjHDBjjNmpMd8j1AwEGOhjIuSszDnAt4C1SYYrYE1M2BYJWSXyrZCERuFdJhQyZxKMc0wrYUyBpGyUXIWpeZQpgXyLsbYGG+1yeyaLaFgXCGzpPtFwyOTJFphOBsjWsnobDI7G+PdcNHASxomGj2UpclaKG/F8laMNSnBQJ5F4L2Uo3YoYkfirXhmLkVbEb6OV+v4GjMkGjeMARLNK9E/oo5kkyw50ZIZL+qJkh6r6JFBPTyshQebRLmBl9V2jAE/n89095GJaBvxZtsWVXTQjtjWA1nNlzMBPxcWZ6O8QQlaSDYjjBGibZK2yZyJ0yZgTJw3goIeVHSspGFeiI/X+oxF0jbJmmQ7rbb9jYCxAe1gWSeYncXzl0OFH4QLl8N0i8pbBK3BnvI9ekHVgoFyDkrOwvQsoB2g6NhgAxus+cvNoGDj9CyRnSOzrVDBDLEaSRsoZ+K0jZhZkr1MFuZQxvYntBWM42dtv+dmay8vvRWX1z4mFA1MsPy8hTE2yDuI/XEu84N0dDYea0VzsxQ3G5LdoGj6BLOHyORNxOsxXo8JhpeKgLE2RjtYpgWzP4inLsdTcwl6LsW7UckgyiqoGEC4Qdwsp+HdkQberqZoEoxBMAbhBXV7WyMVA1ZsQp7f22vv/FmIsUjGunvIRB5mvEnOJ/JAbzkktoi8HUyZWMYGeQsWTII3SckJMxYqOCjvwKyF5e0g38KFFs6ZAdHz6Hpgt4t2k/x86F/H1OEtwFsYa2PJ+oqU0ZdpYck5LOliScOXUwNsj+VSiAYsN0lFI/MOSs7CxBzMtABvYYqOVXWgNP202pcx/HkH8m6obIZKBim4JNOCnI1zTpB1ggU3kLd9Oav/ajIhb0KvNCtjzXsybIyxMcbGBBMIBqJreEGn8k4051BpLZBursoZKwr2atb+Uukat0aCgeRmuNgIizopmJC3MNb2c06g4OJ0i0xZZFIjMhrJaYjXANPoy9dX8Tcgk1UBr0PPiO1E57Eq4B2CdwjBQoIeFFVM1PyygUk24C2MsTHaAbQD5kvaeuNtId/st5RMi6ItijcoUSe7yeRbiJlF2Vk8YWFx1Z/WsLwOaB3Qqo+3MM4J5s2+rNnHtDBuDrBugHH8rI15/sb53HZS1ihR776yF0uFiaa/1MLlFqBbgZTbn7R9eTtQtomRVrin1lGyDodrZLVBMhZKzsLIZRi/BPIuxlv+kh2UDT+j9+X1fkb1K00wNA2GZjDZwDjTx+v9grqa01bzZj/vBoS5IGv7eKtNptDeSUJ5m6QtirFI2oZ5F8u0MNrBFB0MNmBlPDg4TVb1aNmmZAtwjr9weTX3wwDTS2TKOhqohaszYVklBBPwll9w/JLll8ygaCHRDMkaVdTCZTNUckluDjBzQeYGcbNelomgtY9jaJu1GpBsKJlBxQzKhl/Sfbzezxr9tNWfa/kzLSzTAjkXeIeOiTopa+TC7irdSjIZi2QsqjOztZ2rFkjWVxVakP8BRc8SXryL0KJ4h+B0rDRLlC+HOCeY1Vflzb72nGB7SykwH2aAFI1UNFLUScEgZR3Nh+wBb3YtWphoB1g3QLcChVnAOUGx6RNrvl4js9pAlSZiLZRpwfgcTMyBnIsxNsZqPsHEJBdXZpFio4qGj9TBcC1YNIKyg5cdUDIxSe/n9T7O6mdtH2v7PTI9c9RbR+Rt0rPBaBvmHZBzr5C5WY+OziBlMijWArKBiW4g565MmMt6j8zQQC0kaVAwAW9hoh2QrIBiBiUNLxlkRadKKik1cd4I5l0s52I3IlMwEKfhrApYFYg6kixSsUKyRfAaJugB2cCKFii6QHaDnBOgHX/OxTItzIvHYmzIm0jW7iIy+atrn3VHCHSXq7m2nJQFPLFfkPcH7et0nXhxdbpzOyqt+wrz4YG3Ihn6y8vbgO12M9A2ZOz2DXfkvYyUdgxK+1m6H/MqXWl52O0b89xjrNWOZJgvFe2tAoC358nYGGv10DpTmD+lT+gaGPMPDoXOeUTt5wWM/aXySzuZ09cMmE5jepdibNBd9u03Ozfl5tTL1UYWtah7V4tkLmpRvahFMhe1qF7UIpmLWlQvapHMRS2qF7VI5qIW1YtaJHNRi+pFLZK5qEX1ohbJXNSielGLZC5qUb2oRTIXtahe1CKZi1pUL2qRzEUtqhe1SOaiFtWLupvI7E74ah+naSFP83no3Xl6t/+Gb7FuVJex+wjT+T+4F9unt3TXkCmYQDb8RSvAm750c1VC96dbKNMKJ6wQNR1QfpDjzHhqEpOtqOzE8o0g7/Ra4byFVXeFNL4rr5U3kVeLJO94FUkQayHvvLbbfs/3tO4mMtn6Ctnsk12MdYJ0iyxcijOzqZwZK2jx0Im+yElfyUhV3CxdQ7kmVObi99TMcHXtwvZhE6LeJtMrBpd3FsnsGd01ZPIWYPXVou0XHUywcdYkeSMi1CP8BLVq07MPRn/36fzXYh8tF6dDkh5V5pKcQ/VaVcuFVme29GoXdo4A6NTm7RQ47tQfXNRt091EptAKsraf0QNsI1hqhAdr8dELiTUnY4k1L9Nb3mZ3reQO9Cnn0KCTFd1EfLr/XiNT6DpkrnN6Wnfp8fmCLz1UZOTe1V1DJmsBpgVylp9RsXKT2lTPvHsxt+uT9K79sa2b4Y9+uN/94Xs7jiXXXUgOqqlcDTJOz1WCXlB1l/y5lsz5CknzBW+w7kpLi7o9umvIZGxIuzhtQ0UPjdVjm0/G1m/HxuS3x1KvHB2hfj6za/KQPDa24t3z+U0GkxkHyuXUvUZm5+DH+aqf80XSumqgMTZGOxjtYF+ywtWiFkp3E5l5B3IOWVUjwydRcexNmniMefX+0nMPWgP5z7aX9+dXMPDR9e9i22p5ZhJl6uCe8gB15sxuC7a9TWJdVSfOO3Ii7yySeVt115DJWjBtYJxBVKdCpb192dSTkRe+xj9x35alSz556/XpCNztf4n6/u9R1IPVj4LDelq0IvcamZ3Df+ePzek608ryDllov+AyrfbZarf9tu9d3U1k5nWg6KHiSUCPvsxGnh7qW7rlxWe2fvfRXQ89dmDps5VH74s9/Xt4/9eA8EjhaJ9sUvfaxoAXhtFhL93yjgOE2aZ/4HKMawJ6xi+7FG2jlI2nTXCnkynahOSQok3wJmR1wOpAsJB0p+xj3zVk8iaUnNCgFV8/EV+/n9xa8e2Kr9z95qubv7Nkx/2P7fjuY5VHvim88WAq/HCouKRwZCVfx+9BMlkL5B2YbsHEHEzMeccBospcTGxAeQYf0Ch2Bs/VANeK5c3Qnb4OL6gYowU9IEWbECzEGXhB7aHC879KdxOZihWq6tFtDfr9c9zB9+iPldie/lWj3318w3efXPPIkrGXn3qv0LdhbT+/9Q3hdH9+su9e27ITTMDaWM4FyVkQn4PxOZhuIcYiRy5lhfPBoSlKOBl4tfrgi0MPxs74ZDvVe+eL3pw4A+9MlUqLUlqUaBPewL4DdNeQKZhQsUJKjdhQz753lt22PbFdoTYEV/OPP15c8pT05ONj/a+e2FH4+Dg3eowoTxP5mf57i0wLiAbGW1jeAelZEJ+DiVmUc0hBp6r1SOUMXHOWKux6e7n88LLKkvD+5aVGUtTvbDJlN+SZspyBcwbumbKyG7rtN/Yl++vuIbPkUlINH6mlRk6kihuJdaOJneV8FfVX+lcOYMtGMn0f7Gc/GBdHLoQrOnXHvDt/a+0DZFWALH0AACAASURBVAMTTT/tYJkWSM7CdAuxJlVqRkYuhLefT247Glm/Hx3Xhk7PbRo6lqheTCoqddtv+18p0SZEm+AMnG4G6GaA1YHH6h2gu4ZM3oSSTXA1MKhmBi/kqh/mjtd2ffrD6cbFw5NH9tbPHPjowMDOQ/y2CbY8SQkG4tzrJ17crRINUNIwRffzFpZ3sUwL5h0k6tTwTGzHePrAufy+D2M7d1Gzn+3/9GeHNx/Mbp8Wys3Ibb/tf406Lh/JIQULeZYtZ+C3/ca+lO4mMlkdFGrBATNXmWHGxiutv9f/t3/5x1/+/Z//5Bez//E//2yidXDdcX7tTEFRY7QJCrP3VpiLaICK6i9rPtH0szZG25A1yVIzsnYyvuNkYmzDyjUDy4aFNz94L/3+3jxXXL7tFFNp3NlkijZRULH09Or09Gq6GeDvrPF8N5HJO0RBxYtWWprIDp5XWv+z+Y//8g+X/nqu9unkX//zz0/Mfch/FKtMZUpmPG8E6FbgXiOzpGElDRMNzDvAT9TJwVpky4Xk1t2QXP61/OvfHO57ald61dbsypz/yera/pGZmJcm9ms3fjsHLi6ous9f/PV/bKCiHUmf7wt88EL//u+Tx9/KzQRYk2Qs5MUGeycjiwbo7PHe9j66SncNmawF2TmCnwszU8QGU9l0sXzu8sf/5b/+w8//448//YX9N//Hz+qfnx06y5QnU0NuSrSCvOXn7yUyeRNmm37eISSHZFSMq2ODenjDTHLX8dRg7qXME18p3feVXY88/OHSZ0Yfum/LO8/SwUc2jiclIyxZlGiGOAOyOmBMnLPxzjGkXnzCNWdXLpA64fhevETnu1gLcjbibMQ7hNgKeatK3sAlI1SsRcXz1Evyd/o3PPfiwMPpC1C8nMu1IpkWZGxM0f0V1V9RsZIGvFS43oLzriGTsWHGxmiX4GvUyEx+01mp8dPj/+m/fK59emHDvqr5+VTjb86MTQr8eUpWCbbZz+p99xSZrAWzJiq0SN5ETCMgNfFhLTx2jlq3CxPBE7lv/97mP/nmB1//zsH7Hx37yh+sefJB2b9k49mEoIYlIyyaId4kOQNnTLz7gOAOmfItIdMLwe9E/PJdZyKzDuLs9qald0tlLVw8QWwdZzYcS5+8vKl0OFy5mFSsPNOK51zIOH7F8FVV32DTX1Y7ZPbSaL+byMw6OG2TZTNVOh8bOZ6f+vHHsz8f33moGpZXf2Lvufj54TV1QZigigYlWsGCtvpeI5NphWmXKKhBphFQDKKqUcXjQWnT24FXvko/+fVjb72x78HH9j/8+PZHHxt4+juZVQ+vORVh66SoU91kMmbwdpHZzvY2rhi0XyiSAgUTSiaSTDRYp3aez+z6MP7++8nZ2V27P8qsPxQdGk+U9ARrIdbGZMNX0n1lza/ogLUWyVwwsRZkZkNZnRhq0aXxxNDx9HF323Fj+9j7eWE7tas+9p47VppISfXo4KdppUXltL7bfs+3vn0KDsFoQbaJFU1yQKOk00Fhx8pw8OHIE3+4941XNnz74S3fXTL0yEPpR+6jyaVDJ6nCDBK0kGiGBCvEGXjBAAUDuy1k8l9YZF452d7EPTI5HQg6rhhIMdDoJLn3YGyUfmlN/Pmzm5Nr86+VhJcHdvvW1BKyjngLEyyfbPhkwy8ai2QupFgLMa1wvAYqVmaoka2eiGw6S+88J+48J24+z6+bYMvnU+xFStRiUivOWCinY721rljw9oEFhyg4BG9C3ghKJioZVHk6PHw0/MkxJfHmQ8MvPbPmyac2fv/77KMPpV94bMeW5MCpSE+R2f0s3aneBQNwNuJNyGpBScNLBiGr+OgZUM4+w73wxxvffPRscvXa1x/OvfrHDP3k+uNEtUHyFmBtP2v7BMvPW4tkLmxvIdaNpuuEUA9Xa/HM/hXBoe8V3lux+UJ283Rh4GJMnowU9aRkx/M6kTUg2wrda2TmLUjbULBx0cIFEygGMaAnN9QK759WxNSbO2P+DcveWr/8rbXYypEUJlT8lXOx3rFmO0/RzaQnWg8KFhItxGtA0eCAScqN4PAnvkLft5hv//cbH7vv8CtP73jmQeWpP0iv/np121sjNVIwAe34adfHttPEPSx7abTfTWQyTkx0UoVJVJwOgy1Ll4T/DVz/9OBZYmQmVpoiy0Z84HKGdaMZgyi4EX4u2lvvyAVvH1iw8IKFixYuWkHRCgomlPToiJp/b1z55MTwv5+d+Kup0z858fHP6ud+cmlq5L1cdSLdOx4g3ryWSXr+Q17DRJuQHVLQ8aKOqlZImgkMHFhRWPYt+YHf3/CNP9zx9a/te/jBtY9/PfPaV0ujL6+ZpngT5l1/ruWjHYy1AG+i+f2h299Tbd1NZGabofLlAj0BSzUK7Fj6SOx3YvteWK/Hqg0k1YKCgTiHSut4zqGYuVhax+81MhkbFgyMNwKSGRStIGcGGZUQa7E1F9lth8S/+XeNf/nf/+6f//onn3/a/OXfXNpzcd3gdE7So7IZEc0QZxC/YtfkFpB5zWxJd5FZUDHRJopOSNahR6Y46SvuXRZ44r8deOS+A0898e43/mTX/d8a/PYfxL7/e2s3rxidjrAWzLlYZtZPOxhvgfauT0/lHt1lZAp2qupkmQvYqk2PvFT6A7TrqSENljQgGoC1YN6BOQflHDLnULRN3oNkshYQDUw2/ILlRQKRghbnTka3X6j8+N9N/Mt//ae//jNLbRz9D//5Lz6Z2z9YyytmXDLCnIZ4k5TdkOCSt8ua/RVkemF3ogGLJlHUkdIEwkT/yCcYD5/mlnxry+NL3n3ksXX33Vdd8idS4FFl9I3hmRhjoUwLy8z6GRsTTKBoSNEWyVyonkMFneLMuGzE2AkMvv/s6m3fjRx+YcDEvRwL2gE5F+RcmHNQ3iYZ654j06tdIBuYbPhF08fa/ryDGDMmT2fHzotTcwf/3//v7//pn372s79y/qf/528nPz8tXIhxjZCoU4JBClZIckjeIW6jB+hG1ixrQS+6QDSgosGiiss1bOxM6NiHcmbpQ8NLn1rzxGPrn358D1p2er8wth9V6nHaJjMtkGv5WRsTDVBSkaL1WCHPu4lMzgoXdJJtEtxMMHd2eeL46/TF5WUH8hbG2FjexXKuV+HG68475tF+S+3TfmRFxxTdLxsemSBvU7KeH5kSjpg7/v0/XP6Lv9Jn7COX/lZX/248cwzkp3BRpySLEqyQaBOcjW6vb/a6HiDORpyBczrwPEBlHZU0uHYyvv8jSQCvH2QSH6fCUwPChS3y+MTGkaMJWY3nbTLnAtrBBBOTdaBoUL6FvuUvpbuLzBCtQVaFkgalJs7XAqKKKS7BWoB2QM7Fci6WdwBje0PqHgoz6DQRb0JFx0q6TzH6eNuXc7GcQ7JqfGCq8H5znfnT45P6gS17pa2fVD+eezdzDNDTUDYjkkVxBsF7s9Zt9c3OP8hVfHI2Ykyc1QGnA2+pqWhweDL63mHlh9bZ//OXP/l7t/a//NjUzu9atz83PE7zejLnULQNWRsTDUzWgWjA3jJlzbuKTMiYkDGhYBGKFVIMQtKgaEDJIb3KN149ONrBvP4QDexeg5O1kGCgkoaVNV/JWCVYfXnXn3NhvknxF2JbzkuHp9Yfu7hxdEsqUe4rfpgSzoX4JlW0Y6IZYjTI6oC14O3yAPE3jjTwgg04A/cCgGQd8g2sdIFStkV/+pPm3/1s7s/tyTnj1KnJd1Pb8CFVZox03qYYGwomJhuY54NYjJtdKLFWe8dZdkOyHRJ1xKuI1wnepmibzDso58K8AxgbEyy/ovsV3X/PkWmSgoHKGlbRfCVjlWityru+nAtYKypNxtaeoeVNQaa8Kp5/dVX4Sf49WJ5KyEZMsaK8ThRUnNUBZ6PbReavjs7zyORNKFpI0HG2icnnQ9KOxKnzB44e3nnk0LZ9H647M3tIPM6wtQJtpvM2xZtQNDDZwAQTeK7B3qpIdjeRyZhBzsZFmxAMxKuIU0neoFg7nLepnEPlHJR3IGtjoukv6X0l3Sca9yiZVdVX1lfI5gra7cu5mHwpXm4k153N+9NPvLr8j/vxR5ehR5Q9qDqdkI2Y55tlNMibnt142+JmbxTRzjqoHQnUgdOElen4+U8P/eX/8FN3bvr85Mf1y+fd/9Gs1Kq5eiFvZvN2RDSgomOygfEWSLdgchbRi2QukFgLcDbOm5DTcE5DgkEKZpixKNqi8jaZdxBtQ94Coukv6T5F998smZ0zBbrP0vL2wb4QYH0b07KvnBHqhbZ4vh/vp2DCtjWr98lmH2v7GBuULyWECXLgVHRZ7uF3Ig/SI8uD7NLk1uXF6YighXidYFXIGVBySM5GtB64vVlgV1WXNyFrQcElWQvSepDRgt4AVtzQqJbbfWHsP/3zX176Se3dg2OX/lZt/oeJ1KF42S6yepo1I7IOFR0TDYy1sfQsSM7CRTJvja4ZnaiTkeClzAomuKmRxFog72Ipo694OVxyqcL4qgGd3Hg5J0xiJYMSNMjqOGPDgoNoBzA2xrkLDqd3kq/3IJ3DMHmTZOfFWJ4QbZO0DRkbsDYmmO1ltpc0LOqkUCOHzax8Prx8+KkXCt+M7HireJxKfrBSUaley5zutmY7X8powXbdShOKFpIdUrRQeTo8+mG6OXdo96HS4PbY2IHMnpnBsQv0aC1fqcdLKiXrSDQAb2GM48+1/LmWn7F7yYa6e8n8LYuxQc4JJPXVBRUbsMMDzXDi4FvY1qX47hczJ/vpScDpId4NsS2y0IJ5O5A3fAtNpmgAz4/VRSbJX8GSYiyStknaJvMemY6fcXys7WdtzJvuZI1UVKrYCFeNFHcRrdi69MWhhyIHlw/UM8JUqNdq5wk3EG/gkk2IFuK9vRMDLzQDwvmgvAtsP8iu3ZvY+GF632Tp/UZl9FR8m8oNz8QqDUrRkFfmk3b8edeXd/29VeNikcwvKdaC3BzBuQQ9AyrNuHw+/AL/7W/h/92K0WcjH62mL4ZkKyk4UdpGBRenHSyn998SMsHVE8gVM2F+tpyXA75IpqgjWSNljSpqUXE6FD68DNv3cv4MNmoXBqy0YNwxZIoWEi3E6aBDJnMu4FeeAflnhvaE1n+SHjoYBtVnVxQfG51KDtZi5SYla6RgQtYCtOPPu37aWSTzjlVeCwpmuKxnRlVWOZHC161I7SI/+NF7+SOxYq1QcRhOi6YbWNYIcm77rLsFvR/PuvtidRzPdL8mkO1qMv281YZTMJCgEbxKFo2Y1IzS4zg3FSrrKVmN3SlkcvqV15NkE4ob4g2cnwj6Kk+9nfjO9rPM9nGe2xd4OvLVp5NfXdfMVeuxkkrJGikYqPv4s0Uy71AhQae4mchgg62c5zLvxeT3xQ+djy7+ckI+oQxMlyqGyDXjmTrMG0HOCXrz0oLe0nVmD9M7DBNefR5m+1RMj0zG8TOO38t+mr9DRDeBZFGV2ZSghplaSFCjbDPUa5vvv5ZM3sBlh1TcEKcDZjzQN/Tkq+lvrTmT3DRBl09Qb5e++7J8/3AjWanHFJUSdY9MNB/o12Nnny2S+SUlGOTwLM2cDcun8sphMbMlP3hg7bsXD44c2TJwYm3x3IA0zYvNnGDEOZtgzCBt+BacTAO11R6jVw7bY22sI+bKZ79nyl6RBRgb8A6RafhpHQhOuNBEdIMQrZjsxHorK+rGZHaw7CCaq/XHT72ztPC114XvKMfR0HiCO4a9PvDQM/zX8qf8pWZE1iKiTrWX5RZirMUKXXesRJ0UpyLpQ4T4CfPuzO6P1bMHp8Y/nJ74SJ3cWT80cH4dd46X6vmSkxVtkjUw1ljw2nw3IBPjLYy3/PPCWBub/yXwupy9co4toB3At1BG9eeNIGsTuSbIq0hwooITvbPI9BaZ3oIzO9MXPfn222sfzR1eVZmKrLdo/hx4fey7T0lfy57pl7WIqEUEneINijeojhO7t0KpF8n8khJ1KnMCpw/FKscqp344OfuXnx+eUneduKj//Benf2xtmNnNnGK5qaxipXmTZHUguQvddEgwSMEgrybzWizbQLb9PaSot6043myvRWkH0A7IGH7GJYRL4YIJCybB2qGsCnprpP7K2bLjlVXcULFFMSqWOL+cvuAbsdPpk6uGzGRFi4EDLzw/+kD89CpRiwh6m0zWpFiTYiyKNcneehMtkvlFeaEk1xztVqjhYPdb/NF8ckd2+4WDMz/86cyln3/6V/9Y/9NfvDt9apt2oDRZDh8Jxs70l1qxgU/jXlHwhVR7j8QbT0J7exMTLD9n9It2QHZw2cFFC297LFU0YGaK9QQ7SfI1quQmWB0la/1ZI0g7IN+W5y5CtN171t2vmzOvkagjRQ8pKiU3Q2KT5OuInQnSMyA/AzqzZYdM1lwk807Qdclk6jB7Am0x1skHqyOHdn0wrh2vfzY5+/m7pyaZ99ZLR4alixIzGaenIafhvIkW/vyMDpkk34WlYPl508cbAcGc3+o0kKiTihYfqOfl82m0d8Xyrc+v3PVCoR6qXEorlxO0DefJBG1H7p1PpmBC2SQlg5CMEK8TvIpYFTJNnGniHSwXybwjJVjIE2fgjBZkGih7ish/knmNXxko5bYePX9C+8kJ7SfFXfuyOwdzBznhQq6opwWdyjcChQYmWQu95XBDMgU9wGt+Tg3wGhB1UjLCRSNWUbMDF9joTvgc+/grlWdeGFjCTcYFLZ4Y9zMWSV+pEuA5cnvvNIGbJ1OyCckmJIsULEI0ia64RbI7UqqjRTLvDHWTyeqAbRJVmyPeRw+ip19IBdmt7w289wm/ZX9QEoZPb69cGJCn02KT4nXI6oDXCcFY6J6+xpqdJ9PERAPjNYxTg4JGKHq0qCdlNVmcptdcGCrsysW3R7abGwtHkoOqwE0n6JkQb1Cec9IDsre29bp75GY134OiTYg22dE1MYxt9dpQXyTzuup0qtcCnIFzeqhks+nT6VfL/c9lAq/Ek9/HY69QsTdzFP9xpTIhDpgZQccZ1c9bQLQpVl/oWmzXI9OTHhQNqOihohEraWm5kRKmU/I5ZvDI0JrDG3bX9hp/r49crJbHBXEyu+ayLOgx3qA8n1D78c353dFe0s2SeaMOnQ/xv1a3/QGv0iKZX9Q1WLZlUMnJUPZibvXWyCPU2/eveOfRfv/zYeLNAlo90p87Tg22UqU5yOh9rOHnTZJRiYW3jq5LJhB0XDKIkhkt6km5keKn0txERjkjbjy+dcsn7208un1f84DwkTBwXlHGC0ojJ6txQY903LzdaZC3vS+u6peblHfU9BevM58PdG0uzm1/wKu0SOYXdQ2W7c82JThZThPID+in6dWP4KuXhsk3crHASDLzUZo9H5Z1KLt+3u4rmH5WR94stMC3ei2ZXgaJpOFFg6qYCaWZZCfihQtJabIwMjE88cP6J+NntxzevePcnq0T2zbV1pfHBe5iSmmmRS0m6pSoo06mlazf8WSKJiGahLfl232d7mIInvXei+vqe5nM+T5D/HzupRew5hX87vSoYCHeIXibovUoPZPNneGDO1KvS+jVAqQ28/tmD53622PrZ5X8hC9fXyU6GO9A1iR5+xaQeSVFy9s1aad3qVjJIAeMqDwdZc/E2dO5ynhpy/S7+p/96KJhn9YbEz/STvzgdPmokj4QLk3RpUZWacYVNaJopKIhRYMlDSraHU+mZJGeRJPoHsnXYDmvq1r1ShSHcSX/9pr/vrDPe8+SKRhI9GJBDJK1IGNj9HxAqdBOBSbnQysh7QDGQmwzzE0nKg2BOZ079sujo5NjldOV6tnSZmuMP5csNdIlM86bJO+GcjpGmwseh9keIm2/IikYSDSAbPjLNsZPLR81wpVxiv6IXHt+KLu9MPLxztqnf27+5G/mPv9r8/PPjrROEOtAcg/MfATkCzF5MlKaiZSbkYoaKquo1AwqTcw78vVeEurEb3i9L2ttdepEsxb0AqcWPM72HiaTVNSYosZEnWQt6J1y4aViCO30KC8dgeRNSDuAsaFixsVarFzP0iepj3+xa3hGLJ4pSCdzyjk6/iFgzoaFeozTw0IrkrOwghtceDIBY3tkUrwR4Q1KMKFs+IdboNhYvdaiRqfjAydy+7Rd8p6Rkff3znz6y9mf/2Pjp7+4+OPW0JG1fQMr0eZV+UO4cjH+RTIlFeu1OXPh1XaqeWR6+XGKRioa6ZVT4bvIpJ1FMhdGoo5KzUi5GZE1krcA0yazPWfKOlJUStHIdhafjbEWkNSwVI+X6+nscbj90kjxfL54Jl88ky9fZBOHEHshKjbirEYJLSpnYewsfgvIZC1wDZmigZVtv9JYXW2CgYtU5WRut/4uvaMYG62edn9uf/6/XvjRX5z8zCm8XyK3E/EDsDiVFqciQo2SGpT3MpJ1JGlBQQ/ea2TOl+RtW7Dt5FUdebqGzMU5c6Ek6qjcpDq57deSqZGKSpVUStGQrEPP58nVoNyIFeup2GFfaYoWzqQGp/iRmrTeHODOJsqNfNnM8kaEd0NZM8C0FrznbkSmqK9S1L5iPSCdh9yR6NqJtWA48VKMHD00tXfqs111a2fzvHR8jXhWlqcKFSPP1im2SXBq2yQWDMQbOG8Eb3sf3Up1Mlq7t46uVHv6winXC+40upfJrDSoSpNUNCiYmEcm7fgZGwgGkjXKI7OkIkUHoukXDaxkhoUalTzu69/5UvoIVC5khuuiciGXPxomD6xmxqOKmRKtiDgbzpoBxl7g8znna2TxJskbFGtGWJPiTSiYGG+sqrbwigFLMxH2ZGLgXHV1NfQ48i3n1qyWt1KbduIbK4VjI/J0uWgIuSmC1ciCgRfMdlCeF3LAmAsdXdhb8rwJnhi7uwTZlbRsfpHMWyBRR+UmWVaRogOPzLzrz7sYY0PeJEUtoqiRa8isziUzF/zLtn/v+wPfxna/IY+n5fEs3LPyxcoTz5YfRgeXMzVKtCLKpShtYrfC2mkndnWTiXgL44y+gUuoaASHrJRwISudK61eE34yGnwqxH67P/1MKrckiYUO8EKtVLTY1AwomDBvB/N2MGfjeQd6RQZ7cSNhIeUV8s+77foGXlJrJ1Onk9DXvRe6sLd0z5IpmLCkIkWDooGxtj/v+nMtf84FtI1YMyLoMVmNeRsJsg68eFTFCuXGsb69L7w49vDK7c8L4zFlKo3vX/b62mdeGFlCHF5emCFZjRRbVN4Icu6Cv1O90ALeRB0yWQvxFsZZ/UorSNdWDbYy0gzNn5dXrqOeTIGnYvy3+hOPhMKPJvv6dsQktSgaWd6mWAf3hmPeDuYtvGcj2hdUHTI9OOcrP7QTza9kt5pw3lG0SObCaH4V0a6elmv5My0s50LaJnk9LqpJWU0qzbisUYIJecvP2n5WBYoVLcwg/OAbfbtfEmbiY7OyOJNiJ2Lho/2FmRCnRvJ1nNXxvIaJLWKhe+4LZEZYC7EWUOaAMgfSU8uqc+mSxrIXxOUbqccz/iXh9AOB6EMEWMoE3ljTJzb47CSSZsOcE2TdAGNjBSvgnX7bc0ejL7y6na7enDlPZgdOb+a8EhO/sHDes2R6D89YgYIbKFwK0rMg6+B5m+TsWOoiITezSiMrzEQFNSxYBNPCaMfPm1AwSEGnRC0iajFZjctq0pOoxUUtJugRr8NuRVy4Bbz49W4yGYtkbJDXV8mzQdbwF+qwZPLchLR8E3okuez5XOY7GP5MCl82Qq3e6s+eDQ/P5QrNgGBiV9KsTcjf7rhZ7zxMT5yBeyHpkkN2R02KNiHaBD+fsndTuibusnO1bNPPOohziYzan26u4lu4/CniZ4NtONvVvRfJXOjut0DBCuZdLN8KZp1A1sJyJs7pYb4RrzTpFZtfgnuWF85TohajNZh3sZSxirWAYCAPTkGPiFpM1OKeBD3WTpM3Sd68JRkbFpjPxryWzJy2SmhhogNEM1Qy2fSp7CvDqx6KvvJ42PdqIV48sW3fZ4cGakX6HFHUwmWbEI1OeWjQCZrtkbjZdqKPDhgtyHeFwl4nsPlL67rRl6JNVn+QZjTIaECapcQWwTnBghVINpZdmTnnC5rxBrVI5kKJtUDGDOTmQL4VTBv+rIoJOlVqxovjCd+6l7/yzu+8XnwqtGdF7jws6KT841jhUnC+hjfynC6C7hWtiAl6zNu0uKq3bjGZRow1YqxJshYQ7IDg+BltNavCslHgxtn4YSb9cQnfRBOb6LHpzUd+eXjbp8PKTERWiaJJyDoQDdAJl5V1KOtA1m+uhv1vs2t00J283pGHZUe8CTsz503puhkLgoEUM56+GGAbqOhGWS3IW0CaQ1l19RfJFHRqwbP87lkyGRsmDV9uDhRaMK9hQgMO6+m1tdzo6Uxqw6rw4FvvTQ8oR+PixUjRSUo/jCVtH3OlUKWX4NdJje/G8taTCa8mE8otwJv9ufpythEsaVlliq/W1+764cGh8fX5j2jmaG64Lg5p2YoaLhkk38BkHYrz++myDhUdeEfx9NRZadfJyzNwwULecP3XX43XCaUZV2rxUZcuG/HUuZWsFhz6UaKr7GAXmQa5SOZCibVgSvfRLi64pKyjoUZ480x6y6nshgPx7QfoCf292c9Pbj0jrJ0pDFmZrIrlXIyZX2y0N7UsNJ93S3Vl396qFrOAYPk6ZPJ6jG+nWULJwQTLJ2r9ZTM0oOXoU6ncEaY6PcafouXz2fJMtlRPiDNQVmHRJLgmEHVS0CmveJeoI1kHsuEXzdt2iqHkkN5M6BmxBRUrqBijBb3VpuyGuleYv8Gc6emazHiuSZTrae40JY1HB9S0MIW4GpBsoqD5u4uA8iZcXGcurFgL5iysYAVlixjUw2unImuPhEa2YdXB/q3rY+dPb9j3oTS6J7ZxvFCtxTMz/oE/TTHz3eMFrDI2ZCzEWFeS4m+pP/NXkimaPrHZV9aIgWaWO5NmjjFD09XsMaLciA/baVklxEZQsVHRCfF6tOz/jAAAIABJREFU93+PCAYSTCCafsG6bWQyWtAbfh0UJYeUHJIzcNEmlBYluyF+3uj9jYfoNdVk+DoK7nz9FWXJK+UlmSP+UTsvN0P0VL9oIb5Tv/cqMhf4LXwvk8m3EKMHpCZY0wyvO03KG9/OZJ5JBB/fohCHt0lC9u2tu9IbTmSq41GmDsU5yrNqGBtjbMwrltPZ+mOuzou/Fb5NC/C2j78BmZLl5+urpDpWbaZL47R0iq9OFZV6tKgjvuGna6skKyC3oGAh1iQZM8KYccaMM2Z7pcrbPt5e8ErWN1Ku7vOO9/Kmx4KKpaZWRS+8k5npK6iYhyv/ryDzuhXYuBqxYvTZvtGX3x54Br775qCaGTST7DRWboW9oI75l7IXW7tI5oKJtYB0iaDVPnEGWz8T23AQccxzoTe+ST75Ne6NpzYlV4eWPbRjT7K4LzBwkRpsJTKNvq6q552zCdozJ3tbyPS2OkzImyRvRNqhswZiNZ/iBIsWqBhEVUvmTxK+bcvf2fCiWCckMyhZgeIsXrqEClp/ut4vzkYZM8KYMcaMMWaEsRBrgfmzTxaWzHZ6pH3tnk17bnQJ0QCZiyvwD55/c/1jzw58K3nGl5sEvBaSLIo3IWtgjBnkHdi9xLj6KxBvoiuxdfPRPIwZZC3I2Ui0SdEMCRrB15E0ERo9k734Z3sPaMP8Hmz4ZGxDM1+aomSN5E2vcNn8rub8lRe8f+8aMm+UQSs75P/P3nsHyXHdeZ6zcREXtxsbG9ox0mgoT1KkJJISHQCRsI02VZWVlba8T+/KtoX3ILz3DTQa7dFdLt3LrOpugKTMaCWNzEhjbmYuRjMXM3NzsXc7F3txd3H/7P2RVY1qGB7BYQMQiYhfdADdQHVm1vvUe+/3fr/v13FxWyZFYXvZW65IZe3O91JDY4GDx8P46j+ivv6M8MU/yjz3peyq57fQ6yv1XTtmwomRjZLmzSxgS2+tMwLaG3Af5/02u3vxJWHo5p3qvqztz5p+7NLaN7Z+7ZX+zzsr1SWTBWeQNT9T7izIW8Ni5bGk6z667mHqHWx9o1DfLFo9oo1INqE0/FS1RzZcvQDOzbhdgy/4+lZv4L7dtf1tfjreCzipFkyX3QzwUKCbbjTLKp1OvSWLVME5fDZwpx5dNGDBhJypT5hHKBtOaV66hkq1YK4azd+MDNyI7B9JT6jbVH1vX+/m3q09xXe8fddDgzaT1rGEBVM2xAAXp7s53S38K/a3HzY+DWQ6WLaTKQKUs73i+960uTmr4gOjoULRlVz7Iv/Vrxa/+LXd3/n2hBy6cjR1eopOn98oq77B98PR2Q2Pa3X3wPs17mm9N1DBQCWACwbKqrAEcMUmQxMbN5/81uaT33rsF9weLEDoBkY1HDI38GADb3bxOsLpBKvhmbq/WEf4yY29k76901Ttj6/dmL8UPRiSx4TeilTQUgoI8gCmQDd3G3LcLx2x3HYylzotRQORdVg0IAG4Wcud0ntY28cBQlD9vXpyp8b3joT5PZ0C9/qlPUH9mDwAf5vrei6BvUAPbciPh0QtxNRxvuGT6l7RdAu6hzO9K17x/2kgc5k2DECblFq+uLqJMz38TWRPiU8LG7L+TX1vrXlncycYzFcP5vftwQbOI9yoO1sns4tosrLpt4VM2SIEA6UqHk7zZep+ugpFpjpSJddjv+D2YAFK20TaRhi7m7U7BKtTNCBRCwhaWNDC1BwilqDMLDw4E+6/lJioX5m5PZk7ny/cKPTezOVLTK+VYqvelNbNz3sp203ZELWcTL7ZH4fzJi6YiGjAsgE5ma10pVOpY3krmKmQQ+Xojul4es96t++z+c6vTka6boux46u/WXj+D6jv/EEcf47d9lZxhpRVJANgxfZKwMMbnhSAUiutWfFpINPxvWjH0onsPNG3EKauI+JZsgP7ZgpbPwD3XOLpG4Pi/hxOF9ZmryBFK8KY3nh1kzi/4gu8h77fB8+ZoolRFQ9T82bqfgngnObLzQcf+wW3BwvQtOmnAMlakGC7ZQuSASYbUVlPD9xS+Go0r4W2AWpHiaP24zvP7dh78dC+8WMHK8f2a/tyk3yfynBzKFeD+ZYZIWUtNWfBPIBYADt+287m3yFTNiDZcIuaO29hRd1fnCV6r6PSsQ4o/ZXvvvw7vS999vIrL1bWrDn75a/s++Lnh779pfSmZ8jwl/uuwPKUR6l4FN0tG27O9KQsb9Je4c74TwOZjhfNEpnN72tIQSMHtURmMqZcTMq7YjyH095OBe2CvvssJ2wavByTZ0IiCKQtb8ro4uue3xYyRROTAM7UvEzNq9ikaGKc5ss2Ao/9gtuDNXEnGywAVAReWYfFGi6UY2wpxVeorMYW9TR/gyxcTw9cLlypjR8duXrFmJv8vjb6g4nitVz/TV65Ge6rJyQDa7onOW2lVjOrxFhQykZTNk5Zy8hUdKgIsJyKFEq+wZt432Uovf1NOP4F/8b/OPT8Hxz9vT+48rkvX/7cVy88++KIZ+Oh2Iah/o4tF5HchDdX9mQ1SNHdvPGUzIeMD5gz2yfMptFixSeP+Qan40Mz0hFt9/f+ZqFkjh7dN7B3gFMUtHggtMcocJVQ0kRTdZhreB7jKcID7/cBZHKaT7YITvMxNa8EcF5H6Cr0pNnUsibOgTgLIgLABN0rVCDmpi81TsZvhFLjseR4hJ8OSxORoen89tHts+/VS4vfn7v1vvEn/2nuR0A+lc1f5cUbkS0WI1YIUXe6CNCWzTbEWm7KvkMmCxDRgGUdVnRI0aGCiSolKDfr3VryD11HlUPrhe2rdxc3vbP+5cNf/uqpZ5698LVvnX7x5ZkoMbItPnxN3jUa7p8j+jSsYPoyhtdZzSbB09Xsh44P3l46LhciQDkdZlRInPUNTYQPl3MD17h3Srv/+v/6i1/+5ieL71b/4q9+cPtn5W3XpEKVS6l+ajGQsNy85VIa3ieqWo1/MJlMzetsNVkVFk3siSWTBRHOjIgmJmleuerlZ2F6gkzeCGdqYmosIs3GtmjyzvJg7lzv2Lx16xd/Zf/oL7Tv/2y8YaT3SLkLEn0+NFChpVlS1gItOJtkMnaTzLSFM0ur2RaZig5nVF+uivSVsMEJbPCqb+cV9NT56P5kZ/H1b+a/9pVtL3+r+K0Xjid8B4b8+y6lttyMF7RQwSBywKfokKB7GNNLg6dz5oeOD876tJNJ1zzCtDe667vHpzJ7xwrD82f+9v/96+/9xa2R2XM//5v3F/6snL/GZE0+aQRS83jCcst1SDZcvy1k0lXIIZOpeR01ZGcWfewX3B6sidNagNGDIkAzAMrp3mwVk0sRfjYev+5npiP8TAg/0Ynt9cT2U9cXTeNHv/r+r/7X6q1fXq7oqe3Z3ksD9MnIwBybK0eytZDYLDF32iwdMt1OHQgLEKFFprOgFQ04Y2MZExfmvMo0PDTr3zET2jscObAnxrhXRb7zXH7T6mznmqP98YE9QekUoczFOJUUdVTQvaLm5jU3CxCu/vTU5EPHB5yaKHWCN3xU1S3beHbeT4y+tbr3869h/yFeWDt4lp76wdV//m//8PN//PGsff3v/+uvvv93euEGLRsUbUdCukd+j2QrmzOaSzR+O8h8UDz2C24PFqCODoNgQrLZndVdORXO1kJKLV4wGEVNyNVQr0YPlLK5q/0Hp6/qP/kz84e/KS38+TVj4dDUVf5Y5uztY/JobNBgsrWQrJGi3uq/s5qKBIyFtNI/ze4Z0YAFE2ZML2PBDEA5C5MMQlHJfJUcmknsviL3bYke2y2d3iXPXNx3c+ZI4ViyOMUJaooCIRagPGhqbTuT88o+ok8DmemKy9lqsppXsjDe8LkvfOcV6TNvkp+BEi9sOc9Ufzb2o//53YmFq4cvb6/cHq79YkS8EuKr0bQViGge+RbOVzpzmvspmR9jsABlzABr4gJwyWZn1ujM6u6siiuq05IellR/0Yj315TCWP/28dNX6rdugF+O6D+7qC1uHz7LHM2eWDhamKT7NWqJzJZYM+wUUbIA4c2mH4TSIpMFcNrypupIooEkGxhVxxiACwaeLccOlAYXf1b6p3/6kz//mfW//cPP/vlffn6itlOapFktlQYhykLZpmAX7JD5dDX7YeNBZNI1jzNtShYm27hgItjImvU7v0IdXIsrLw9dTl1/78Tp2v7t5zP7z+UmwLHRxQPiJVysBmnLHzU84gLOlbuyGvSUzI8xWIAygGQAylvdorVRMTdm9e6shigqKRn+jBUSdVRS/dkKw1wTYkfyqXcOJrafo3delo6eI7ZkkW2R/umiNJ7IlWL3IxNirWatX5PMlh8EC5Ck7Ys3kMgCEl1EYwtooo6mbVSuhnLnEj//K/s//+NPfzw/8S9/9+P/8i+/OF3Z2V8SBTVJgZBTt+iclC6tk1fwEX0ayJRtPNMgZRt3Zk7JwhgVSo91vmPQyinX4I3k3rncwCW292Ty0OXMTOPIuVp/9iqR1SP8QjBp+5gGQld6ZO2JU0b+bSeTAgEG4LzlcshUjE5Fh2Ud5XUsMx/gAUxXYamaTF1juoeiryUjX/cmn4dSq5L0S1HoLaXHf4yIXUL5GVJRA0sGB833qM2qpJ1M0UBYgKSsZWTGG0jaRqRa8Iy96+//9x//5n9c/L4x/H//089+85tbO6+IO2pZUU060zvv1DCYCGWhT8l8iPjg6jwn8UPXPLzhk208D8iBCtF/k+ybjRWnEjumhYFzCWGra+fJ8OFxqv86kdUD3DyZnEcTDSSlevgVd3d/+Pv9rSbTxCkQogDJWm7B6pBBk0xRR1MVt1DHWQtiNDhrscJspntX4hsx4stI9Pe7iC/h6AsJ9+pid/f+Lvx8t1jxyxrpaKi33+bSglMwEdFokukYnNHAl6ojiQacnPelG760DbMAzlT9p62tv/yN9cfvj72nX/pv//Uvf/ObhS3nqeIkJapxxgy0aokQwTmMBStshvtpIHOpDMgpM+B0WDARxcLZm919ViCrR7hJcluZ4w5BG/A/CvEv7bxI9I+icgVJAyS2gEbnkSSAOeuJexS/7WSmQTgNQowFCVanbHbIZresw6KOUjVImCdo4EnrcMZmmVm5Y1f8+Tj+lXDqs0jg95CeFzjo9f4u13FP8Dqct6Jyy3dkCU7B8YmyEKdeb4lMZ9rkDB9jIZQNs7aPs3yCCckGlKsQA5Pp8dsnDp+Wtm4NLNQv3P7jkR2jgjweEzSHTNR5HVlHBeNp5/TDxAfMmQ6W2Xl/pkE6lQayjYo2LDYwDhDUHMaPEq78N990/7t04bXdF5Ed036h4k2Y3tgtLLyAJOoobWNPmv7qbzWZDMBTIJ4CUcZCeMslgm7ZcMk6Ihg4a+LivD9teRO6lwPp+CS3bkfk6zT5dZp7gRd/l3R9Xfa+VFzvHwnS5VCuHml2kzThxJfITNtIqg4zFiKYSwtaVNFQQfcJJiKYsGT6MoY3p0HFGlSoYO/8YOvlPzk5eJGlB9yHLmeuGPt31/qkEsUYcQoEeBOVdSSnojkVVTR8aVu7UvEpIZNRIbrmcc42GRViNa8yjyuLZKzaxVqYDMKhSx2vUZ99jfj32WOdO8f9+8xERsfSwJe+RUbn0XQdW/F9xUe4399mMlkTp8xwGoQd9WpHoVMwUN7EGRPhGzhlQpSBZmyWnhWgI8m3+2Mbtyrew1u/IcCv93leKq5iy7RsJgSdvO/NsgBN20jahp3jjdZuE5V1VNJ8Tl+YYvhyus8hM1dF4pOYXElLw+GBK/ET5b7T5tBONctNRXg9ypoBwcBlHc2qaLZJ5jJTzY8/PklkPmyIJsHUfKLhz4BIeKTr7W3Pfbf3S+59LxUrgVzNsehD+Za6z5M2sj8R0fQ4apkLN2tf04aHs3y8iUiGP6MmMrPsbmv32K+mMld6B8a3ZkeyvTN5djRWUGm+HGRrBN+Semk2mjQ/htD27tkHVqEYrSIEHRF1nC8hveXAjkpMPu+GB1/Gdq1SbhD5iqMJHnB0klqSnyuuwPYpJVMw0IwVElS/ogezVpSZQ+CLa9ynXkMuv+Wk4GUNb31tmrQ9abnZ3+pw6nKcVShv4k5OhbJQyoZp4OHrsKD7pCqenYtmp1O79P5rPz2/ZVQeusZvmxAu/PGB/Qu9hVo6MeFVrAhrkktGSUtv7sN+kgomnLGxjOHN15D+Cspc2LBOeWa99EzqdEd/KZqvhGU1JOiOc4xzqgmt7CP61JLJm2imHnQ042QQVECQU/H0nDc553a2EE46wQHyCZFF/iTFB5CZ1Lr5OixZWA4EilpCHA9LI4ntpSJ7IjB0nRsYo7dXRGksWKglhUpAMIMfC5kOb/k6mqnCxTIiXe9Zl/3Cm8zvU+e7e0vRXPUOmS2bsKdkrlSgjto6rxGchkpmIDcfVuwAr7ft3+5K8D6Njy9aZDriAyhrkk0yLYQGXqHhEwGq6ERRi4lTYX4k3jsppI/jW6fE4miSvUSQJzryalIxY4xKOP+33SLpo5HJ6J78PC5XvfmyrziDdgx89Q3hs/wIVCxHs7WwqAV4g3ScY56SuaKBMhoiAEIABKPBjIZINiHXybufDlimmvM0Pq74ADLlW6Q4j1BVN3XTnamG8uVkcY7fpff2TtBbZ/j8WLyvRDM3CLEcSs+ivBFo6v3+KxXSAMyZ3uJtv1SDlZI3P4f07HhhVebz1IjLmTB5I8CaDv9PyVzhYHVfi0aUVr3LbvkuJp+S+bFHqwaVN5ElMhmAUxbCWDBfh1nNI2lIH0goc7HIBV/wBMRcxHunk8xlLHCqs/vAG9QUxtcCjkz+x0CmiVC6J7NAiCqsVH19Khk5/zZ65PXMnF9RQ4IeWJqZW7IJTzNAKxachTrqhryNsQChDZgxfW0qifAdce5lioZP4+OIB5DJWEii2s3ZXslCcvXA4ALNTBIbd77+kvAV38G3e0vJ9LBvTf/zzzKfCV/vyYAYpxMfC5ksQJKai7FgTocVDe03g9kyLs9ig/WkqAV4I8AAkrJwymqS+QgcpT69ZPI2ltaglOrhLFSo44zpow3oDpnLsHQ/JfNjjqb/p/NIHQcK0iFTqKPiPEJrbrrmyRghagrreee7q/tfjF/xDAG6UI1Fhnve2vkCfmlD4qZXtkPL3SsQ/qOSSdkwXfdxhk9U4UwNydXwXI1UVNKZMCkLb3PjfkrmSkZag3gb422MNmDagHkb420krbmfkvko4o4zL7JEpkMXbUCsBYk2LNu4oBH0TSw6CgeveJRKUKkElEpAqgbEaoCvkZxKshp+L5kfIViApG2YsuFWNR+qaLhT68MbJAPw9HIyn65mVzBSqoc2YBYgjOljTJ+zoE2prqer2UcR9yGzaWjvkClYXtFGRJMQ1CBbDnKlgKT6JZWQVELQCEEjeI3gdILTiTtU/ytqWR0y0zbsFMG3nNFQwUBZE6csNG2jS2Q+irzDp5lM0cI5A2F1nyOG7/hkNLW3n2aAVjqa7g9u3kQcP9KlLCtnoSyAOdPDmV7eRCUzpIB4xloqxGuq0bcsEltxx5/rowxap842bd9pT3GsRAWnYc1q/pRq9a+s+Cnap5hMVGkEOQOjVR+r+1gdpVUvZyBKo+3g5CmZKxcPJpO3Mc7ycaaHNSBGg1kN5/UQZ4Y5C+MsH2ehAsAEgAmAEEy/YPpXjkynwsSxlnJ+ulSFu+LFJ59mMnkdY2sYp+ISICUzwGkoqyJPKw0eUSz5GplIu2MSb+Ktn0IM8NAGTGkIpREpFWdtlLW9TusWZ2EcIDjg58ADyHzIT9L2rrElRa+mbpAFUza8tAt1Olec6XRFn8+nl0xWRSQzkLFCTnWeYoVkM8CqyNPqvEcR95Kph3gjwJs4o3lZw81aEGd7eRthLYwBZBpgjkMRXfewtpe10SU47yGz+foPdT13kblM0eseMpe0S1b0+XxKyRQMVNRJxQyzJZS4utF/dSNd9mXNoKiTTyvaH0UAmLVcbFNfG71DpkE6ZDLAwzkzpI1zdoCp4+l601yIsqGmOaKJs+a9+8zm6z/U9bS0ahHebCcTEkyIsSDHN4WxYN5ERAPJPiXzoW/mzvtxp7fofntFVNTJbC0szwXxM+tfLX7p1d4vIGfXCmVS1gKyFmhZo+PtK9vHdF/Nnqa2r8hHaElz5oS03cr4t5yzKQtJ246qzR23Sb7NkfLerlThnlf+KFaFy1w6UWefubSa5Uwvbbpp000bEGX4aBOjLDRtw+k6RNkQ49g/A9h5a1rvFO5IDTilrezdI+GuuM/zaSezbTULtbxS75C5JFyysoP5E0LmUhYewLx5xxCSsRDO9rKWmza7WaOHB7BoYqLhz6iR4mx6cIZzbVv1ZfI/dO98Ezm2Xp4N5/SEUPFzKimYfqFO8A2crvtSljdpela6c/rOaU3zFzkfCs1h1/YV/QgN9ZSFhBeQ4CKcrkOs5eaBm7Hd8Xk4vIDE3w+F6jhdD2UaEV71MVUXZ3v4ea/jrtUu37jU0yjcueZmguSjqDze55MUXTbpNR0+myaf/HyYmw9wNs6ZXk7rFmvdGc2V0yC5DMkVuLcelk0yMtNFm0jme6EUgJzPmtZcelfc84uWe+PeSS7cuYa7Wz1Xejx/gsgEbgG428l0akoYC2ItFwN6ONMlmIhkEKIWylWSQ1NC7zCXOkpkh1NXfnJkqCxmpuPKXEypRUUtxBskA1DaRtM2nKpD6Tr0CMhkWpbjvIk43TDOhCDqeNs0/lGkLhwyw4swY0Gi6ZYNF2+54vNQcBHBbCRc96fNIFclsgbZvxjk65C/9Hbahp1zgiXqnJxke2ZyiUxqhfVXWYAmqmi8gqQqkKD78hbSC+Bc2cVPdg6ofm7SI81hffPJjB1O1eCk6eEWsJZte1vcN4X7ZObeP9lksibOAoQBHga4eOAWTEjUUVkLyNVIbo7OXWGHruYHr2WP6ruGf3hCHo5zw8GBGlOoJTNqRNYCvI5xBsJYMF33cvUVdpi5M2e2fXIvU9DAl7r1P/JqlgVwToN6a+7emiunuVkLStWRhE3yCwlRC0uzRL8RHpwPiTaUAj0fnkzmo82ZDxeo1AhzICgYeBYQOQ1LXt+weedz32I/49r1CjuK9tYouRqT9LBSD7M2mtRcjhL08sAfODk/JXPl7uQeMu9Ue/EAFoFPMlFZI6VKMFOKF2b4baOD541zR2cPbb8+2HtFTh8LyMPx3hmqWEpmK6FM1S+pmKAhvIlwls/Rv1jReLC9PHrXP/tory+YiKLD/VVoS9k9WHEVVbdgwgxAExoumtFsJVSYC/ZVgvxNV2xuI7uI3EumYC4jU1h+2Sv8fFDB9PMaIamEUsWpG66ePS9/2f9v/80bv/O7Xf9d+Di8RctKM0mxHMnWY6KFUfoHuCr+NozqTxKZzZPrNjKdz0hWhwUTyZhYRieUSkCeDedm0n2T2ZO1s5UfgtGFqXPahaPlIwfLu7dO55Nn0MxkRJkNZsoBRSUVA5NMVDBh3vA+yttpoxRufW0GY8EfoaLaOYXLqfBABdpSdg9U3HkVEkyEATil+nNmsjgXU25gmQk0q5JMHUstIKk6ci+Z94XzkQTK1Hy8ime0YEGN5mbC9AXMt7NjU+atF4nn8d14dkTpK+X6dYmfI9Nzrt53Q/cv5HrS5sYHxSeeTMHAeR2RDCxr4JmqX74ZUKZi+WlucHJg39iZqYX67Pfr4FfvXZkf3T+7r280Q58PSdeD4gQpzRKZGuGQKRowp69wp6yJtK+ylmhsZQWhe+OhXrwpiKzDxRrUW3PnVbeiQyxAGEAqIC7NhWMnOzdmn9/Y+5wwgxX+mAoankSjSaazh7x32lzi8xGc9womogAiY5B5NZifCxen030TwtaJgZ0Tu6h3hN4rO4bGdubHCrlpIVtOSFW8+XkKoHvivnx+xMqhFYxPHpksgFmwjExRRzMmntcDmXJAngxnxhK9k9K2yV3S4X1nS+rY7cXaL36wY/QIc0zizrG5MZ69FmBuYOw0wpcQsYaKBiKZPhGs+Gq2XX7SIZOxYMp2DtPcrWgeGzwsma0NISyYkGhAPIAYC07U0bQVELRo8HRncPdad/YbbyQ/5z2ymraCcKkzZaMfQKZTB+OUsC0Vsq3gwzERUYX5MsxOQNSwjzpP8GdTuXPFvgs7946fOa2Pn7ZG+0Z3pM7EpalUUUtQM67lZLpb0YZo88XRZQehT0h8osl0zrhQxcBypj+n+ZXZoDQWVkZTfeOZ7ZP7xENHjs+B80b92ruN3IV9wrleaVjhr6WpkUB6DE1NelOzEFXxsDosWpjcWGG/RHPpXK4l8fhALJsL2od6fcZCUnUkVUcoG6ZsKF2HUnUkUccZM7StIQpnfRdLBeN7R3ZfiVLHu2Q1zDUijvbH0mq2/UShncwlPleazIyJ5TQsXw30lpKD0/KW8f6t13ZtuXToRGniyM0blxqlU/YIc1ZEDkDpa/6CHhN1tDVD3hdOuHmUeudk5Uka7Z8sMiEeQPeSmbf9Us0nl4lsKZybTmVu0MRe3zf9q+P7Dh6rvXvWfnfL2Ihy+cCO6jHmqtyv9ipVSlSjgh7gWyeijyb3+AAy3ewiHFY3MQ2YX0QpE0prEK1CzZ6YDx2MhcQsX9SGExaUtL2JBkzNYxQgpUqw71pwyyFk9Lzws8UzM2PF7UeQvSVKmMFEkxDmCb6BU7o3pXpYgDi/VLhn5nwEJ++CiYgqJFdguYTnZqKFG3RhOJM705c5tv3U3NShyRtbL58t/fLdwbH9nf2u4AlSnI6JWkAAqGhhQrM+3s2ZLsHytOB8SuYju5M7ZCJL3XqCiQi6T9bRohnq1ZO9JbYwIRL7sOfxN3uyvb7+/e7ikKs/2z2Yzk7tKpQHlbIo1lKCHnK0Eu9q/1m562+vZeFbZ5vOVJm0ehJGT9ryUCbEm0im7s9YgVw99FBnJyxA0jZK1dGUCScMd9qGxXm/ogdzYwTTu0YIv3JRgv/06t6FE0CMAAAgAElEQVTSnrQSfCm3dX32IpSr4awOszrcHN8A5QwfZ/geF5kywGQVkeYweSqQH0/138huvbZ92/DBs+r0sZuT24Yv1H794xP2WPyYxF1R+mrFjJlkNISqQQJARRthDTeju0Qbaps5m1onrXPOJ2m0f/LIbBZttJHJqJBkokU7VDTixQrXV8oEjgafD6x5NZ74Khz6I5drlRBblUHpkeKW+g7qZlzQoo5+YVv7D5q2V9Y94QPIZBqw9C7BWb501S1omKQS3BzKzT38qaaOyDYuGghbc4sAzZmEMOKhdqxBNv0u8+rvn9v0+g+F1ATeyXzrM2nPV6ShtwbLfk71OnbActuoaF7wcj4fQRJIBKikIVIZVWb9xZn4wJSwbax/28hO5fhWSE6tjQeG37Xtv//17toV6twgPZJVdJaqYqkyzJu4ZOOc6WV0l2B5n5L5OG6m9azv6DUBmDO9IvDJOsqXCKWU6lcL0TPRF6NvvRILf50I/2H35lViaHXO6z+dUKqKUE0KesAR/HWaDNoqS1fw4tvIdFazS2RCCaNHue3nDJ8C/P2NZKYczFeiAyDl+J9/2Nc3EaHiLRhEzsQVHc4aWL6MJg6/hUS/iL7yPxRe/NzFb7w498aqCy9/o/C136PX/GE08rWBcV9GR3MWIWk+tgYJJuLMnMte07y79mDlgtFgTkNlDc/rgb5KpHc6nh1OKWe5wLbY+jT8nGstfXTv5fcb226OwLsLq3K+1FSKVcOiGeV0P6ujvIk4y9rWnrONzKer2RWNZVpsTaMLmLUgvg7xAGI1L11C5VqqqOdCZ8PPx958JYZ/Jxb9fM+676Shzm1E9EIsNRror1OyhosGLLTySU5bA7PCj+IBZEKUDdHAK9cJqgRl9RA3gXkOvEkcXh86u1nWyA//+qKByBW4oON5A1M0JGcSxSrOntgYZ7+Z6/za1q8/c/Kzz1z+3FdPffErO1/4IrvmGT/+xcShVXIZGloIy6qPKbkUC880SFqF7ioteDR1pCxAGQNjDEw0sYyJF1QiO4NJ13DuXKB4Nbtz8iCxVXgRd61KxTry2bcU+UvBTvdJgq0lem+JnBZJzMECIJQGSWv3pmefkrnCIZhNWeEWmY4xuJuve2izhwewZAaygMlpMnku+BK79g3KvyYd/3bU69oS65vZeuQHB9gxsg/EshosG27ZcImmqyVU88AehY8xWg0TaOvIpJmJVRYDik2mZzz5WiR0dvO6wjfQveu6t7/6UGQKJpLTiKyKiqqP12DRwgtGsH8isPcYelpw9X/1s3v/7WfO/96XT3/luR0vf43d+Gwi/RI8+Dx9Y+OQHSwauFj1ZmxCtvFEqfveWqVHQybXCNE2weowW3PLVVeu7Cnc9BUnQzvniv3XB9Gt1Oc61nxm7bo/6PR+I8p9i4m+OrAxPB4oLmR4LZ6YRQXTrzT8jOa9a+OzvGrv8Q/jZnyyyETuIpOxIMZ2s3U3ZXTxdTgzH5KMpFjlEuMUciRGn9wJ92eShwby17YfnT88+3cjuZmgUvLmVXdW787q3YrRLRtux271ERjd3UsmY0FO5xGvovQMPGhS4nUyOxq98sN3BmYpRQ081OtLBsFpPsrwUXU0UUdTGpqZCRwaSQ3viBZffGbfZ58588XnDz737J6O14uJdfLWzczJdcKNjmIN6TOIvIFJmo/TYWfObM9XPxrzQofMtEVSuofRuiStI6919qmeoUqgdzKVOBaNHpLXcOEX/aHPdpPPhzIvs9xXmDc3HdmUnktIJs1pEU73C4AQAPqUzEcdQrNx0SGzNbhtN9eAUlo3Z/gkM8CUQkIpXTSLg+rOkZ9WhTNbd84e7p8Ykq4xV/70aGYmoJR8ORXO6m7FcCm6WzagO2Su+C3cpwdKMFBJD0q1CH2DzE7TiZPBbZODtT8rFUfEXDUqtlq6hWWvcKevYqkOXjARTvOlNS9lIdxtf8zy4eOdkYs9A+dCJ/cksute2b/qjR3feln8xlf2Jlx79kQzR5GDFluo+qRZd97AMjqaLvVQVXd2IbBktP6oKmYR3kRYgKYMPGWiNPDylku2OzNgc7bWnb0Jba+xl39ySv1bO3my/xsx+GtB7DVJ/COy+5nIy6/2vk5exPOGWKjzXDXAVtFM3d908npK5iOLpVYM3unbaFWxiQ2MqkG8RhSspDwXF6dS/bXsbmvHbnNXcbrQO5NnryWk8WT4PCRMh4pGXFEDjpTB8kG/ssEChKljlIVQJswZPsVAswaeVUmlEhRvxgvljDJZLIzv3Dd7Prl7sO/EyfzpncVJOlPCiro/o2NMyc2qsGiRqRrGGmHWiPJaXNCiohaStYCi4YqGOAVrDPBQpjulepg5WL7hH7iYOHNpYOT07uljBy7vHDx/aNBauDp4mmLPYLlyUNIQQUOawiumo4uFOUuSD9OO/HE/ouY6iLVcrN0tAJeiw7kavqchj//lmbFfX5au8vxoJnQu3bkf/Tr32kvM6xt6O+grafEGJUzEtthi0YgJFZ+st4q6AMzqMG34WBPn7af7zBWLVlf7MjJZAAsAZVVEUP0FM5WZSySHCWo4WJjlxLEENxbrV8Vijd8xn5fn4ko1yZfCshoWtZCgB5we+dYMvLIXzwKEbmBpG6GBTzCRvI4X1UC+EsrMxuQpZqA0VJzaPTR56pylXzIXR80fnymVxXNcbjK8xaD6zKisYvlGMLsQjpQ8jBlizDBrRHk9KughWSMdMmUdcQrWGODhdEiuYIXJyJbrzPmb+63bM7/5+1//5Ofv/vQv3/31f/7RaW0ffQ6Xa0HOQDgDccBrKdZhD1AJeBRDpfm22m7GdrGWWzQQRSWlGf92Q9yhZfmrIX48zk/HE5NB8oLPtaMnO5K9+tNLx989II7GmRGcnUSKRkTRcMVAJRMVTIQzkDYyH/8YvhOfbDJZC2IBzBk+0cR4Fc9qUbkU8R3Z2LljVfwCkptJCxMRcTIauuBmxsn0GJrTExk9KqshUQsIOvmoybRR2kZ5E1EMtKDjvVV/oRTKzsT46wl2mI8eFyIHCkPDF9Wf/lnt/T+/Bua3jh/Ij2WKN4VijRbKOKvC4jzC1Z3KIZiyUAagLEAFo2mTzGswZ/gc5SvB8ioG1leObZ/iTs/t/MGfGv/8f/zVL//83ds/1f76v/x07Pbp4kgyUw0uYdkO5+MjE2UB0k6mYCKKSorTpHgjII6EclMUNxbLVWlFpzMqx1xNbin1nf3h8b32VmUyJUyGmAk0WwvJNULWcMnARBPjDIRxNrEPWVO14vEJIhO9P5kWxBpQpkFyNUSqktJcsHPfa6/lvkac2rzVEjOleGzY++bAc29te6Hj4KvMDJbRI6IWEHWyRSb6yMhkbZS1UcnCsgZe1MjeciB/M5Sdiss3aPJQcEPW8+1w17p46OCNmf0XZ3acHRm6eip1PMteFof0XqkSJUfejtxcK78LUY2OdKMz3eimbPeSZA4PYE7zcQbCApi1vY51bEELDc2mD8zkf/Ib6x//z1/9zT/82Hp/4n/5f35d+8HVoRE6Vw0/GMLHQyZv3k2mrJGFaiw7HZHHY0M1MXYJVUopWU9L1WShIioTtDxOUcMBcTJeqFLpMTQ1AYvVgKQSkkFIBiEYKGcgT+JQ/ySR2X4q1SLTzVoQo7uUOsbWILGKZGsB34k1G3e/lBr1ZisRpRTgp7HOg9/efODljndeiY/10LM+USfvIvOR7aMEgGVMPK8ShTJRvOnPT4VyE4lt1ULsRNw1SLwe73m2cx0i5zxxBU7lNiTot+lI+B1pqLI9X2EjNzYHJlbFaqup+XXphXXp+Y13+LTdLIA5A+FNnLEQuu6lbIgFsKRi+bng7rKk/eLKn/ytOWufG57a/72fz+nvDw+cj+UrTxaZd056bTdVdzG2mwewrOGZcrBYjktjYfa6v3Pv6vSEX9aTXCVS1Jh8hc6W0tSonxnzx68h7iNv4Rc28+WgVAtKelA2A5JBCCYimPAj6CV6uPgkktmsbmuR6WZ0lwi8nOqRNF8eBKhJV2yks9eMCjcRuUz0W/H0FERNe8KjHZKKZQxyuRbbIxx5ABNNLKMT2TKencFyE3h2LJgbi+/SBpWRjHSpN7xPfp2EVhPkejy6iaS+sLrjRQ/kKiTTp0VuJC6V/JLmTVbXsvWNVGODM3NS9W6q7qJsN2PBzsNhAErZcMr2pICb0bxSGe2fi+8rSTM/OClsg/ee4E5e7pv/3tXt5xO9lchda9f2bedjIVNYItN2O2SKOqpUAr21VHoY6dz52mv5Z8lLXXwtyFZIRYsUzESvRYnliFSOExe6v9P77Fu7XuHmQmI1LOlh2QhJBuF0+Ummt1Wm8mTEJ4nMdu2f1pmVo8/v4g2PoHsUw5cxMcfmqWiHimZAVpGiHRCrcNEOcBWo2Aj2LkaaWdk7mV700RSIiCamGFimhmVuIsoErIz6sjcCubFk75RcGM9vubmHOzuwWQhujIfyh44MHTu7OUavwokuPsgclwtjcrFE9RqRvE067ZfOSr55KOrMmTrRsnZG0nUoZbsoE+JqsHQTHZqLjf/owO7LqePXsmeuFOyFizvPJB0yl+B0sHxcZAom4rwvfBuZrAWJOprVI0UtEb/oebP43Ibdr/iHuzg1wFRRQcMkFeMrODuHF20qPAJ9K//l14deZGfDQjmiaJGsGc4YpGKgiul9SubKxR0ly+aesAWnXPfypksGsAxgTvXIOpIFOFt2984H2XKPosNCzTNwK8KW3bwGszXocZEpGZhiYJkKKk/D0qhHuubLjPpzY0nxWjIzphSnhiKH2U4FRwqp6k9uL/75L4ZOH3dRYV82fKR87ML7p/unBW7EX6wms9Voe3pZMBFH7JPVcMbwMwCnbZSq+6iGl7IhHsAZHdsKEgOTwb5zBEx9s7ADOXpKyO3zPVlkNqsXUcdYwan1Zy1IMFBJ9cvlQORiz1uDL8Suudk5PFuPyHWS0yHJQkQToyuIYkbxK50v9z+76fBqdjYilGOKFntK5qOJ+5DpKNA6yl0CcDt/FQ1YNGDRgJyQm3+Al2KZnUkbnwK4f3BGc4vi/NX589I3P3zIJq4YWF4l+tXgQDksj6LBoxtd21at7X2Nu0bz18TBuR19o9v7hrdXf2nf/p9+cGr2dHdq886rW+d+NvHeP9nG386y5+Lc5YQ8JkgTfK4k9hlSUU+LFUKoQDLAHDM8BuDNlmgbpmyItSClTihVH3O1Cx58+a3g57qCz0bSb/rYl/OlAG+itOpldZ/S8HMGQtUgySYeF5myhssaLpjIEpmOsIOok4oaylWjuWpUcfLqhmOO0lSf4QyEqeLJm2h0Eg2NwaKaFNW4qIVFLSBruKzDzhh4SuZKRauKvZ3M+8DpVGY53xRN9xKiS3w+iMz7DJc2FNvD6WN82OsXDFTW0ZxG5CqEMAYHjq9d3/fiN6nPb9r6pjTF9VZ7D713ZC840Dfef/7WuXP1EwMXhS72Dfl49Eh1+9X3T156/0zhavageXjr7O7MjV7uqiSPCZmbaW4CC19Zi5x/XTDwpQU/A3DWwlgbZW2fYPlEA5Hn4OjJta7MCy7qeW/khdXEH7I3IN5E5TopWrhcJ1ndR9Ug0cKfEDIdGwUWIKJOylogWwtnayFZC4g6LpgIDyDK6GJADw8gAaACIHgjwNWCTCUoaFFRC4taSNRJUUdF4ymZKxwsaJ7gLScTbqvGurMBYy2oCW0z2v8xcncYqGA0DTbvmiGdruKl9ijnH3w0MhnNK2hIRicyFZwfh8JnN7j3v7Fu60ub9rwZuYqHrhDUeDJ+JYgfgcThBHMG7x0JM8d7sheJoTFq52xuy2S+OFo8996Vs+9e36edKo5tZS7xkVM4fOCtjVufXzX4eV5HmuLIBikaQcEMiiDAWyQLEAGgWUDw4+7godV4/6sQ/Y1v459BT6yhalB2ISjZhOM1Sqvex3WeKRioopKKSooGwoM7ZDIWLBi4rAUUNaCoAVkjBcNZ8bopo5s2e1gL4m1MbJBiPSBZYRGEeCMg6M3zaier5DgLPfYBvCw+MWQ6R473Kta0SGs382h5VCxD9/+fzLuwdICUbFyy8aWWf0cE4KOR6RDiJIGkOUycxsSbhFwKybV4oSHQpQhTirAzIXYqsM0UBqqJ/rngHoseLEUGS4mtFU6+lsiOygfA4ZO3Lx+unx2c3hU5Fl2bf+3bzBfW5L6wac+zvOFjASIYuKgFFC2iaDHZiIogJNh+FiAiQLmSJ3FpU/J4R2LPBlfhW13vvByb7ZJsgtFgzkCc2fJxkSnqaFYls8vIXMo5o45PlKyRou5I5rlZy80ADwM8LIAd100WoC0j4zvTvtAaJ499AN8dn2Ay7zT1ttl4fRi1//uQ2Xrz7pon27F0/u9HnjNZgPANVGwQskXIGi6VUblM5Ixobz2VLuOsEUpWcEojBJ0UNKxg+PlZiJ+Fti4m5Aoml4kBkJRnw9lZqljO5KezuclC8kKyY2j9N9NfeoV7xnvgDXbKJZgQa0GijitqKFdJ5soppZoS1ahYj1CGj7EQVofZGUiexPKjAfqCGzm3Ol318Caaqrh5E83MB5yZ8zGTqaM8gB0ylxa0goHLGilruGggggnxd1zGEN5EONPLmF5K96Q1d1rvaRfvbT75R1Qp8TDxSSKzJSrXtEBcyrO3Eq24s9ylLLTd/eregfUgMj8gA+RwuPQd/uEzQCxAkqaHrvskG2/CWcUllRB0kgN+tuGnGzhTx4R5JLuIZupeTuumVa9YD8QrrmS5R7IwBfizZlgoBYWZGHU9jB93r9/y5tr+V+B33hLGsaF63JlJJBXLVkL52VRuhs7cTAtzMdGMJnWMqWPSol80ibwWGqgmlGmCmYPlOikAzEn8ZOYDvIkyGvwYyczVSPn+ZKJNS0UDEYCbt7pZy9WeVG8dbrvawu0Ub7bc/p5WtK9MtMhsKnQJbSoBzbIBnXQyH5SFpy08beEMuJMRWe54gfB3gGxb5S6fGFkdZjQvo3mpmofRvLyJOLOoIzD30chMWV7OQiWbkE1SMgjBwDlAsA0i3UATDSikbQqp6yhrI2euZ6wu7lYgZhOpeTxhuRNmp7gISQ2IrnXnLFKu+dNjvuCl7shlFz9BFqqxvBkSbDdruSQNyZbChalUbjwtT6T46bhgxBIaTs8T/LsBBqCCThb0qFIJSAahNPwCwDgDURp+Z1n7YCxXnMxcLZCrBZbITDVcqYY7XYcYC+FNVNRxWUebYhRNMnHeCHAGxpsIDyDBdnP1Hr7RzdQ7mHonY7sY281YToExyQCSfaJG+5NLJnB2CxC/5F5qtnpeTeTe0cCC5jGAM206dtHtIRioM2embTRlt5EJ7j953kVmc49qejnDx6owW0W5MsbO4ewczs5ifAUXdVyxyUyDlGycs1DGfGgyxdskt4CxAGE0mKn5uBrC6xhvojTwpeuQ8C6SXuhK1TfxC5spsI6yOlILGFFz8d8LsLd9YW0tf7uHb3TSegdn9GRsomCHZC0gVQMZLZxTw2IN5WwPD9xyjcjMRrKTVHaMEW+kmImIaMYTui9pe9MNb0x1UzU4a0SzRpSp+TgDcTaZS6cmcp18TBkgXFFDihoSdZIHMGN3U/VOqt7N2G6+aZrmYOlysGQBLACCN0jOwFgdZg03a3bToJMGnazdydjdrOVyGtMZgDIAZwDeWt/eUZBqU75szahOHvHTTaZbXNyUNNZlFlKpakwAqWQVzdzGKHMzC2DWxFkzwJrk0rNjAepYdjMWwoKmv52sI7IO87WuwiLKmz3x6kbhFsYtkkENipsIV8dEG+HbDjmcSe/uB+SkjiyIbrjjeqfcwKgSPFTnC7N07BT+fPiZr4c/hx3e2KvGcqafrrhpA6JtNK59NFc/lDdxQSfFJXddA6Fr3YLdw5odjLVJWHQxdndS38w1IAr0pM1uCnTTVg9X7+HqPbzlYo0eHkDNPFZL9L3ZaGr5JEAqWkyeS/NjFH+DUW5yWZ2W7VBS66YXXOwtT6y6mdXRnJVm5/zNU8EnJAySN5OckWKNEG8iLFjPmmt4sEG2PIO3UswcMvBeJF1Zr9zqYOwNcQ3i7TDb3g+9TBIaYi2IX+bei7IAlm95w+V1vEUmVUSaxxO1DqEBJdUu1iRZI8SaJAtg3urmre4Wris6/p9UMlnLzS9uDNfejpbD2I0IZwi0EZJuIZS5qUmmEWqRCTlkpm04bcPUXWQakKh1y7aLMTYztotbwIi5Ltf45rgV5OuEaCOC5eMBvLRRXKaw3GZTw1oQuwAxDYjRYKUW7itzmevMWmH1v3vjv3+m+z++yT0fOrlemoNlgHF1JN1AqQb+sGQ2QdJJQW+m9UUdFw2YVTslq4czOxhjE1/3UKY7oXuFRT8DXBzo4kAPB3qWlBo50/Mgpx1Wh3mDlKoxbiZBj8bTI1FqIsaUIiIIUKabmfcwCxBlugVAZK2EqIWfKDJZE+dAnAYJxgzxJsJb6wVrjQw2ZAAsq9HEhK+4GKLUtcqt9XR9fUL38XaMNR/i+lkAs3V3sLyRnPEQUx5x3h9XO6Rb3rTexZoB1gg3ybQ7eLuDB/CKl4U9wWRCzLyLnNvccxnrOONPqwprUey8j7I6nBUIawZYE2+tLlC2qdrcJJM3cVFHHTJlw02rnZThkm4H0yC07vz6Nec2RfUkXw/edQ5596Np+6BlLSildebeDbJVNK+mmeGIeInxDXngvp6BG7I0HFbG8QErXLgVSunusOai5rGHJrMJJ84b5JLFIGtBYt2jLEC85WKAi6tjsZovVEZpK8xZqKM4zpkuzvR8AJNOMKaXszDZCEm1iDAT4aej/GyUr0Y5LZgGWER1RVQXV8fEBika/oz1cErTKx8oawZYEOSAnwUwb28UGutFq0c0icB1FB/28gbJGJul2+sZe21K8/JWiH84MtGkgYTKyIYzHT1XPGw9GlPd8nt42nA1O9FNkrWgJpkm0txerdz9PrlkAoSqY8g0uu4EufZoNFLK0oBLWV660cNYEGMhzsBtlq2biEMmZSFMc9+ItzqGYRnAlOqiTUS8lQqVI6tOdL5+HMZmaM6KihYugOYkuey0YzmWTTg1T64eYmYIcTIpXWN7b/QWhwsHy7vPLL6zrSxkpvwFjZRtPKm5ooaLu+1/KDKXznhanzI4ZaHOzllY8AoNiDbdtIkwdoScwbuveKERL28FluZ85xyVNxHRRu4/YQKYMiHO8skWkbFCOSOa1aI5I521aUZLxKpB18hm1/WNtOUX6wGm5pWftB5/E+EMnwBQzkJZC2Ibm/mFLtZGKS3ccRLqOYdG53AaeKTbG9n6OtaARBB4KHJYk4yr4UA5+dr+jo1nkZSZimmY9F4gZcJ3k2l18ib66SWTAWTSjPkmU+tOsJvPZtHxXFzlEibMLXqclFqz1ge4eeAWTKTZ39Rq5OfNpiyVYMJSHWUBytajaUAjE+m1Z2NvnxO6rvK0mRYAIYBmIShnIE7G9b5YCibctxDmZlBqJMBdpQ6ah/eWDvUPDyQPRvLDdOZ6KDNNZFVcqRN8A03V4aTtfXgyYdGAeQBTFpKqI4kGnGhAqYY7BXpSek+i6qaNIAMYZDS6+ij83WMuWo8JgBAtkjdxVvexuo8321bjy8iEWAtKat1ps5sHbgl4MoYvo2OyERGNNGeI/un4Wyc2rzuzKalFxPkwrfVIdrtb1hMQAOaMHtFyC5aXtlx0o4ddhFNWOFxOrTmMbT4XQ8ZI2ib4hc18fZ1gQqKJPRQ5jBmK1wR8Ovv6Af/mC6lAiY7rEX4xlDJ9jBlmzDBr4ktkCgbqyIWv6P0+qWSaoUiN7RnhN58dwscOe4bzwZKQsnH2lqfVqo+wAOYtVzuZreq8ZnmHk1MV6jhr+bkGE6vyrmtc55Ve18iBzsvFlMpwOtFSzsd5s3UyeQ+WPIBEA+k1QvSIrzAt944NnLSvHKqe2zfzTnSvf8dNZbch7qjTBcPPGz6ujqQb3qjR/VB2XYLZLLJnLShtw4kGHJ+H4vPuxLw7BdyU7mVUQjJp3sj7rjFrjyY6zsQT5QSrBgQjLJhBTicYDeEMbGkJcC+ZTjsYb3UKVodsdkq6i6+RVDXJg35klFt9FN1wjohV03wjIVhese56REnID/t8IE7fJNvdguWhTHe6DqUX/FGD8k2Ja44z3ZdzXVeCtB1n6z1CfZMM4Pbykg813ox4tNrXPVzcdKaA3NjiGUnFdCplBVIAo+6Q6W6RiX+KyTSigZK87pzUeX5/sna962JvqKxwizGq4V4S0WAtiLdcvOVyyGzrz1yekbPxlBFg6kK0ltt8Wem8tBMZu+S9fiBR4RmV4HQ/b5ACIJaP6bsdUWUdyc355ZHwfm3/UePCnqnzp7Qbw+/eGBgtDk2xQ+V4vhpgZj2J2e604aUXfMwi8rBkyoZbNN2sBaXrUHweii5A8Xl3qg6xAJZNMqPH5QqfnMh0HaPWH5aJ60ORyRRVCQhGTDSjnBZkVILV0XvIvJON5OYJdt7HN7rF+kbF2iiCbl7z01UmXRlyXVDWnxKgkXxoVkgZCaGOCnbPk0amoG3IWJ2i5Ukb3qSFJetJUpU7RwvrL+zwjB7YcDaZNnkaeKV6d84iJBV7qH0yo6cCN7etOpLHxk5GyifXnYkmDDGqkWmLpMwwY4ZYgD4lE+EdMmdzq44Im88e4q1S5/m+SCUvvUclrTvyGawF8Vb3Epn8XWS29lesRUQrOAXEhDaw+VJh49ld6NiIf+psrMTTVZLVSN4gBdMvAGy5TPAyl2JZR7fU4n1jzP7KkeF3qzuuXbq6aFxojKSPRvNj0fw0kauRORCQ6wHWRpOWOwFcH4lMF2u5U3UoPg/F5yEHS6ECFWrBws2EMMJghxJvFvxrtknh6/sCN1LJ2SCvJUUjyethRiVYDV9+SNBGJoBpG0sDHw06OLBOtNZJVpdoBDlNCkhHJT8AABMJSURBVE0ObjyZ7zq/3T91AJ/MhEsJro4xoOeJWs3eIRN4U5ovYQbidQ6tFDcMD3RePeGbPP/2KT5tZNM6Ite9eSsoqcTDkomPbXtphxIrXaeMa28eDiZNJVjG6XrgHjK7W2Su5Fb8CSHTOa5YKqBhNG+yGiCmlVXvcOGpq9jIueDUwc0Xw8r3GHre88Fk3qnmadVG5t6Lx6pEYDYemM2+fiCJjZ1cc+iAVJ/yXgoKRlipR1NlmKoiooWLFibV0ZYpDcyZXtaAGM3L6rCikttVmjkZvHR7YuDCabwwcLluX7o9QZ+MJc91s2NdmQqaNf0CICjDlwCuFOh5WDIVG+KM7rTZTS/46Nt4uoHSBixX4P45Ysd0dNc4Gxh0fbHz+d/59he/HPRly5e6jqGJmXC2zotGmlXDohkRQSBd9TTf1yaWSxkghLFDlIXTZjdnrhetDZLVIxphtpYhrm/57sEiOnKKNUbQsb7ATCpzO04ZrieNTFHvkM1uycJ4O8rOU1Eguibzq0/3b75yzjcxnNRPh+cy8kIqVXJJtWAeJB506nPX8bVoYZzhS1Vj3qv9645uw66fSVYu+UZz+EySnU8lTfwpmcvITNWCbx2BXt0TYdQb6cpI7OY7604icR0PVtYxH7iabdfbdsgMz3UldX+kHO84Rz7X76Fql/xjV3KLk6/tejs04ZasMG+QokVKNuGguERm611EeBPP6qHsWJA/GT1eHaH27HcJ/efMxsXbE/S5WPT8ptToBqHkFnWUN0jKQNOWh7LdDz1nWh7RcjO2O23DdAMT6kReJ7eW/Idm4oevxvadjMfFrte7v/PVDW+uSiWKNy8Eh6nETJhTk4KeYtWwM/mLFr58tlwiE6WtcNr006abB5tlsFECbl4N0ZUMcW1o7Tu9vqsnE+VL0OUcNpbMLKSdGownJwQTVky3Ynp4HaP0YAokQzWuc0R69YjScfGMa/hsZO7IhlN+wU6mSp6+OidUQoJ+f9+XpVG9VORMq1C8FH51J/724QKjXs8ujrovMxvOuoIlJGXgzKd5NXtXlyOrw+ka+fq+t17o3+Q+u3Xz8YGuU/x3D3VTFi4uQo4ATHsGiDcRvlVn194/7ZCZNry595KsRW085f6CtAoZHtx0ZMB7ofebA6/gI5tFEJKsoFwnRQtjdA+ju9pNLwRAiOD/a+/Mf+M20zueP6AosN0i2+YwAtuby4mvOFJi2ZKsY2bIGR7Due+Dx8tjbl22ZcdO7CS+EjtOHJ+yZfnQPTMkX5IzkuzCCdBFi26BogUW7W6BFugvRTbZddGiP6o/cDSR7WSr8a7Xjj3AF4QECdToGX445Mvv83y9gu7PKKGh6fi+8b4Ppi6QueGu5NCBifJh/Sx9NpQY6WbG2/kSwisEp7polaR1lK2ijQW265hgIKkFjJ/DkxrGQWcBBodngvsvUEN7dwyktxWS7WF8C4l3eOJ+eu+ew/qY70zUfZGITvoEGBO0EF0mGYVIzbnvvCCvpTCwGsVoARr6OM3B6xZJ65EgwpW8sSmAn821H8m5Lx/n4AXvlSHvNYZTgsGJ7j/OW7/SI0TDRM0hQIxVqKTqi2tB11So7YRv9SDFV2Zjs6Ox0qHX97bHSt7wJDJ4MxUb93wfmXdlDbIqligh4Sn3q0MdG4Y96KlB/Fx/y0Fb27HtEdmZ/zLGaAEW3rECZDpynxQylzdqsCrGKtSO42+/kFq3iut8OtL2Wn/P2+9vTygOrmplDaQW+b701ARoxHeRWYMzoSCxMhqcxOxnbD/Nb1o30PXn4ZaXsh29x7tiM7ige81wRaBjLESECsYbjiUsnYLuFbQgUANSKfyOAo5o+wfPnWiPZbZ48+GDH6dG9rGjYWnWLqndaR0TdQpALwNdjI6yBtLY1aCOcbo1tYAJc05WxVOyd1cxvOu0Mz+4LWT5SXTr03TrKv+mFyK9bwvJcGqo792xjzr3dlk/6QqPuyUjlqpEOOhklHtXlWuvgdUoGvpp6OMgLmi2tGaVFJSZdUXHoy/mtrceiMVnPmbk49sO+d58rz14jczfCD1avRcawal2AHEA3aASYqsB75S79YjlOWnb1vczW/bxre97VhfW+SaQRMkxcDPFyzEA/38yzS8YxZGYpba+37k61foM3fKC2Pra0GbLZ+2RWTRStLGwTuby55lPBpngniE6HMQLN4OBMZI6nSBOcvREVpDZ/i+D6RsOc82wbpFhDWTJ+lj3QJJL60AE0LHMDYo38NScZ+AWl5wOB0bDjk/88esgNuWRKn5ed8WLCKc5hAoGdLtQsZtk1rHklGB82hu/4uqbCO6bGvDsLqzDE2ts7MYg5/qATU8nsxBNV7pSFYeoU0D1M9BTSwdsnEx+zi4YTkF1D8qxPVejmV07QrbnIxv+lH/pR7l1z9Fr/jKy/kX/9haHdYcn7WrJvWH/vIcpBXkYBNBr3ifTSt2pd0d4K6u5aehjoAdAXNCQtIZIio2bJWITvk3D217s63h1F7r+HfsrQ20dR3fQs97CjeijRqYpVqP4ikdYoBIqgZ61bNnf9RyzbW2qZ8PwdtvpHlYnpAUXKweA8r1k1l1f9XsoXicBdGcqdHAsQJzyec6H2WKk/6+ShVt+WrYD1Q/UmtOArXSxlR5WJ1ntSXUa8Jqd13pFhUiVUtJMf1bOg1KELVsT5e28hpknLfM0xhr2Oy9fiTvJtEdnO2m5h5GtQMHYaYqfDYszyYzCcmVfas7HQSJRQsQqmZrHOc3GabZlZPqBGohPe92XMPJU7+BMdN/MAJIXNriEtXZxFeqxH4gXFI5XuoHWxkELUAlO8QHo5Qycq6CNkmn2DXIQz6jB3UV61yk/E3+DfO1PxBd/PLz2maPrX9r78hr+ldXe9WvtWzeGRIz4oDcy4ZGMGF1yx2YcguFML7iAjpj33svIJM0JI6zmZqCTVx0SNGMIEaGE0TOuyHjwrUPda/q2vLa3zXaKoMtxSQvHJtFHzJ1HiPNuMEfREE+qqFC1pRYwoLgi132RMSlxPee/7M/Ox6UbuDDv8E04OBhdCZlihZKqLqnqkgwXU8QyMJSDglRiwKybKaGcYuFUhFf9QA0AWCezi9WJJ4vM5c5VwUCB/Fb/HNqng2w5ky4BsewXVVvuhjlJiQJqzf7PGPYljwF2B5nm0plul6r2/E08bdj4co9UQrOKa0CLikUfWyKlqhdoJKOi0hwhVh0stAId4Q2HOdOJhwFWDgSuOpFPezoPtuanAu8U+3szXEs4/7p3cI0z6jkuZOQkp+5gtbdYtZuDBFD9PAzwNdtgg5+ZFYTWrKyK55TQzvFE/4ck69oQfvnHO9c+c3TNC6ObN32+cf3w+pe5zS8xaNt7x4Ts1TivRgUtxMguWsZ5A5fmCKGKfjeZGsXrLg7igoJIqjWrWnIqIikokMnwBJmUo8JcmjGE0FQgPE6BsjdT8T1SZLI6wc+72DmK1h202gOMbdkb3YV5IqsH8zBb0ArMjJeREUbbnjQ6owqVWqC/z9FeHw0Dli3PCjrOFbuG5t1DC3SqHOBmULbYnTZsQ1/6eNVbI1PH2EoXU+1iDOyBd1o/OmQut63yOikYKCu35qqWlOwXZ6NiKSzKHrrULegWXsN4SAHoNYu15NS7h8ylz0yxgvJaL1vqlKCtUHWmZUceuoQSAVRn9oZfrFCMippdGiy0phecvIHXyNR8dMnjuYzsOPZ2y/CrnhOdwvnoG3H7Op//9UDy1Yg3cSEDZkKSgYrVLr6CCIZT0P3A8AONYCHS6DshVOycigCZLJRD/ZfD0j405tkcaV29d+umwy2bz+7oONq2Jb15rX/Dswls89Ez4jtQAKqfLlNmmrJQITgNrX1m3nE1WyNTMChew4CCiLI1o9qyEElDhwCJ9FyQN0K0GqTVIG+E09Vo2vDzSmNP6h+0WJ1IQAdbwUEVA4aFr3RI1R2S1sMVUXbKl4V0YSGSLHfnv0C5ai+jU+FZ/PvINC9fl/cwcBDnVIRXurOGXSgRzKQjo5P5OYJTepOzPbzq5lU/gG6gY2zFwlQs5jLHg/2XHx0y731ltQmxkOJrKSNkbQqeRizv1v0eeypZ3w+oD57VMF7DTON4PWlz+a+ZWjqnErTsiBftkWlbaMIWvmYXrgcSZ3zrYutfDL7xSqxto7CNvcKAmbCgUvWkVFY3LfUNJxTxGgZKiFhEUrNEdtKdPu8qfOL98HNp7MrBTw7m30tFfds3Su6uId6O9KwinKtTBy2ZKTerkkumX5yDOKc57vayf1uNeke4WQRzfie2lNK9/JkT9UcI2L4P1apaW+KqDxAm6ocH0DHzfLSsG76R4808QuC3juta0/ydndOs8YR3Tj9ULR+0VTu5ylS+mGAvBLp2t7VmN1v2d7898GZ6hhVLMUn285Ayoylrs/l0kmmwdLxG9M178hqVl10DJf+emeRxY+fNX05/tfjLv/uXWyfPfyDkw/sOpXe+F0nmOgY+xPKfIqkZ3HybwF2NMk09BmqSea/MsZRgmf9BqrrShj8zE8tOMP0z6aFS7tjPPoxdCOw0cuxU4C4yzaFPjZIJNILXsOSshZ608pNY5qr33aKk/eLqV4u/+p/F/7z5t8rRU3uPnN51bKTvwDnm6AS/fzoszjbJfHzVJPN3q37E84prALKFaS47zvWX0nvnhmIX/TmFTysJSfabV9q/D5nmUlYC2nidzFf8uWlf9nLwcGmw+LORX3398/+4/Yvr6uk9R8UT47sOT6QHRnzv6TRfbJL5+KpJ5r1a/li1PiCPLZGZUiQzFY+ec/eXJP5anLsWpa8HpHJEUrxLZH47KLFRMhkDS8w5YhWUW3D23QoPVuL5a8GBkdiBS1n1y0v//uu//+t/Uo+ODO2/KO4aizOnUWnKCUqOJpmPrZpkrlCCSvGTntxsPH6BGq7m+PH4UDVLX/fxs0FB8fKwNl3hTjIb6XUwsOicPWD0BtXemIKKJXd+PNB/PjxwIvLuCWF06tDP/1kr3TqdPxnIXvTnZ4KRsV6m3CTz8VWTzHt11yFumpNE6OrXo9w1d++Bls79W7bu3hgb87AT/r4qLahuM+Lm9ySTuUUwX5CxeUdMQSXZuVuO7h2LDX7k88RbEqAbLpz64h+vH7wuDoxHCzASn3bQcpPMx1dNMn+H6hOfWRXjFFwsuX1nu9r3vb4W/GRDYY3rjDU57gZln5lReReZja7aMwbmkzvjN1DmJpaAqKSSe9TY7ksBab+1G13ldq+/eGX41j+MTv7NkXdkJnjJwuuuJpmPs5pkrlA8JFOqi50ifOd7kI/e6jn0JnayI36dzBih+k1mncz7eJ7G6hhdRcFNjK6iCdWaVsndSqjvNJEY2NrV+xdD/fbjHzHnrhZOlnM7p8NiyR2asTz0mjT1ANUkc4XiNSIFnWnoTsledtqVGHfGJ0wXW2Ap1BkBZlrGfZEJdIxRLaBqB1U70O35qqe/5El8uM0SfN7je3lnH5IROrj01tRhJDWCpxWPOO956DVp6gGqSeYKxWsEJzskjeqbCxfmY9lKTIIhM96Y18yUm7pb9X7I5DWMk20CrHmJMlV3tujyH2xt9z2Ne1bzTKvD9qyNeFY40FW47MxAd+qG96HXpKkHqCaZKxen2gWISRolaV5e9oGyFyiummfwD0AmkVKxNHSwii0p24BGpGQ3c9Ya2NXiZzdE45s6O37kDP703fPBPbNhUMTvK5qhqR+OmmSuvFJSBRcNjNcITsHZshMoLlHzpqueml1zGZn3EcIjQCIt4zlIAOiIytaoageGN1sKDIwGdp/0s9m29t4/i4hbDo0zA5O++JSdqzScztDUD0lNMldeKcFABQMVdFzQSUFzibpb1N2i4QS6OY7IcieZjXUJCZAQZ9CsSkpVV6JChCp4oupJaeGh2cTwuWgg9Wa7/Wmwq+P9CSY/4eFkCiw0NgO+qR+YmmSuvFIctHDQwqkIgLjZ7gg0ioP4d5FJ3QeZqSKWVUkwR0XnycACGVrwJLVAuhjlTzgd7Gsd1LP0cEf+rEu4SqYWQokK2STzcdbdZGoOsUIBMzdKx2rzV83fe9K3dsFAgGZlFRsjI6yKmVEFYpX89lL27qvZBvYvQKIAqTx0AY2IGli4SkTnPKweEIuB9KgHG9jQHn3ekV/n2Lve/3ln7mYopqC1lqiHX5nm9g+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imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt; &lt;b&gt;Felépítés:&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;A pálya négy sarkán fel kell építeni 4 zónát ( A, B, C, D). A csapatot négy csoportba kell osztani és mindenkinek labdát kell adni.&lt;br /&gt;
&lt;b&gt;Lefolyás:&lt;/b&gt;&lt;br /&gt;
Jel megadásakor minden játékos sprintelve átvezeti a labdát a következő zónában. Ott lassú labda vezettessél tovább mozog. Erősödő leterhelhetőség esetén a pihenési időt hosszabbítani kell. &lt;br /&gt;
&lt;b&gt;Variációk:&lt;/b&gt;&lt;br /&gt;
Lefolyás labda nélkül, további feladatok a sarokban.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Befejező rész: 45 perc:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a 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imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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9rr9QUWLUy4R+Sx0IzIFA0kWKeqIbQRFHRVtimuCNQf7PwBPTax89kTslandyZ0fwPWTMbZO0nOxZItMziLPfBWNtnNY0e4iMmkH0A7G2phgYh6ZHpyiA1kdCBohN0PVemxkOp7b+xZOfv1E5FU1vKw5HCqlntp2PFatxaVP8/HLkegcmZhtk9m9R+dtCXhkljRYbXpjnSxPE9y+NxPUN9YSjxxLvXZG7Cumlqaqz/UUmaIBq01YabYfIdMCmRagbS/WHPImWXSSlZnIljOR4eFXsm/9/lZ8ye7Ic++XVsLoA6OnYuJURNRig0ZiqBEaqaFqEwgmyDsg08IyrTaZkg0LViDm+rKur6pjo41gaRIbOhkkyW9UfQ/Wostq6VVy6LFkdWlpMly6nO0x3zXi7YhkRgY0qlgDQhNU9bDy0YpE/Js7sCUXqNfOpZZtTr/AbHitqMXjJorPoRtZs6JJSBYpaJBrAtkkizaVmVjNbn953Tv3T4feOpZ969Q2ih94fsNEXG5GhcvJdItMt9pkembaXUYmuBGZskPyOuRVJDfD1XpscCIS3vLiq6v+ze7Ei59EX9uRezmE3yftWjnUSHJ2ImmTyRaZbiFv1F6z2chabTJlHZZVWGmicpMcshPC0dWB6B+lwDfot/4wv+Ibkch3sxtfrzR6i0yvvxkb5lzombJtc10jJTVUspPKTHjNhRg9+vyK1/6bAna/jB4By7/6Kv6VtTW6MBlSnLTQCBXrqNpAlSYUTEA7IOdieRfz7BTZQawFMra/YPuqOjbcwKSpgHwqgNEPUoGvF9+5X15+P4L3pda9VJ4Mc43Qb1CwY+HEWohxIpwdK2rhYh0pBjHmJsVDK7HE1zMr/qiy8gFu5TcT6H5/8bGKlqBtkpmjrpuY0iHT8/0UbUqxQpHTb5Gjjyde+N0TmXd2ZV/ZOrx8OfrqyBlSmgqxJpW3yZyDureFb0WNiNtFpmxgit4mk9WCRTcsmxQ/Q5Rr0ZFaIvP+sr7s/f43fzfw4r/1rf5KsvJs+Rg+qKcUN1mww7RNdi+BOvEu3odOvIusQ1lHok7KTkyaJvi97yTkxyPhB1LZJdL21cMXkoraQ2R2YuXyDsy0YM4FrAW8mX/MjFXUMN+kJD0+oKbLpwlm05sRZgmMPpCpPC99DEqNtOCmaSfKGCFRRyUNljQgmG3vGmN7ywfgOcNZGxMsf1X1V5uYrCNZizAn8NDYC4HQAyj2HXrLW0PnwoO1GD8FRL2HyGQslHWjtB2XjLCikbKOik2iWgttuBjLlr4XSz8SyT9W2PiGdAqK9bDYRJJBdNdA6CZTskhOwzumrGQQ6fFVhY/eCaz+ffzl3131+r8NkN9Ijz1XOhYYqIUVPSwYpLfJfEs3eG+XNXs1mQHJJgSD5Gqw1Iyts+iR6bj8UUDe/I609g1u27LSJ8HBWryiJQQtxDRxwUCd9xZvticZz9johKR1vpSxEDsbUdz4qJ5ePxHfcCq89mRkeDxT1TKi3kNktsdfe8KEeQcIJqg24WgNjtRQeQYyDZLWI5ydlPV0ZTJRPR0eOhIaOxsbbOZkO52zYwkDZU3E2YRoAFkHgtl2ffOW52/z/IpAMDHZ8FdVf1nDWAvlbYpzs3wzUzqXrJyND0wlB9XUqJ4cNCK9RmbGjWfduGCGZY2UdSRpUG6GyvXw2lpm8EykfDY6XM8Ou3TVTg0ZkVE31qkWfQ2Zsh3idcg2gryKex5apo7xZ33ClreEkVfzIy8xW1+vHMHWTMXG9PiARika6nbJMl9ImVgQ3VIybUg7wFvzdJPJG0HRJgQrxDYJoRGqNOPDzdRoPT08kRyajFdryUE9VTETkhoSm0jSYGlenn+MtmHGRRkX0TZiLdSJnPJaMOfCpIOnTZhXkdikKs34gJoU1TSrRnmzh3ZNeBPyJqJtlGnB9DyZgw2wZgaOTeODdcTrRNok4gaVMqOCmx50C2tcdtSlFSeTsyNRC0UtPOMidhbxFhBMbF5AMNt7S94esqwDRccqql/RMdqGiVkK6CjcSjGXOWGOY60E0yClGaxUB96Lr0fEWCjrxrNunDUpUW+jwpiwYIbEVoY1U4yd5Vs5zoyzM3hxIjDURKJ+QzIFA/Eqzqu4F28gGURJpdY20mOTicGL0eHJyNpmYp2eGFHD5QYsq1DRrhSFoG2Yd7xF7EI+8q0ms704BN74aM+ZBsaYOGsTghPmtRA7g/hJQq6FmVqIbYZ5IyKYYc4gWBUKGiwZRFkFZRV47SV484yDck53wns77s/bcij8IJxuoZgejDcCGQ0VjHDBjjNmpMd8j1AwEGOhjIuSszDnAt4C1SYYrYE1M2BYJWSXyrZCERuFdJhQyZxKMc0wrYUyBpGyUXIWpeZQpgXyLsbYGG+1yeyaLaFgXCGzpPtFwyOTJFphOBsjWsnobDI7G+PdcNHASxomGj2UpclaKG/F8laMNSnBQJ5F4L2Uo3YoYkfirXhmLkVbEb6OV+v4GjMkGjeMARLNK9E/oo5kkyw50ZIZL+qJkh6r6JFBPTyshQebRLmBl9V2jAE/n89095GJaBvxZtsWVXTQjtjWA1nNlzMBPxcWZ6O8QQlaSDYjjBGibZK2yZyJ0yZgTJw3goIeVHSspGFeiI/X+oxF0jbJmmQ7rbb9jYCxAe1gWSeYncXzl0OFH4QLl8N0i8pbBK3BnvI9ekHVgoFyDkrOwvQsoB2g6NhgAxus+cvNoGDj9CyRnSOzrVDBDLEaSRsoZ+K0jZhZkr1MFuZQxvYntBWM42dtv+dmay8vvRWX1z4mFA1MsPy8hTE2yDuI/XEu84N0dDYea0VzsxQ3G5LdoGj6BLOHyORNxOsxXo8JhpeKgLE2RjtYpgWzP4inLsdTcwl6LsW7UckgyiqoGEC4Qdwsp+HdkQberqZoEoxBMAbhBXV7WyMVA1ZsQp7f22vv/FmIsUjGunvIRB5mvEnOJ/JAbzkktoi8HUyZWMYGeQsWTII3SckJMxYqOCjvwKyF5e0g38KFFs6ZAdHz6Hpgt4t2k/x86F/H1OEtwFsYa2PJ+oqU0ZdpYck5LOliScOXUwNsj+VSiAYsN0lFI/MOSs7CxBzMtABvYYqOVXWgNP202pcx/HkH8m6obIZKBim4JNOCnI1zTpB1ggU3kLd9Oav/ajIhb0KvNCtjzXsybIyxMcbGBBMIBqJreEGn8k4051BpLZBursoZKwr2atb+Uukat0aCgeRmuNgIizopmJC3MNb2c06g4OJ0i0xZZFIjMhrJaYjXANPoy9dX8Tcgk1UBr0PPiO1E57Eq4B2CdwjBQoIeFFVM1PyygUk24C2MsTHaAbQD5kvaeuNtId/st5RMi6ItijcoUSe7yeRbiJlF2Vk8YWFx1Z/WsLwOaB3Qqo+3MM4J5s2+rNnHtDBuDrBugHH8rI15/sb53HZS1ihR776yF0uFiaa/1MLlFqBbgZTbn7R9eTtQtomRVrin1lGyDodrZLVBMhZKzsLIZRi/BPIuxlv+kh2UDT+j9+X1fkb1K00wNA2GZjDZwDjTx+v9grqa01bzZj/vBoS5IGv7eKtNptDeSUJ5m6QtirFI2oZ5F8u0MNrBFB0MNmBlPDg4TVb1aNmmZAtwjr9weTX3wwDTS2TKOhqohaszYVklBBPwll9w/JLll8ygaCHRDMkaVdTCZTNUckluDjBzQeYGcbNelomgtY9jaJu1GpBsKJlBxQzKhl/Sfbzezxr9tNWfa/kzLSzTAjkXeIeOiTopa+TC7irdSjIZi2QsqjOztZ2rFkjWVxVakP8BRc8SXryL0KJ4h+B0rDRLlC+HOCeY1Vflzb72nGB7SykwH2aAFI1UNFLUScEgZR3Nh+wBb3YtWphoB1g3QLcChVnAOUGx6RNrvl4js9pAlSZiLZRpwfgcTMyBnIsxNsZqPsHEJBdXZpFio4qGj9TBcC1YNIKyg5cdUDIxSe/n9T7O6mdtH2v7PTI9c9RbR+Rt0rPBaBvmHZBzr5C5WY+OziBlMijWArKBiW4g565MmMt6j8zQQC0kaVAwAW9hoh2QrIBiBiUNLxlkRadKKik1cd4I5l0s52I3IlMwEKfhrApYFYg6kixSsUKyRfAaJugB2cCKFii6QHaDnBOgHX/OxTItzIvHYmzIm0jW7iIy+atrn3VHCHSXq7m2nJQFPLFfkPcH7et0nXhxdbpzOyqt+wrz4YG3Ihn6y8vbgO12M9A2ZOz2DXfkvYyUdgxK+1m6H/MqXWl52O0b89xjrNWOZJgvFe2tAoC358nYGGv10DpTmD+lT+gaGPMPDoXOeUTt5wWM/aXySzuZ09cMmE5jepdibNBd9u03Ozfl5tTL1UYWtah7V4tkLmpRvahFMhe1qF7UIpmLWlQvapHMRS2qF7VI5qIW1YtaJHNRi+pFLZK5qEX1ohbJXNSielGLZC5qUb2oRTIXtahe1CKZi1pUL2qRzEUtqhe1SOaiFtWLupvI7E74ah+naSFP83no3Xl6t/+Gb7FuVJex+wjT+T+4F9unt3TXkCmYQDb8RSvAm750c1VC96dbKNMKJ6wQNR1QfpDjzHhqEpOtqOzE8o0g7/Ra4byFVXeFNL4rr5U3kVeLJO94FUkQayHvvLbbfs/3tO4mMtn6Ctnsk12MdYJ0iyxcijOzqZwZK2jx0Im+yElfyUhV3CxdQ7kmVObi99TMcHXtwvZhE6LeJtMrBpd3FsnsGd01ZPIWYPXVou0XHUywcdYkeSMi1CP8BLVq07MPRn/36fzXYh8tF6dDkh5V5pKcQ/VaVcuFVme29GoXdo4A6NTm7RQ47tQfXNRt091EptAKsraf0QNsI1hqhAdr8dELiTUnY4k1L9Nb3mZ3reQO9Cnn0KCTFd1EfLr/XiNT6DpkrnN6Wnfp8fmCLz1UZOTe1V1DJmsBpgVylp9RsXKT2lTPvHsxt+uT9K79sa2b4Y9+uN/94Xs7jiXXXUgOqqlcDTJOz1WCXlB1l/y5lsz5CknzBW+w7kpLi7o9umvIZGxIuzhtQ0UPjdVjm0/G1m/HxuS3x1KvHB2hfj6za/KQPDa24t3z+U0GkxkHyuXUvUZm5+DH+aqf80XSumqgMTZGOxjtYF+ywtWiFkp3E5l5B3IOWVUjwydRcexNmniMefX+0nMPWgP5z7aX9+dXMPDR9e9i22p5ZhJl6uCe8gB15sxuC7a9TWJdVSfOO3Ii7yySeVt115DJWjBtYJxBVKdCpb192dSTkRe+xj9x35alSz556/XpCNztf4n6/u9R1IPVj4LDelq0IvcamZ3Df+ePzek608ryDllov+AyrfbZarf9tu9d3U1k5nWg6KHiSUCPvsxGnh7qW7rlxWe2fvfRXQ89dmDps5VH74s9/Xt4/9eA8EjhaJ9sUvfaxoAXhtFhL93yjgOE2aZ/4HKMawJ6xi+7FG2jlI2nTXCnkynahOSQok3wJmR1wOpAsJB0p+xj3zVk8iaUnNCgFV8/EV+/n9xa8e2Kr9z95qubv7Nkx/2P7fjuY5VHvim88WAq/HCouKRwZCVfx+9BMlkL5B2YbsHEHEzMeccBospcTGxAeQYf0Ch2Bs/VANeK5c3Qnb4OL6gYowU9IEWbECzEGXhB7aHC879KdxOZihWq6tFtDfr9c9zB9+iPldie/lWj3318w3efXPPIkrGXn3qv0LdhbT+/9Q3hdH9+su9e27ITTMDaWM4FyVkQn4PxOZhuIcYiRy5lhfPBoSlKOBl4tfrgi0MPxs74ZDvVe+eL3pw4A+9MlUqLUlqUaBPewL4DdNeQKZhQsUJKjdhQz753lt22PbFdoTYEV/OPP15c8pT05ONj/a+e2FH4+Dg3eowoTxP5mf57i0wLiAbGW1jeAelZEJ+DiVmUc0hBp6r1SOUMXHOWKux6e7n88LLKkvD+5aVGUtTvbDJlN+SZspyBcwbumbKyG7rtN/Yl++vuIbPkUlINH6mlRk6kihuJdaOJneV8FfVX+lcOYMtGMn0f7Gc/GBdHLoQrOnXHvDt/a+0DZFWALH0AACAASURBVAMTTT/tYJkWSM7CdAuxJlVqRkYuhLefT247Glm/Hx3Xhk7PbRo6lqheTCoqddtv+18p0SZEm+AMnG4G6GaA1YHH6h2gu4ZM3oSSTXA1MKhmBi/kqh/mjtd2ffrD6cbFw5NH9tbPHPjowMDOQ/y2CbY8SQkG4tzrJ17crRINUNIwRffzFpZ3sUwL5h0k6tTwTGzHePrAufy+D2M7d1Gzn+3/9GeHNx/Mbp8Wys3Ibb/tf406Lh/JIQULeZYtZ+C3/ca+lO4mMlkdFGrBATNXmWHGxiutv9f/t3/5x1/+/Z//5Bez//E//2yidXDdcX7tTEFRY7QJCrP3VpiLaICK6i9rPtH0szZG25A1yVIzsnYyvuNkYmzDyjUDy4aFNz94L/3+3jxXXL7tFFNp3NlkijZRULH09Or09Gq6GeDvrPF8N5HJO0RBxYtWWprIDp5XWv+z+Y//8g+X/nqu9unkX//zz0/Mfch/FKtMZUpmPG8E6FbgXiOzpGElDRMNzDvAT9TJwVpky4Xk1t2QXP61/OvfHO57ald61dbsypz/yera/pGZmJcm9ms3fjsHLi6ous9f/PV/bKCiHUmf7wt88EL//u+Tx9/KzQRYk2Qs5MUGeycjiwbo7PHe9j66SncNmawF2TmCnwszU8QGU9l0sXzu8sf/5b/+w8//448//YX9N//Hz+qfnx06y5QnU0NuSrSCvOXn7yUyeRNmm37eISSHZFSMq2ODenjDTHLX8dRg7qXME18p3feVXY88/OHSZ0Yfum/LO8/SwUc2jiclIyxZlGiGOAOyOmBMnLPxzjGkXnzCNWdXLpA64fhevETnu1gLcjbibMQ7hNgKeatK3sAlI1SsRcXz1Evyd/o3PPfiwMPpC1C8nMu1IpkWZGxM0f0V1V9RsZIGvFS43oLzriGTsWHGxmiX4GvUyEx+01mp8dPj/+m/fK59emHDvqr5+VTjb86MTQr8eUpWCbbZz+p99xSZrAWzJiq0SN5ETCMgNfFhLTx2jlq3CxPBE7lv/97mP/nmB1//zsH7Hx37yh+sefJB2b9k49mEoIYlIyyaId4kOQNnTLz7gOAOmfItIdMLwe9E/PJdZyKzDuLs9qald0tlLVw8QWwdZzYcS5+8vKl0OFy5mFSsPNOK51zIOH7F8FVV32DTX1Y7ZPbSaL+byMw6OG2TZTNVOh8bOZ6f+vHHsz8f33moGpZXf2Lvufj54TV1QZigigYlWsGCtvpeI5NphWmXKKhBphFQDKKqUcXjQWnT24FXvko/+fVjb72x78HH9j/8+PZHHxt4+juZVQ+vORVh66SoU91kMmbwdpHZzvY2rhi0XyiSAgUTSiaSTDRYp3aez+z6MP7++8nZ2V27P8qsPxQdGk+U9ARrIdbGZMNX0n1lza/ogLUWyVwwsRZkZkNZnRhq0aXxxNDx9HF323Fj+9j7eWE7tas+9p47VppISfXo4KdppUXltL7bfs+3vn0KDsFoQbaJFU1yQKOk00Fhx8pw8OHIE3+4941XNnz74S3fXTL0yEPpR+6jyaVDJ6nCDBK0kGiGBCvEGXjBAAUDuy1k8l9YZF452d7EPTI5HQg6rhhIMdDoJLn3YGyUfmlN/Pmzm5Nr86+VhJcHdvvW1BKyjngLEyyfbPhkwy8ai2QupFgLMa1wvAYqVmaoka2eiGw6S+88J+48J24+z6+bYMvnU+xFStRiUivOWCinY721rljw9oEFhyg4BG9C3ghKJioZVHk6PHw0/MkxJfHmQ8MvPbPmyac2fv/77KMPpV94bMeW5MCpSE+R2f0s3aneBQNwNuJNyGpBScNLBiGr+OgZUM4+w73wxxvffPRscvXa1x/OvfrHDP3k+uNEtUHyFmBtP2v7BMvPW4tkLmxvIdaNpuuEUA9Xa/HM/hXBoe8V3lux+UJ283Rh4GJMnowU9aRkx/M6kTUg2wrda2TmLUjbULBx0cIFEygGMaAnN9QK759WxNSbO2P+DcveWr/8rbXYypEUJlT8lXOx3rFmO0/RzaQnWg8KFhItxGtA0eCAScqN4PAnvkLft5hv//cbH7vv8CtP73jmQeWpP0iv/np121sjNVIwAe34adfHttPEPSx7abTfTWQyTkx0UoVJVJwOgy1Ll4T/DVz/9OBZYmQmVpoiy0Z84HKGdaMZgyi4EX4u2lvvyAVvH1iw8IKFixYuWkHRCgomlPToiJp/b1z55MTwv5+d+Kup0z858fHP6ud+cmlq5L1cdSLdOx4g3ryWSXr+Q17DRJuQHVLQ8aKOqlZImgkMHFhRWPYt+YHf3/CNP9zx9a/te/jBtY9/PfPaV0ujL6+ZpngT5l1/ruWjHYy1AG+i+f2h299Tbd1NZGabofLlAj0BSzUK7Fj6SOx3YvteWK/Hqg0k1YKCgTiHSut4zqGYuVhax+81MhkbFgyMNwKSGRStIGcGGZUQa7E1F9lth8S/+XeNf/nf/+6f//onn3/a/OXfXNpzcd3gdE7So7IZEc0QZxC/YtfkFpB5zWxJd5FZUDHRJopOSNahR6Y46SvuXRZ44r8deOS+A0898e43/mTX/d8a/PYfxL7/e2s3rxidjrAWzLlYZtZPOxhvgfauT0/lHt1lZAp2qupkmQvYqk2PvFT6A7TrqSENljQgGoC1YN6BOQflHDLnULRN3oNkshYQDUw2/ILlRQKRghbnTka3X6j8+N9N/Mt//ae//jNLbRz9D//5Lz6Z2z9YyytmXDLCnIZ4k5TdkOCSt8ua/RVkemF3ogGLJlHUkdIEwkT/yCcYD5/mlnxry+NL3n3ksXX33Vdd8idS4FFl9I3hmRhjoUwLy8z6GRsTTKBoSNEWyVyonkMFneLMuGzE2AkMvv/s6m3fjRx+YcDEvRwL2gE5F+RcmHNQ3iYZ654j06tdIBuYbPhF08fa/ryDGDMmT2fHzotTcwf/3//v7//pn372s79y/qf/528nPz8tXIhxjZCoU4JBClZIckjeIW6jB+hG1ixrQS+6QDSgosGiiss1bOxM6NiHcmbpQ8NLn1rzxGPrn358D1p2er8wth9V6nHaJjMtkGv5WRsTDVBSkaL1WCHPu4lMzgoXdJJtEtxMMHd2eeL46/TF5WUH8hbG2FjexXKuV+HG68475tF+S+3TfmRFxxTdLxsemSBvU7KeH5kSjpg7/v0/XP6Lv9Jn7COX/lZX/248cwzkp3BRpySLEqyQaBOcjW6vb/a6HiDORpyBczrwPEBlHZU0uHYyvv8jSQCvH2QSH6fCUwPChS3y+MTGkaMJWY3nbTLnAtrBBBOTdaBoUL6FvuUvpbuLzBCtQVaFkgalJs7XAqKKKS7BWoB2QM7Fci6WdwBje0PqHgoz6DQRb0JFx0q6TzH6eNuXc7GcQ7JqfGCq8H5znfnT45P6gS17pa2fVD+eezdzDNDTUDYjkkVxBsF7s9Zt9c3OP8hVfHI2Ykyc1QGnA2+pqWhweDL63mHlh9bZ//OXP/l7t/a//NjUzu9atz83PE7zejLnULQNWRsTDUzWgWjA3jJlzbuKTMiYkDGhYBGKFVIMQtKgaEDJIb3KN149ONrBvP4QDexeg5O1kGCgkoaVNV/JWCVYfXnXn3NhvknxF2JbzkuHp9Yfu7hxdEsqUe4rfpgSzoX4JlW0Y6IZYjTI6oC14O3yAPE3jjTwgg04A/cCgGQd8g2sdIFStkV/+pPm3/1s7s/tyTnj1KnJd1Pb8CFVZox03qYYGwomJhuY54NYjJtdKLFWe8dZdkOyHRJ1xKuI1wnepmibzDso58K8AxgbEyy/ovsV3X/PkWmSgoHKGlbRfCVjlWityru+nAtYKypNxtaeoeVNQaa8Kp5/dVX4Sf49WJ5KyEZMsaK8ThRUnNUBZ6PbReavjs7zyORNKFpI0HG2icnnQ9KOxKnzB44e3nnk0LZ9H647M3tIPM6wtQJtpvM2xZtQNDDZwAQTeK7B3qpIdjeRyZhBzsZFmxAMxKuIU0neoFg7nLepnEPlHJR3IGtjoukv6X0l3Sca9yiZVdVX1lfI5gra7cu5mHwpXm4k153N+9NPvLr8j/vxR5ehR5Q9qDqdkI2Y55tlNMibnt142+JmbxTRzjqoHQnUgdOElen4+U8P/eX/8FN3bvr85Mf1y+fd/9Gs1Kq5eiFvZvN2RDSgomOygfEWSLdgchbRi2QukFgLcDbOm5DTcE5DgkEKZpixKNqi8jaZdxBtQ94Coukv6T5F998smZ0zBbrP0vL2wb4QYH0b07KvnBHqhbZ4vh/vp2DCtjWr98lmH2v7GBuULyWECXLgVHRZ7uF3Ig/SI8uD7NLk1uXF6YighXidYFXIGVBySM5GtB64vVlgV1WXNyFrQcElWQvSepDRgt4AVtzQqJbbfWHsP/3zX176Se3dg2OX/lZt/oeJ1KF42S6yepo1I7IOFR0TDYy1sfQsSM7CRTJvja4ZnaiTkeClzAomuKmRxFog72Ipo694OVxyqcL4qgGd3Hg5J0xiJYMSNMjqOGPDgoNoBzA2xrkLDqd3kq/3IJ3DMHmTZOfFWJ4QbZO0DRkbsDYmmO1ltpc0LOqkUCOHzax8Prx8+KkXCt+M7HireJxKfrBSUaley5zutmY7X8powXbdShOKFpIdUrRQeTo8+mG6OXdo96HS4PbY2IHMnpnBsQv0aC1fqcdLKiXrSDQAb2GM48+1/LmWn7F7yYa6e8n8LYuxQc4JJPXVBRUbsMMDzXDi4FvY1qX47hczJ/vpScDpId4NsS2y0IJ5O5A3fAtNpmgAz4/VRSbJX8GSYiyStknaJvMemY6fcXys7WdtzJvuZI1UVKrYCFeNFHcRrdi69MWhhyIHlw/UM8JUqNdq5wk3EG/gkk2IFuK9vRMDLzQDwvmgvAtsP8iu3ZvY+GF632Tp/UZl9FR8m8oNz8QqDUrRkFfmk3b8edeXd/29VeNikcwvKdaC3BzBuQQ9AyrNuHw+/AL/7W/h/92K0WcjH62mL4ZkKyk4UdpGBRenHSyn998SMsHVE8gVM2F+tpyXA75IpqgjWSNljSpqUXE6FD68DNv3cv4MNmoXBqy0YNwxZIoWEi3E6aBDJnMu4FeeAflnhvaE1n+SHjoYBtVnVxQfG51KDtZi5SYla6RgQtYCtOPPu37aWSTzjlVeCwpmuKxnRlVWOZHC161I7SI/+NF7+SOxYq1QcRhOi6YbWNYIcm77rLsFvR/PuvtidRzPdL8mkO1qMv281YZTMJCgEbxKFo2Y1IzS4zg3FSrrKVmN3SlkcvqV15NkE4ob4g2cnwj6Kk+9nfjO9rPM9nGe2xd4OvLVp5NfXdfMVeuxkkrJGikYqPv4s0Uy71AhQae4mchgg62c5zLvxeT3xQ+djy7+ckI+oQxMlyqGyDXjmTrMG0HOCXrz0oLe0nVmD9M7DBNefR5m+1RMj0zG8TOO38t+mr9DRDeBZFGV2ZSghplaSFCjbDPUa5vvv5ZM3sBlh1TcEKcDZjzQN/Tkq+lvrTmT3DRBl09Qb5e++7J8/3AjWanHFJUSdY9MNB/o12Nnny2S+SUlGOTwLM2cDcun8sphMbMlP3hg7bsXD44c2TJwYm3x3IA0zYvNnGDEOZtgzCBt+BacTAO11R6jVw7bY22sI+bKZ79nyl6RBRgb8A6RafhpHQhOuNBEdIMQrZjsxHorK+rGZHaw7CCaq/XHT72ztPC114XvKMfR0HiCO4a9PvDQM/zX8qf8pWZE1iKiTrWX5RZirMUKXXesRJ0UpyLpQ4T4CfPuzO6P1bMHp8Y/nJ74SJ3cWT80cH4dd46X6vmSkxVtkjUw1ljw2nw3IBPjLYy3/PPCWBub/yXwupy9co4toB3At1BG9eeNIGsTuSbIq0hwooITvbPI9BaZ3oIzO9MXPfn222sfzR1eVZmKrLdo/hx4fey7T0lfy57pl7WIqEUEneINijeojhO7t0KpF8n8khJ1KnMCpw/FKscqp344OfuXnx+eUneduKj//Benf2xtmNnNnGK5qaxipXmTZHUguQvddEgwSMEgrybzWizbQLb9PaSot6043myvRWkH0A7IGH7GJYRL4YIJCybB2qGsCnprpP7K2bLjlVXcULFFMSqWOL+cvuAbsdPpk6uGzGRFi4EDLzw/+kD89CpRiwh6m0zWpFiTYiyKNcneehMtkvlFeaEk1xztVqjhYPdb/NF8ckd2+4WDMz/86cyln3/6V/9Y/9NfvDt9apt2oDRZDh8Jxs70l1qxgU/jXlHwhVR7j8QbT0J7exMTLD9n9It2QHZw2cFFC297LFU0YGaK9QQ7SfI1quQmWB0la/1ZI0g7IN+W5y5CtN171t2vmzOvkagjRQ8pKiU3Q2KT5OuInQnSMyA/AzqzZYdM1lwk807Qdclk6jB7Am0x1skHqyOHdn0wrh2vfzY5+/m7pyaZ99ZLR4alixIzGaenIafhvIkW/vyMDpkk34WlYPl508cbAcGc3+o0kKiTihYfqOfl82m0d8Xyrc+v3PVCoR6qXEorlxO0DefJBG1H7p1PpmBC2SQlg5CMEK8TvIpYFTJNnGniHSwXybwjJVjIE2fgjBZkGih7ish/knmNXxko5bYePX9C+8kJ7SfFXfuyOwdzBznhQq6opwWdyjcChQYmWQu95XBDMgU9wGt+Tg3wGhB1UjLCRSNWUbMDF9joTvgc+/grlWdeGFjCTcYFLZ4Y9zMWSV+pEuA5cnvvNIGbJ1OyCckmJIsULEI0ia64RbI7UqqjRTLvDHWTyeqAbRJVmyPeRw+ip19IBdmt7w289wm/ZX9QEoZPb69cGJCn02KT4nXI6oDXCcFY6J6+xpqdJ9PERAPjNYxTg4JGKHq0qCdlNVmcptdcGCrsysW3R7abGwtHkoOqwE0n6JkQb1Cec9IDsre29bp75GY134OiTYg22dE1MYxt9dpQXyTzuup0qtcCnIFzeqhks+nT6VfL/c9lAq/Ek9/HY69QsTdzFP9xpTIhDpgZQccZ1c9bQLQpVl/oWmzXI9OTHhQNqOihohEraWm5kRKmU/I5ZvDI0JrDG3bX9hp/r49crJbHBXEyu+ayLOgx3qA8n1D78c353dFe0s2SeaMOnQ/xv1a3/QGv0iKZX9Q1WLZlUMnJUPZibvXWyCPU2/eveOfRfv/zYeLNAlo90p87Tg22UqU5yOh9rOHnTZJRiYW3jq5LJhB0XDKIkhkt6km5keKn0txERjkjbjy+dcsn7208un1f84DwkTBwXlHGC0ojJ6txQY903LzdaZC3vS+u6peblHfU9BevM58PdG0uzm1/wKu0SOYXdQ2W7c82JThZThPID+in6dWP4KuXhsk3crHASDLzUZo9H5Z1KLt+3u4rmH5WR94stMC3ei2ZXgaJpOFFg6qYCaWZZCfihQtJabIwMjE88cP6J+NntxzevePcnq0T2zbV1pfHBe5iSmmmRS0m6pSoo06mlazf8WSKJiGahLfl232d7mIInvXei+vqe5nM+T5D/HzupRew5hX87vSoYCHeIXibovUoPZPNneGDO1KvS+jVAqQ28/tmD53622PrZ5X8hC9fXyU6GO9A1iR5+xaQeSVFy9s1aad3qVjJIAeMqDwdZc/E2dO5ynhpy/S7+p/96KJhn9YbEz/STvzgdPmokj4QLk3RpUZWacYVNaJopKIhRYMlDSraHU+mZJGeRJPoHsnXYDmvq1r1ShSHcSX/9pr/vrDPe8+SKRhI9GJBDJK1IGNj9HxAqdBOBSbnQysh7QDGQmwzzE0nKg2BOZ079sujo5NjldOV6tnSZmuMP5csNdIlM86bJO+GcjpGmwseh9keIm2/IikYSDSAbPjLNsZPLR81wpVxiv6IXHt+KLu9MPLxztqnf27+5G/mPv9r8/PPjrROEOtAcg/MfATkCzF5MlKaiZSbkYoaKquo1AwqTcw78vVeEurEb3i9L2ttdepEsxb0AqcWPM72HiaTVNSYosZEnWQt6J1y4aViCO30KC8dgeRNSDuAsaFixsVarFzP0iepj3+xa3hGLJ4pSCdzyjk6/iFgzoaFeozTw0IrkrOwghtceDIBY3tkUrwR4Q1KMKFs+IdboNhYvdaiRqfjAydy+7Rd8p6Rkff3znz6y9mf/2Pjp7+4+OPW0JG1fQMr0eZV+UO4cjH+RTIlFeu1OXPh1XaqeWR6+XGKRioa6ZVT4bvIpJ1FMhdGoo5KzUi5GZE1krcA0yazPWfKOlJUStHIdhafjbEWkNSwVI+X6+nscbj90kjxfL54Jl88ky9fZBOHEHshKjbirEYJLSpnYewsfgvIZC1wDZmigZVtv9JYXW2CgYtU5WRut/4uvaMYG62edn9uf/6/XvjRX5z8zCm8XyK3E/EDsDiVFqciQo2SGpT3MpJ1JGlBQQ/ea2TOl+RtW7Dt5FUdebqGzMU5c6Ek6qjcpDq57deSqZGKSpVUStGQrEPP58nVoNyIFeup2GFfaYoWzqQGp/iRmrTeHODOJsqNfNnM8kaEd0NZM8C0FrznbkSmqK9S1L5iPSCdh9yR6NqJtWA48VKMHD00tXfqs111a2fzvHR8jXhWlqcKFSPP1im2SXBq2yQWDMQbOG8Eb3sf3Up1Mlq7t46uVHv6winXC+40upfJrDSoSpNUNCiYmEcm7fgZGwgGkjXKI7OkIkUHoukXDaxkhoUalTzu69/5UvoIVC5khuuiciGXPxomD6xmxqOKmRKtiDgbzpoBxl7g8znna2TxJskbFGtGWJPiTSiYGG+sqrbwigFLMxH2ZGLgXHV1NfQ48i3n1qyWt1KbduIbK4VjI/J0uWgIuSmC1ciCgRfMdlCeF3LAmAsdXdhb8rwJnhi7uwTZlbRsfpHMWyBRR+UmWVaRogOPzLzrz7sYY0PeJEUtoqiRa8isziUzF/zLtn/v+wPfxna/IY+n5fEs3LPyxcoTz5YfRgeXMzVKtCLKpShtYrfC2mkndnWTiXgL44y+gUuoaASHrJRwISudK61eE34yGnwqxH67P/1MKrckiYUO8EKtVLTY1AwomDBvB/N2MGfjeQd6RQZ7cSNhIeUV8s+77foGXlJrJ1Onk9DXvRe6sLd0z5IpmLCkIkWDooGxtj/v+nMtf84FtI1YMyLoMVmNeRsJsg68eFTFCuXGsb69L7w49vDK7c8L4zFlKo3vX/b62mdeGFlCHF5emCFZjRRbVN4Icu6Cv1O90ALeRB0yWQvxFsZZ/UorSNdWDbYy0gzNn5dXrqOeTIGnYvy3+hOPhMKPJvv6dsQktSgaWd6mWAf3hmPeDuYtvGcj2hdUHTI9OOcrP7QTza9kt5pw3lG0SObCaH4V0a6elmv5My0s50LaJnk9LqpJWU0qzbisUYIJecvP2n5WBYoVLcwg/OAbfbtfEmbiY7OyOJNiJ2Lho/2FmRCnRvJ1nNXxvIaJLWKhe+4LZEZYC7EWUOaAMgfSU8uqc+mSxrIXxOUbqccz/iXh9AOB6EMEWMoE3ljTJzb47CSSZsOcE2TdAGNjBSvgnX7bc0ejL7y6na7enDlPZgdOb+a8EhO/sHDes2R6D89YgYIbKFwK0rMg6+B5m+TsWOoiITezSiMrzEQFNSxYBNPCaMfPm1AwSEGnRC0iajFZjctq0pOoxUUtJugRr8NuRVy4Bbz49W4yGYtkbJDXV8mzQdbwF+qwZPLchLR8E3okuez5XOY7GP5MCl82Qq3e6s+eDQ/P5QrNgGBiV9KsTcjf7rhZ7zxMT5yBeyHpkkN2R02KNiHaBD+fsndTuibusnO1bNPPOohziYzan26u4lu4/CniZ4NtONvVvRfJXOjut0DBCuZdLN8KZp1A1sJyJs7pYb4RrzTpFZtfgnuWF85TohajNZh3sZSxirWAYCAPTkGPiFpM1OKeBD3WTpM3Sd68JRkbFpjPxryWzJy2SmhhogNEM1Qy2fSp7CvDqx6KvvJ42PdqIV48sW3fZ4cGakX6HFHUwmWbEI1OeWjQCZrtkbjZdqKPDhgtyHeFwl4nsPlL67rRl6JNVn+QZjTIaECapcQWwTnBghVINpZdmTnnC5rxBrVI5kKJtUDGDOTmQL4VTBv+rIoJOlVqxovjCd+6l7/yzu+8XnwqtGdF7jws6KT841jhUnC+hjfynC6C7hWtiAl6zNu0uKq3bjGZRow1YqxJshYQ7IDg+BltNavCslHgxtn4YSb9cQnfRBOb6LHpzUd+eXjbp8PKTERWiaJJyDoQDdAJl5V1KOtA1m+uhv1vs2t00J283pGHZUe8CTsz503puhkLgoEUM56+GGAbqOhGWS3IW0CaQ1l19RfJFHRqwbP87lkyGRsmDV9uDhRaMK9hQgMO6+m1tdzo6Uxqw6rw4FvvTQ8oR+PixUjRSUo/jCVtH3OlUKWX4NdJje/G8taTCa8mE8otwJv9ufpythEsaVlliq/W1+764cGh8fX5j2jmaG64Lg5p2YoaLhkk38BkHYrz++myDhUdeEfx9NRZadfJyzNwwULecP3XX43XCaUZV2rxUZcuG/HUuZWsFhz6UaKr7GAXmQa5SOZCibVgSvfRLi64pKyjoUZ480x6y6nshgPx7QfoCf292c9Pbj0jrJ0pDFmZrIrlXIyZX2y0N7UsNJ93S3Vl396qFrOAYPk6ZPJ6jG+nWULJwQTLJ2r9ZTM0oOXoU6ncEaY6PcafouXz2fJMtlRPiDNQVmHRJLgmEHVS0CmveJeoI1kHsuEXzdt2iqHkkN5M6BmxBRUrqBijBb3VpuyGuleYv8Gc6emazHiuSZTrae40JY1HB9S0MIW4GpBsoqD5u4uA8iZcXGcurFgL5iysYAVlixjUw2unImuPhEa2YdXB/q3rY+dPb9j3oTS6J7ZxvFCtxTMz/oE/TTHz3eMFrDI2ZCzEWFeS4m+pP/NXkimaPrHZV9aIgWaWO5NmjjFD09XsMaLciA/baVklxEZQsVHRCfF6tOz/jAAAIABJREFU93+PCAYSTCCafsG6bWQyWtAbfh0UJYeUHJIzcNEmlBYluyF+3uj9jYfoNdVk+DoK7nz9FWXJK+UlmSP+UTsvN0P0VL9oIb5Tv/cqMhf4LXwvk8m3EKMHpCZY0wyvO03KG9/OZJ5JBB/fohCHt0lC9u2tu9IbTmSq41GmDsU5yrNqGBtjbMwrltPZ+mOuzou/Fb5NC/C2j78BmZLl5+urpDpWbaZL47R0iq9OFZV6tKgjvuGna6skKyC3oGAh1iQZM8KYccaMM2Z7pcrbPt5e8ErWN1Ku7vOO9/Kmx4KKpaZWRS+8k5npK6iYhyv/ryDzuhXYuBqxYvTZvtGX3x54Br775qCaGTST7DRWboW9oI75l7IXW7tI5oKJtYB0iaDVPnEGWz8T23AQccxzoTe+ST75Ne6NpzYlV4eWPbRjT7K4LzBwkRpsJTKNvq6q552zCdozJ3tbyPS2OkzImyRvRNqhswZiNZ/iBIsWqBhEVUvmTxK+bcvf2fCiWCckMyhZgeIsXrqEClp/ut4vzkYZM8KYMcaMMWaEsRBrgfmzTxaWzHZ6pH3tnk17bnQJ0QCZiyvwD55/c/1jzw58K3nGl5sEvBaSLIo3IWtgjBnkHdi9xLj6KxBvoiuxdfPRPIwZZC3I2Ui0SdEMCRrB15E0ERo9k734Z3sPaMP8Hmz4ZGxDM1+aomSN5E2vcNn8rub8lRe8f+8aMm+UQSs75P/P3nsHyXHdeZ6zcREXtxsbG9ox0mgoT1KkJJISHQCRsI02VZWVlba8T+/KtoX3ILz3DTQa7dFdLt3LrOpugKTMaCWNzEhjbmYuRjMXM3NzsXc7F3txd3H/7P2RVY1qGB7BYQMQiYhfdADdQHVm1vvUe+/3fr/v13FxWyZFYXvZW65IZe3O91JDY4GDx8P46j+ivv6M8MU/yjz3peyq57fQ6yv1XTtmwomRjZLmzSxgS2+tMwLaG3Af5/02u3vxJWHo5p3qvqztz5p+7NLaN7Z+7ZX+zzsr1SWTBWeQNT9T7izIW8Ni5bGk6z667mHqHWx9o1DfLFo9oo1INqE0/FS1RzZcvQDOzbhdgy/4+lZv4L7dtf1tfjreCzipFkyX3QzwUKCbbjTLKp1OvSWLVME5fDZwpx5dNGDBhJypT5hHKBtOaV66hkq1YK4azd+MDNyI7B9JT6jbVH1vX+/m3q09xXe8fddDgzaT1rGEBVM2xAAXp7s53S38K/a3HzY+DWQ6WLaTKQKUs73i+960uTmr4gOjoULRlVz7Iv/Vrxa/+LXd3/n2hBy6cjR1eopOn98oq77B98PR2Q2Pa3X3wPs17mm9N1DBQCWACwbKqrAEcMUmQxMbN5/81uaT33rsF9weLEDoBkY1HDI38GADb3bxOsLpBKvhmbq/WEf4yY29k76901Ttj6/dmL8UPRiSx4TeilTQUgoI8gCmQDd3G3LcLx2x3HYylzotRQORdVg0IAG4Wcud0ntY28cBQlD9vXpyp8b3joT5PZ0C9/qlPUH9mDwAf5vrei6BvUAPbciPh0QtxNRxvuGT6l7RdAu6hzO9K17x/2kgc5k2DECblFq+uLqJMz38TWRPiU8LG7L+TX1vrXlncycYzFcP5vftwQbOI9yoO1sns4tosrLpt4VM2SIEA6UqHk7zZep+ugpFpjpSJddjv+D2YAFK20TaRhi7m7U7BKtTNCBRCwhaWNDC1BwilqDMLDw4E+6/lJioX5m5PZk7ny/cKPTezOVLTK+VYqvelNbNz3sp203ZELWcTL7ZH4fzJi6YiGjAsgE5ma10pVOpY3krmKmQQ+Xojul4es96t++z+c6vTka6boux46u/WXj+D6jv/EEcf47d9lZxhpRVJANgxfZKwMMbnhSAUiutWfFpINPxvWjH0onsPNG3EKauI+JZsgP7ZgpbPwD3XOLpG4Pi/hxOF9ZmryBFK8KY3nh1kzi/4gu8h77fB8+ZoolRFQ9T82bqfgngnObLzQcf+wW3BwvQtOmnAMlakGC7ZQuSASYbUVlPD9xS+Go0r4W2AWpHiaP24zvP7dh78dC+8WMHK8f2a/tyk3yfynBzKFeD+ZYZIWUtNWfBPIBYADt+287m3yFTNiDZcIuaO29hRd1fnCV6r6PSsQ4o/ZXvvvw7vS999vIrL1bWrDn75a/s++Lnh779pfSmZ8jwl/uuwPKUR6l4FN0tG27O9KQsb9Je4c74TwOZjhfNEpnN72tIQSMHtURmMqZcTMq7YjyH095OBe2CvvssJ2wavByTZ0IiCKQtb8ro4uue3xYyRROTAM7UvEzNq9ikaGKc5ss2Ao/9gtuDNXEnGywAVAReWYfFGi6UY2wpxVeorMYW9TR/gyxcTw9cLlypjR8duXrFmJv8vjb6g4nitVz/TV65Ge6rJyQDa7onOW2lVjOrxFhQykZTNk5Zy8hUdKgIsJyKFEq+wZt432Uovf1NOP4F/8b/OPT8Hxz9vT+48rkvX/7cVy88++KIZ+Oh2Iah/o4tF5HchDdX9mQ1SNHdvPGUzIeMD5gz2yfMptFixSeP+Qan40Mz0hFt9/f+ZqFkjh7dN7B3gFMUtHggtMcocJVQ0kRTdZhreB7jKcID7/cBZHKaT7YITvMxNa8EcF5H6Cr0pNnUsibOgTgLIgLABN0rVCDmpi81TsZvhFLjseR4hJ8OSxORoen89tHts+/VS4vfn7v1vvEn/2nuR0A+lc1f5cUbkS0WI1YIUXe6CNCWzTbEWm7KvkMmCxDRgGUdVnRI0aGCiSolKDfr3VryD11HlUPrhe2rdxc3vbP+5cNf/uqpZ5698LVvnX7x5ZkoMbItPnxN3jUa7p8j+jSsYPoyhtdZzSbB09Xsh44P3l46LhciQDkdZlRInPUNTYQPl3MD17h3Srv/+v/6i1/+5ieL71b/4q9+cPtn5W3XpEKVS6l+ajGQsNy85VIa3ieqWo1/MJlMzetsNVkVFk3siSWTBRHOjIgmJmleuerlZ2F6gkzeCGdqYmosIs3GtmjyzvJg7lzv2Lx16xd/Zf/oL7Tv/2y8YaT3SLkLEn0+NFChpVlS1gItOJtkMnaTzLSFM0ur2RaZig5nVF+uivSVsMEJbPCqb+cV9NT56P5kZ/H1b+a/9pVtL3+r+K0Xjid8B4b8+y6lttyMF7RQwSBywKfokKB7GNNLg6dz5oeOD876tJNJ1zzCtDe667vHpzJ7xwrD82f+9v/96+/9xa2R2XM//5v3F/6snL/GZE0+aQRS83jCcst1SDZcvy1k0lXIIZOpeR01ZGcWfewX3B6sidNagNGDIkAzAMrp3mwVk0sRfjYev+5npiP8TAg/0Ynt9cT2U9cXTeNHv/r+r/7X6q1fXq7oqe3Z3ksD9MnIwBybK0eytZDYLDF32iwdMt1OHQgLEKFFprOgFQ04Y2MZExfmvMo0PDTr3zET2jscObAnxrhXRb7zXH7T6mznmqP98YE9QekUoczFOJUUdVTQvaLm5jU3CxCu/vTU5EPHB5yaKHWCN3xU1S3beHbeT4y+tbr3869h/yFeWDt4lp76wdV//m//8PN//PGsff3v/+uvvv93euEGLRsUbUdCukd+j2QrmzOaSzR+O8h8UDz2C24PFqCODoNgQrLZndVdORXO1kJKLV4wGEVNyNVQr0YPlLK5q/0Hp6/qP/kz84e/KS38+TVj4dDUVf5Y5uztY/JobNBgsrWQrJGi3uq/s5qKBIyFtNI/ze4Z0YAFE2ZML2PBDEA5C5MMQlHJfJUcmknsviL3bYke2y2d3iXPXNx3c+ZI4ViyOMUJaooCIRagPGhqbTuT88o+ok8DmemKy9lqsppXsjDe8LkvfOcV6TNvkp+BEi9sOc9Ufzb2o//53YmFq4cvb6/cHq79YkS8EuKr0bQViGge+RbOVzpzmvspmR9jsABlzABr4gJwyWZn1ujM6u6siiuq05IellR/0Yj315TCWP/28dNX6rdugF+O6D+7qC1uHz7LHM2eWDhamKT7NWqJzJZYM+wUUbIA4c2mH4TSIpMFcNrypupIooEkGxhVxxiACwaeLccOlAYXf1b6p3/6kz//mfW//cPP/vlffn6itlOapFktlQYhykLZpmAX7JD5dDX7YeNBZNI1jzNtShYm27hgItjImvU7v0IdXIsrLw9dTl1/78Tp2v7t5zP7z+UmwLHRxQPiJVysBmnLHzU84gLOlbuyGvSUzI8xWIAygGQAylvdorVRMTdm9e6shigqKRn+jBUSdVRS/dkKw1wTYkfyqXcOJrafo3delo6eI7ZkkW2R/umiNJ7IlWL3IxNirWatX5PMlh8EC5Ck7Ys3kMgCEl1EYwtooo6mbVSuhnLnEj//K/s//+NPfzw/8S9/9+P/8i+/OF3Z2V8SBTVJgZBTt+iclC6tk1fwEX0ayJRtPNMgZRt3Zk7JwhgVSo91vmPQyinX4I3k3rncwCW292Ty0OXMTOPIuVp/9iqR1SP8QjBp+5gGQld6ZO2JU0b+bSeTAgEG4LzlcshUjE5Fh2Ud5XUsMx/gAUxXYamaTF1juoeiryUjX/cmn4dSq5L0S1HoLaXHf4yIXUL5GVJRA0sGB833qM2qpJ1M0UBYgKSsZWTGG0jaRqRa8Iy96+//9x//5n9c/L4x/H//089+85tbO6+IO2pZUU060zvv1DCYCGWhT8l8iPjg6jwn8UPXPLzhk208D8iBCtF/k+ybjRWnEjumhYFzCWGra+fJ8OFxqv86kdUD3DyZnEcTDSSlevgVd3d/+Pv9rSbTxCkQogDJWm7B6pBBk0xRR1MVt1DHWQtiNDhrscJspntX4hsx4stI9Pe7iC/h6AsJ9+pid/f+Lvx8t1jxyxrpaKi33+bSglMwEdFokukYnNHAl6ojiQacnPelG760DbMAzlT9p62tv/yN9cfvj72nX/pv//Uvf/ObhS3nqeIkJapxxgy0aokQwTmMBStshvtpIHOpDMgpM+B0WDARxcLZm919ViCrR7hJcluZ4w5BG/A/CvEv7bxI9I+icgVJAyS2gEbnkSSAOeuJexS/7WSmQTgNQowFCVanbHbIZresw6KOUjVImCdo4EnrcMZmmVm5Y1f8+Tj+lXDqs0jg95CeFzjo9f4u13FP8Dqct6Jyy3dkCU7B8YmyEKdeb4lMZ9rkDB9jIZQNs7aPs3yCCckGlKsQA5Pp8dsnDp+Wtm4NLNQv3P7jkR2jgjweEzSHTNR5HVlHBeNp5/TDxAfMmQ6W2Xl/pkE6lQayjYo2LDYwDhDUHMaPEq78N990/7t04bXdF5Ed036h4k2Y3tgtLLyAJOoobWNPmv7qbzWZDMBTIJ4CUcZCeMslgm7ZcMk6Ihg4a+LivD9teRO6lwPp+CS3bkfk6zT5dZp7gRd/l3R9Xfa+VFzvHwnS5VCuHml2kzThxJfITNtIqg4zFiKYSwtaVNFQQfcJJiKYsGT6MoY3p0HFGlSoYO/8YOvlPzk5eJGlB9yHLmeuGPt31/qkEsUYcQoEeBOVdSSnojkVVTR8aVu7UvEpIZNRIbrmcc42GRViNa8yjyuLZKzaxVqYDMKhSx2vUZ99jfj32WOdO8f9+8xERsfSwJe+RUbn0XQdW/F9xUe4399mMlkTp8xwGoQd9WpHoVMwUN7EGRPhGzhlQpSBZmyWnhWgI8m3+2Mbtyrew1u/IcCv93leKq5iy7RsJgSdvO/NsgBN20jahp3jjdZuE5V1VNJ8Tl+YYvhyus8hM1dF4pOYXElLw+GBK/ET5b7T5tBONctNRXg9ypoBwcBlHc2qaLZJ5jJTzY8/PklkPmyIJsHUfKLhz4BIeKTr7W3Pfbf3S+59LxUrgVzNsehD+Za6z5M2sj8R0fQ4apkLN2tf04aHs3y8iUiGP6MmMrPsbmv32K+mMld6B8a3ZkeyvTN5djRWUGm+HGRrBN+Semk2mjQ/htD27tkHVqEYrSIEHRF1nC8hveXAjkpMPu+GB1/Gdq1SbhD5iqMJHnB0klqSnyuuwPYpJVMw0IwVElS/ogezVpSZQ+CLa9ynXkMuv+Wk4GUNb31tmrQ9abnZ3+pw6nKcVShv4k5OhbJQyoZp4OHrsKD7pCqenYtmp1O79P5rPz2/ZVQeusZvmxAu/PGB/Qu9hVo6MeFVrAhrkktGSUtv7sN+kgomnLGxjOHN15D+Cspc2LBOeWa99EzqdEd/KZqvhGU1JOiOc4xzqgmt7CP61JLJm2imHnQ042QQVECQU/H0nDc553a2EE46wQHyCZFF/iTFB5CZ1Lr5OixZWA4EilpCHA9LI4ntpSJ7IjB0nRsYo7dXRGksWKglhUpAMIMfC5kOb/k6mqnCxTIiXe9Zl/3Cm8zvU+e7e0vRXPUOmS2bsKdkrlSgjto6rxGchkpmIDcfVuwAr7ft3+5K8D6Njy9aZDriAyhrkk0yLYQGXqHhEwGq6ERRi4lTYX4k3jsppI/jW6fE4miSvUSQJzryalIxY4xKOP+33SLpo5HJ6J78PC5XvfmyrziDdgx89Q3hs/wIVCxHs7WwqAV4g3ScY56SuaKBMhoiAEIABKPBjIZINiHXybufDlimmvM0Pq74ADLlW6Q4j1BVN3XTnamG8uVkcY7fpff2TtBbZ/j8WLyvRDM3CLEcSs+ivBFo6v3+KxXSAMyZ3uJtv1SDlZI3P4f07HhhVebz1IjLmTB5I8CaDv9PyVzhYHVfi0aUVr3LbvkuJp+S+bFHqwaVN5ElMhmAUxbCWDBfh1nNI2lIH0goc7HIBV/wBMRcxHunk8xlLHCqs/vAG9QUxtcCjkz+x0CmiVC6J7NAiCqsVH19Khk5/zZ65PXMnF9RQ4IeWJqZW7IJTzNAKxachTrqhryNsQChDZgxfW0qifAdce5lioZP4+OIB5DJWEii2s3ZXslCcvXA4ALNTBIbd77+kvAV38G3e0vJ9LBvTf/zzzKfCV/vyYAYpxMfC5ksQJKai7FgTocVDe03g9kyLs9ig/WkqAV4I8AAkrJwymqS+QgcpT69ZPI2ltaglOrhLFSo44zpow3oDpnLsHQ/JfNjjqb/p/NIHQcK0iFTqKPiPEJrbrrmyRghagrreee7q/tfjF/xDAG6UI1Fhnve2vkCfmlD4qZXtkPL3SsQ/qOSSdkwXfdxhk9U4UwNydXwXI1UVNKZMCkLb3PjfkrmSkZag3gb422MNmDagHkb420krbmfkvko4o4zL7JEpkMXbUCsBYk2LNu4oBH0TSw6CgeveJRKUKkElEpAqgbEaoCvkZxKshp+L5kfIViApG2YsuFWNR+qaLhT68MbJAPw9HIyn65mVzBSqoc2YBYgjOljTJ+zoE2prqer2UcR9yGzaWjvkClYXtFGRJMQ1CBbDnKlgKT6JZWQVELQCEEjeI3gdILTiTtU/ytqWR0y0zbsFMG3nNFQwUBZE6csNG2jS2Q+irzDp5lM0cI5A2F1nyOG7/hkNLW3n2aAVjqa7g9u3kQcP9KlLCtnoSyAOdPDmV7eRCUzpIB4xloqxGuq0bcsEltxx5/rowxap842bd9pT3GsRAWnYc1q/pRq9a+s+Cnap5hMVGkEOQOjVR+r+1gdpVUvZyBKo+3g5CmZKxcPJpO3Mc7ycaaHNSBGg1kN5/UQZ4Y5C+MsH2ehAsAEgAmAEEy/YPpXjkynwsSxlnJ+ulSFu+LFJ59mMnkdY2sYp+ISICUzwGkoqyJPKw0eUSz5GplIu2MSb+Ktn0IM8NAGTGkIpREpFWdtlLW9TusWZ2EcIDjg58ADyHzIT9L2rrElRa+mbpAFUza8tAt1Olec6XRFn8+nl0xWRSQzkLFCTnWeYoVkM8CqyNPqvEcR95Kph3gjwJs4o3lZw81aEGd7eRthLYwBZBpgjkMRXfewtpe10SU47yGz+foPdT13kblM0eseMpe0S1b0+XxKyRQMVNRJxQyzJZS4utF/dSNd9mXNoKiTTyvaH0UAmLVcbFNfG71DpkE6ZDLAwzkzpI1zdoCp4+l601yIsqGmOaKJs+a9+8zm6z/U9bS0ahHebCcTEkyIsSDHN4WxYN5ERAPJPiXzoW/mzvtxp7fofntFVNTJbC0szwXxM+tfLX7p1d4vIGfXCmVS1gKyFmhZo+PtK9vHdF/Nnqa2r8hHaElz5oS03cr4t5yzKQtJ246qzR23Sb7NkfLerlThnlf+KFaFy1w6UWefubSa5Uwvbbpp000bEGX4aBOjLDRtw+k6RNkQ49g/A9h5a1rvFO5IDTilrezdI+GuuM/zaSezbTULtbxS75C5JFyysoP5E0LmUhYewLx5xxCSsRDO9rKWmza7WaOHB7BoYqLhz6iR4mx6cIZzbVv1ZfI/dO98Ezm2Xp4N5/SEUPFzKimYfqFO8A2crvtSljdpela6c/rOaU3zFzkfCs1h1/YV/QgN9ZSFhBeQ4CKcrkOs5eaBm7Hd8Xk4vIDE3w+F6jhdD2UaEV71MVUXZ3v4ea/jrtUu37jU0yjcueZmguSjqDze55MUXTbpNR0+myaf/HyYmw9wNs6ZXk7rFmvdGc2V0yC5DMkVuLcelk0yMtNFm0jme6EUgJzPmtZcelfc84uWe+PeSS7cuYa7Wz1Xejx/gsgEbgG428l0akoYC2ItFwN6ONMlmIhkEKIWylWSQ1NC7zCXOkpkh1NXfnJkqCxmpuPKXEypRUUtxBskA1DaRtM2nKpD6Tr0CMhkWpbjvIk43TDOhCDqeNs0/lGkLhwyw4swY0Gi6ZYNF2+54vNQcBHBbCRc96fNIFclsgbZvxjk65C/9Hbahp1zgiXqnJxke2ZyiUxqhfVXWYAmqmi8gqQqkKD78hbSC+Bc2cVPdg6ofm7SI81hffPJjB1O1eCk6eEWsJZte1vcN4X7ZObeP9lksibOAoQBHga4eOAWTEjUUVkLyNVIbo7OXWGHruYHr2WP6ruGf3hCHo5zw8GBGlOoJTNqRNYCvI5xBsJYMF33cvUVdpi5M2e2fXIvU9DAl7r1P/JqlgVwToN6a+7emiunuVkLStWRhE3yCwlRC0uzRL8RHpwPiTaUAj0fnkzmo82ZDxeo1AhzICgYeBYQOQ1LXt+weedz32I/49r1CjuK9tYouRqT9LBSD7M2mtRcjhL08sAfODk/JXPl7uQeMu9Ue/EAFoFPMlFZI6VKMFOKF2b4baOD541zR2cPbb8+2HtFTh8LyMPx3hmqWEpmK6FM1S+pmKAhvIlwls/Rv1jReLC9PHrXP/tory+YiKLD/VVoS9k9WHEVVbdgwgxAExoumtFsJVSYC/ZVgvxNV2xuI7uI3EumYC4jU1h+2Sv8fFDB9PMaIamEUsWpG66ePS9/2f9v/80bv/O7Xf9d+Di8RctKM0mxHMnWY6KFUfoHuCr+NozqTxKZzZPrNjKdz0hWhwUTyZhYRieUSkCeDedm0n2T2ZO1s5UfgtGFqXPahaPlIwfLu7dO55Nn0MxkRJkNZsoBRSUVA5NMVDBh3vA+yttpoxRufW0GY8EfoaLaOYXLqfBABdpSdg9U3HkVEkyEATil+nNmsjgXU25gmQk0q5JMHUstIKk6ci+Z94XzkQTK1Hy8ime0YEGN5mbC9AXMt7NjU+atF4nn8d14dkTpK+X6dYmfI9Nzrt53Q/cv5HrS5sYHxSeeTMHAeR2RDCxr4JmqX74ZUKZi+WlucHJg39iZqYX67Pfr4FfvXZkf3T+7r280Q58PSdeD4gQpzRKZGuGQKRowp69wp6yJtK+ylmhsZQWhe+OhXrwpiKzDxRrUW3PnVbeiQyxAGEAqIC7NhWMnOzdmn9/Y+5wwgxX+mAoankSjSaazh7x32lzi8xGc9womogAiY5B5NZifCxen030TwtaJgZ0Tu6h3hN4rO4bGdubHCrlpIVtOSFW8+XkKoHvivnx+xMqhFYxPHpksgFmwjExRRzMmntcDmXJAngxnxhK9k9K2yV3S4X1nS+rY7cXaL36wY/QIc0zizrG5MZ69FmBuYOw0wpcQsYaKBiKZPhGs+Gq2XX7SIZOxYMp2DtPcrWgeGzwsma0NISyYkGhAPIAYC07U0bQVELRo8HRncPdad/YbbyQ/5z2ymraCcKkzZaMfQKZTB+OUsC0Vsq3gwzERUYX5MsxOQNSwjzpP8GdTuXPFvgs7946fOa2Pn7ZG+0Z3pM7EpalUUUtQM67lZLpb0YZo88XRZQehT0h8osl0zrhQxcBypj+n+ZXZoDQWVkZTfeOZ7ZP7xENHjs+B80b92ruN3IV9wrleaVjhr6WpkUB6DE1NelOzEFXxsDosWpjcWGG/RHPpXK4l8fhALJsL2od6fcZCUnUkVUcoG6ZsKF2HUnUkUccZM7StIQpnfRdLBeN7R3ZfiVLHu2Q1zDUijvbH0mq2/UShncwlPleazIyJ5TQsXw30lpKD0/KW8f6t13ZtuXToRGniyM0blxqlU/YIc1ZEDkDpa/6CHhN1tDVD3hdOuHmUeudk5Uka7Z8sMiEeQPeSmbf9Us0nl4lsKZybTmVu0MRe3zf9q+P7Dh6rvXvWfnfL2Ihy+cCO6jHmqtyv9ipVSlSjgh7gWyeijyb3+AAy3ewiHFY3MQ2YX0QpE0prEK1CzZ6YDx2MhcQsX9SGExaUtL2JBkzNYxQgpUqw71pwyyFk9Lzws8UzM2PF7UeQvSVKmMFEkxDmCb6BU7o3pXpYgDi/VLhn5nwEJ++CiYgqJFdguYTnZqKFG3RhOJM705c5tv3U3NShyRtbL58t/fLdwbH9nf2u4AlSnI6JWkAAqGhhQrM+3s2ZLsHytOB8SuYju5M7ZCJL3XqCiQi6T9bRohnq1ZO9JbYwIRL7sOfxN3uyvb7+/e7ikKs/2z2Yzk7tKpQHlbIo1lKCHnK0Eu9q/1m562+vZeFbZ5vOVJm0ehJGT9ryUCbEm0im7s9YgVw99FBnJyxA0jZK1dGUCScMd9qGxXm/ogdzYwTTu0YIv3JRgv/06t6FE0CMAAAgAElEQVTSnrQSfCm3dX32IpSr4awOszrcHN8A5QwfZ/geF5kywGQVkeYweSqQH0/138huvbZ92/DBs+r0sZuT24Yv1H794xP2WPyYxF1R+mrFjJlkNISqQQJARRthDTeju0Qbaps5m1onrXPOJ2m0f/LIbBZttJHJqJBkokU7VDTixQrXV8oEjgafD6x5NZ74Khz6I5drlRBblUHpkeKW+g7qZlzQoo5+YVv7D5q2V9Y94QPIZBqw9C7BWb501S1omKQS3BzKzT38qaaOyDYuGghbc4sAzZmEMOKhdqxBNv0u8+rvn9v0+g+F1ATeyXzrM2nPV6ShtwbLfk71OnbActuoaF7wcj4fQRJIBKikIVIZVWb9xZn4wJSwbax/28hO5fhWSE6tjQeG37Xtv//17toV6twgPZJVdJaqYqkyzJu4ZOOc6WV0l2B5n5L5OG6m9azv6DUBmDO9IvDJOsqXCKWU6lcL0TPRF6NvvRILf50I/2H35lViaHXO6z+dUKqKUE0KesAR/HWaDNoqS1fw4tvIdFazS2RCCaNHue3nDJ8C/P2NZKYczFeiAyDl+J9/2Nc3EaHiLRhEzsQVHc4aWL6MJg6/hUS/iL7yPxRe/NzFb7w498aqCy9/o/C136PX/GE08rWBcV9GR3MWIWk+tgYJJuLMnMte07y79mDlgtFgTkNlDc/rgb5KpHc6nh1OKWe5wLbY+jT8nGstfXTv5fcb226OwLsLq3K+1FSKVcOiGeV0P6ujvIk4y9rWnrONzKer2RWNZVpsTaMLmLUgvg7xAGI1L11C5VqqqOdCZ8PPx958JYZ/Jxb9fM+676Shzm1E9EIsNRror1OyhosGLLTySU5bA7PCj+IBZEKUDdHAK9cJqgRl9RA3gXkOvEkcXh86u1nWyA//+qKByBW4oON5A1M0JGcSxSrOntgYZ7+Z6/za1q8/c/Kzz1z+3FdPffErO1/4IrvmGT/+xcShVXIZGloIy6qPKbkUC880SFqF7ioteDR1pCxAGQNjDEw0sYyJF1QiO4NJ13DuXKB4Nbtz8iCxVXgRd61KxTry2bcU+UvBTvdJgq0lem+JnBZJzMECIJQGSWv3pmefkrnCIZhNWeEWmY4xuJuve2izhwewZAaygMlpMnku+BK79g3KvyYd/3bU69oS65vZeuQHB9gxsg/EshosG27ZcImmqyVU88AehY8xWg0TaOvIpJmJVRYDik2mZzz5WiR0dvO6wjfQveu6t7/6UGQKJpLTiKyKiqqP12DRwgtGsH8isPcYelpw9X/1s3v/7WfO/96XT3/luR0vf43d+Gwi/RI8+Dx9Y+OQHSwauFj1ZmxCtvFEqfveWqVHQybXCNE2weowW3PLVVeu7Cnc9BUnQzvniv3XB9Gt1Oc61nxm7bo/6PR+I8p9i4m+OrAxPB4oLmR4LZ6YRQXTrzT8jOa9a+OzvGrv8Q/jZnyyyETuIpOxIMZ2s3U3ZXTxdTgzH5KMpFjlEuMUciRGn9wJ92eShwby17YfnT88+3cjuZmgUvLmVXdW787q3YrRLRtux271ERjd3UsmY0FO5xGvovQMPGhS4nUyOxq98sN3BmYpRQ081OtLBsFpPsrwUXU0UUdTGpqZCRwaSQ3viBZffGbfZ58588XnDz737J6O14uJdfLWzczJdcKNjmIN6TOIvIFJmo/TYWfObM9XPxrzQofMtEVSuofRuiStI6919qmeoUqgdzKVOBaNHpLXcOEX/aHPdpPPhzIvs9xXmDc3HdmUnktIJs1pEU73C4AQAPqUzEcdQrNx0SGzNbhtN9eAUlo3Z/gkM8CUQkIpXTSLg+rOkZ9WhTNbd84e7p8Ykq4xV/70aGYmoJR8ORXO6m7FcCm6WzagO2Su+C3cpwdKMFBJD0q1CH2DzE7TiZPBbZODtT8rFUfEXDUqtlq6hWWvcKevYqkOXjARTvOlNS9lIdxtf8zy4eOdkYs9A+dCJ/cksute2b/qjR3feln8xlf2Jlx79kQzR5GDFluo+qRZd97AMjqaLvVQVXd2IbBktP6oKmYR3kRYgKYMPGWiNPDylku2OzNgc7bWnb0Jba+xl39ySv1bO3my/xsx+GtB7DVJ/COy+5nIy6/2vk5exPOGWKjzXDXAVtFM3d908npK5iOLpVYM3unbaFWxiQ2MqkG8RhSspDwXF6dS/bXsbmvHbnNXcbrQO5NnryWk8WT4PCRMh4pGXFEDjpTB8kG/ssEChKljlIVQJswZPsVAswaeVUmlEhRvxgvljDJZLIzv3Dd7Prl7sO/EyfzpncVJOlPCiro/o2NMyc2qsGiRqRrGGmHWiPJaXNCiohaStYCi4YqGOAVrDPBQpjulepg5WL7hH7iYOHNpYOT07uljBy7vHDx/aNBauDp4mmLPYLlyUNIQQUOawiumo4uFOUuSD9OO/HE/ouY6iLVcrN0tAJeiw7kavqchj//lmbFfX5au8vxoJnQu3bkf/Tr32kvM6xt6O+grafEGJUzEtthi0YgJFZ+st4q6AMzqMG34WBPn7af7zBWLVlf7MjJZAAsAZVVEUP0FM5WZSySHCWo4WJjlxLEENxbrV8Vijd8xn5fn4ko1yZfCshoWtZCgB5we+dYMvLIXzwKEbmBpG6GBTzCRvI4X1UC+EsrMxuQpZqA0VJzaPTR56pylXzIXR80fnymVxXNcbjK8xaD6zKisYvlGMLsQjpQ8jBlizDBrRHk9KughWSMdMmUdcQrWGODhdEiuYIXJyJbrzPmb+63bM7/5+1//5Ofv/vQv3/31f/7RaW0ffQ6Xa0HOQDgDccBrKdZhD1AJeBRDpfm22m7GdrGWWzQQRSWlGf92Q9yhZfmrIX48zk/HE5NB8oLPtaMnO5K9+tNLx989II7GmRGcnUSKRkTRcMVAJRMVTIQzkDYyH/8YvhOfbDJZC2IBzBk+0cR4Fc9qUbkU8R3Z2LljVfwCkptJCxMRcTIauuBmxsn0GJrTExk9KqshUQsIOvmoybRR2kZ5E1EMtKDjvVV/oRTKzsT46wl2mI8eFyIHCkPDF9Wf/lnt/T+/Bua3jh/Ij2WKN4VijRbKOKvC4jzC1Z3KIZiyUAagLEAFo2mTzGswZ/gc5SvB8ioG1leObZ/iTs/t/MGfGv/8f/zVL//83ds/1f76v/x07Pbp4kgyUw0uYdkO5+MjE2UB0k6mYCKKSorTpHgjII6EclMUNxbLVWlFpzMqx1xNbin1nf3h8b32VmUyJUyGmAk0WwvJNULWcMnARBPjDIRxNrEPWVO14vEJIhO9P5kWxBpQpkFyNUSqktJcsHPfa6/lvkac2rzVEjOleGzY++bAc29te6Hj4KvMDJbRI6IWEHWyRSb6yMhkbZS1UcnCsgZe1MjeciB/M5Sdiss3aPJQcEPW8+1w17p46OCNmf0XZ3acHRm6eip1PMteFof0XqkSJUfejtxcK78LUY2OdKMz3eimbPeSZA4PYE7zcQbCApi1vY51bEELDc2mD8zkf/Ib6x//z1/9zT/82Hp/4n/5f35d+8HVoRE6Vw0/GMLHQyZv3k2mrJGFaiw7HZHHY0M1MXYJVUopWU9L1WShIioTtDxOUcMBcTJeqFLpMTQ1AYvVgKQSkkFIBiEYKGcgT+JQ/ySR2X4q1SLTzVoQo7uUOsbWILGKZGsB34k1G3e/lBr1ZisRpRTgp7HOg9/efODljndeiY/10LM+USfvIvOR7aMEgGVMPK8ShTJRvOnPT4VyE4lt1ULsRNw1SLwe73m2cx0i5zxxBU7lNiTot+lI+B1pqLI9X2EjNzYHJlbFaqup+XXphXXp+Y13+LTdLIA5A+FNnLEQuu6lbIgFsKRi+bng7rKk/eLKn/ytOWufG57a/72fz+nvDw+cj+UrTxaZd056bTdVdzG2mwewrOGZcrBYjktjYfa6v3Pv6vSEX9aTXCVS1Jh8hc6W0tSonxnzx68h7iNv4Rc28+WgVAtKelA2A5JBCCYimPAj6CV6uPgkktmsbmuR6WZ0lwi8nOqRNF8eBKhJV2yks9eMCjcRuUz0W/H0FERNe8KjHZKKZQxyuRbbIxx5ABNNLKMT2TKencFyE3h2LJgbi+/SBpWRjHSpN7xPfp2EVhPkejy6iaS+sLrjRQ/kKiTTp0VuJC6V/JLmTVbXsvWNVGODM3NS9W6q7qJsN2PBzsNhAErZcMr2pICb0bxSGe2fi+8rSTM/OClsg/ee4E5e7pv/3tXt5xO9lchda9f2bedjIVNYItN2O2SKOqpUAr21VHoY6dz52mv5Z8lLXXwtyFZIRYsUzESvRYnliFSOExe6v9P77Fu7XuHmQmI1LOlh2QhJBuF0+Ummt1Wm8mTEJ4nMdu2f1pmVo8/v4g2PoHsUw5cxMcfmqWiHimZAVpGiHRCrcNEOcBWo2Aj2LkaaWdk7mV700RSIiCamGFimhmVuIsoErIz6sjcCubFk75RcGM9vubmHOzuwWQhujIfyh44MHTu7OUavwokuPsgclwtjcrFE9RqRvE067ZfOSr55KOrMmTrRsnZG0nUoZbsoE+JqsHQTHZqLjf/owO7LqePXsmeuFOyFizvPJB0yl+B0sHxcZAom4rwvfBuZrAWJOprVI0UtEb/oebP43Ibdr/iHuzg1wFRRQcMkFeMrODuHF20qPAJ9K//l14deZGfDQjmiaJGsGc4YpGKgiul9SubKxR0ly+aesAWnXPfypksGsAxgTvXIOpIFOFt2984H2XKPosNCzTNwK8KW3bwGszXocZEpGZhiYJkKKk/D0qhHuubLjPpzY0nxWjIzphSnhiKH2U4FRwqp6k9uL/75L4ZOH3dRYV82fKR87ML7p/unBW7EX6wms9Voe3pZMBFH7JPVcMbwMwCnbZSq+6iGl7IhHsAZHdsKEgOTwb5zBEx9s7ADOXpKyO3zPVlkNqsXUcdYwan1Zy1IMFBJ9cvlQORiz1uDL8Suudk5PFuPyHWS0yHJQkQToyuIYkbxK50v9z+76fBqdjYilGOKFntK5qOJ+5DpKNA6yl0CcDt/FQ1YNGDRgJyQm3+Al2KZnUkbnwK4f3BGc4vi/NX589I3P3zIJq4YWF4l+tXgQDksj6LBoxtd21at7X2Nu0bz18TBuR19o9v7hrdXf2nf/p9+cGr2dHdq886rW+d+NvHeP9nG386y5+Lc5YQ8JkgTfK4k9hlSUU+LFUKoQDLAHDM8BuDNlmgbpmyItSClTihVH3O1Cx58+a3g57qCz0bSb/rYl/OlAG+itOpldZ/S8HMGQtUgySYeF5myhssaLpjIEpmOsIOok4oaylWjuWpUcfLqhmOO0lSf4QyEqeLJm2h0Eg2NwaKaFNW4qIVFLSBruKzDzhh4SuZKRauKvZ3M+8DpVGY53xRN9xKiS3w+iMz7DJc2FNvD6WN82OsXDFTW0ZxG5CqEMAYHjq9d3/fiN6nPb9r6pjTF9VZ7D713ZC840Dfef/7WuXP1EwMXhS72Dfl49Eh1+9X3T156/0zhavageXjr7O7MjV7uqiSPCZmbaW4CC19Zi5x/XTDwpQU/A3DWwlgbZW2fYPlEA5Hn4OjJta7MCy7qeW/khdXEH7I3IN5E5TopWrhcJ1ndR9Ug0cKfEDIdGwUWIKJOylogWwtnayFZC4g6LpgIDyDK6GJADw8gAaACIHgjwNWCTCUoaFFRC4taSNRJUUdF4ymZKxwsaJ7gLScTbqvGurMBYy2oCW0z2v8xcncYqGA0DTbvmiGdruKl9ijnH3w0MhnNK2hIRicyFZwfh8JnN7j3v7Fu60ub9rwZuYqHrhDUeDJ+JYgfgcThBHMG7x0JM8d7sheJoTFq52xuy2S+OFo8996Vs+9e36edKo5tZS7xkVM4fOCtjVufXzX4eV5HmuLIBikaQcEMiiDAWyQLEAGgWUDw4+7godV4/6sQ/Y1v459BT6yhalB2ISjZhOM1Sqvex3WeKRioopKKSooGwoM7ZDIWLBi4rAUUNaCoAVkjBcNZ8bopo5s2e1gL4m1MbJBiPSBZYRGEeCMg6M3zaier5DgLPfYBvCw+MWQ6R473Kta0SGs382h5VCxD9/+fzLuwdICUbFyy8aWWf0cE4KOR6RDiJIGkOUycxsSbhFwKybV4oSHQpQhTirAzIXYqsM0UBqqJ/rngHoseLEUGS4mtFU6+lsiOygfA4ZO3Lx+unx2c3hU5Fl2bf+3bzBfW5L6wac+zvOFjASIYuKgFFC2iaDHZiIogJNh+FiAiQLmSJ3FpU/J4R2LPBlfhW13vvByb7ZJsgtFgzkCc2fJxkSnqaFYls8vIXMo5o45PlKyRou5I5rlZy80ADwM8LIAd100WoC0j4zvTvtAaJ499AN8dn2Ay7zT1ttl4fRi1//uQ2Xrz7pon27F0/u9HnjNZgPANVGwQskXIGi6VUblM5Ixobz2VLuOsEUpWcEojBJ0UNKxg+PlZiJ+Fti4m5Aoml4kBkJRnw9lZqljO5KezuclC8kKyY2j9N9NfeoV7xnvgDXbKJZgQa0GijitqKFdJ5soppZoS1ahYj1CGj7EQVofZGUiexPKjAfqCGzm3Ol318Caaqrh5E83MB5yZ8zGTqaM8gB0ylxa0goHLGilruGggggnxd1zGEN5EONPLmF5K96Q1d1rvaRfvbT75R1Qp8TDxSSKzJSrXtEBcyrO3Eq24s9ylLLTd/eregfUgMj8gA+RwuPQd/uEzQCxAkqaHrvskG2/CWcUllRB0kgN+tuGnGzhTx4R5JLuIZupeTuumVa9YD8QrrmS5R7IwBfizZlgoBYWZGHU9jB93r9/y5tr+V+B33hLGsaF63JlJJBXLVkL52VRuhs7cTAtzMdGMJnWMqWPSol80ibwWGqgmlGmCmYPlOikAzEn8ZOYDvIkyGvwYyczVSPn+ZKJNS0UDEYCbt7pZy9WeVG8dbrvawu0Ub7bc/p5WtK9MtMhsKnQJbSoBzbIBnXQyH5SFpy08beEMuJMRWe54gfB3gGxb5S6fGFkdZjQvo3mpmofRvLyJOLOoIzD30chMWV7OQiWbkE1SMgjBwDlAsA0i3UATDSikbQqp6yhrI2euZ6wu7lYgZhOpeTxhuRNmp7gISQ2IrnXnLFKu+dNjvuCl7shlFz9BFqqxvBkSbDdruSQNyZbChalUbjwtT6T46bhgxBIaTs8T/LsBBqCCThb0qFIJSAahNPwCwDgDURp+Z1n7YCxXnMxcLZCrBZbITDVcqYY7XYcYC+FNVNRxWUebYhRNMnHeCHAGxpsIDyDBdnP1Hr7RzdQ7mHonY7sY281YToExyQCSfaJG+5NLJnB2CxC/5F5qtnpeTeTe0cCC5jGAM206dtHtIRioM2embTRlt5EJ7j953kVmc49qejnDx6owW0W5MsbO4ewczs5ifAUXdVyxyUyDlGycs1DGfGgyxdskt4CxAGE0mKn5uBrC6xhvojTwpeuQ8C6SXuhK1TfxC5spsI6yOlILGFFz8d8LsLd9YW0tf7uHb3TSegdn9GRsomCHZC0gVQMZLZxTw2IN5WwPD9xyjcjMRrKTVHaMEW+kmImIaMYTui9pe9MNb0x1UzU4a0SzRpSp+TgDcTaZS6cmcp18TBkgXFFDihoSdZIHMGN3U/VOqt7N2G6+aZrmYOlysGQBLACCN0jOwFgdZg03a3bToJMGnazdydjdrOVyGtMZgDIAZwDeWt/eUZBqU75szahOHvHTTaZbXNyUNNZlFlKpakwAqWQVzdzGKHMzC2DWxFkzwJrk0rNjAepYdjMWwoKmv52sI7IO87WuwiLKmz3x6kbhFsYtkkENipsIV8dEG+HbDjmcSe/uB+SkjiyIbrjjeqfcwKgSPFTnC7N07BT+fPiZr4c/hx3e2KvGcqafrrhpA6JtNK59NFc/lDdxQSfFJXddA6Fr3YLdw5odjLVJWHQxdndS38w1IAr0pM1uCnTTVg9X7+HqPbzlYo0eHkDNPFZL9L3ZaGr5JEAqWkyeS/NjFH+DUW5yWZ2W7VBS66YXXOwtT6y6mdXRnJVm5/zNU8EnJAySN5OckWKNEG8iLFjPmmt4sEG2PIO3UswcMvBeJF1Zr9zqYOwNcQ3i7TDb3g+9TBIaYi2IX+bei7IAlm95w+V1vEUmVUSaxxO1DqEBJdUu1iRZI8SaJAtg3urmre4Wris6/p9UMlnLzS9uDNfejpbD2I0IZwi0EZJuIZS5qUmmEWqRCTlkpm04bcPUXWQakKh1y7aLMTYztotbwIi5Ltf45rgV5OuEaCOC5eMBvLRRXKaw3GZTw1oQuwAxDYjRYKUW7itzmevMWmH1v3vjv3+m+z++yT0fOrlemoNlgHF1JN1AqQb+sGQ2QdJJQW+m9UUdFw2YVTslq4czOxhjE1/3UKY7oXuFRT8DXBzo4kAPB3qWlBo50/Mgpx1Wh3mDlKoxbiZBj8bTI1FqIsaUIiIIUKabmfcwCxBlugVAZK2EqIWfKDJZE+dAnAYJxgzxJsJb6wVrjQw2ZAAsq9HEhK+4GKLUtcqt9XR9fUL38XaMNR/i+lkAs3V3sLyRnPEQUx5x3h9XO6Rb3rTexZoB1gg3ybQ7eLuDB/CKl4U9wWRCzLyLnNvccxnrOONPqwprUey8j7I6nBUIawZYE2+tLlC2qdrcJJM3cVFHHTJlw02rnZThkm4H0yC07vz6Nec2RfUkXw/edQ5596Np+6BlLSildebeDbJVNK+mmeGIeInxDXngvp6BG7I0HFbG8QErXLgVSunusOai5rGHJrMJJ84b5JLFIGtBYt2jLEC85WKAi6tjsZovVEZpK8xZqKM4zpkuzvR8AJNOMKaXszDZCEm1iDAT4aej/GyUr0Y5LZgGWER1RVQXV8fEBika/oz1cErTKx8oawZYEOSAnwUwb28UGutFq0c0icB1FB/28gbJGJul2+sZe21K8/JWiH84MtGkgYTKyIYzHT1XPGw9GlPd8nt42nA1O9FNkrWgJpkm0txerdz9PrlkAoSqY8g0uu4EufZoNFLK0oBLWV660cNYEGMhzsBtlq2biEMmZSFMc9+ItzqGYRnAlOqiTUS8lQqVI6tOdL5+HMZmaM6KihYugOYkuey0YzmWTTg1T64eYmYIcTIpXWN7b/QWhwsHy7vPLL6zrSxkpvwFjZRtPKm5ooaLu+1/KDKXznhanzI4ZaHOzllY8AoNiDbdtIkwdoScwbuveKERL28FluZ85xyVNxHRRu4/YQKYMiHO8skWkbFCOSOa1aI5I521aUZLxKpB18hm1/WNtOUX6wGm5pWftB5/E+EMnwBQzkJZC2Ibm/mFLtZGKS3ccRLqOYdG53AaeKTbG9n6OtaARBB4KHJYk4yr4UA5+dr+jo1nkZSZimmY9F4gZcJ3k2l18ib66SWTAWTSjPkmU+tOsJvPZtHxXFzlEibMLXqclFqz1ge4eeAWTKTZ39Rq5OfNpiyVYMJSHWUBytajaUAjE+m1Z2NvnxO6rvK0mRYAIYBmIShnIE7G9b5YCibctxDmZlBqJMBdpQ6ah/eWDvUPDyQPRvLDdOZ6KDNNZFVcqRN8A03V4aTtfXgyYdGAeQBTFpKqI4kGnGhAqYY7BXpSek+i6qaNIAMYZDS6+ij83WMuWo8JgBAtkjdxVvexuo8321bjy8iEWAtKat1ps5sHbgl4MoYvo2OyERGNNGeI/un4Wyc2rzuzKalFxPkwrfVIdrtb1hMQAOaMHtFyC5aXtlx0o4ddhFNWOFxOrTmMbT4XQ8ZI2ib4hc18fZ1gQqKJPRQ5jBmK1wR8Ovv6Af/mC6lAiY7rEX4xlDJ9jBlmzDBr4ktkCgbqyIWv6P0+qWSaoUiN7RnhN58dwscOe4bzwZKQsnH2lqfVqo+wAOYtVzuZreq8ZnmHk1MV6jhr+bkGE6vyrmtc55Ve18iBzsvFlMpwOtFSzsd5s3UyeQ+WPIBEA+k1QvSIrzAt944NnLSvHKqe2zfzTnSvf8dNZbch7qjTBcPPGz6ujqQb3qjR/VB2XYLZLLJnLShtw4kGHJ+H4vPuxLw7BdyU7mVUQjJp3sj7rjFrjyY6zsQT5QSrBgQjLJhBTicYDeEMbGkJcC+ZTjsYb3UKVodsdkq6i6+RVDXJg35klFt9FN1wjohV03wjIVhese56REnID/t8IE7fJNvdguWhTHe6DqUX/FGD8k2Ja44z3ZdzXVeCtB1n6z1CfZMM4Pbykg813ox4tNrXPVzcdKaA3NjiGUnFdCplBVIAo+6Q6W6RiX+KyTSigZK87pzUeX5/sna962JvqKxwizGq4V4S0WAtiLdcvOVyyGzrz1yekbPxlBFg6kK0ltt8Wem8tBMZu+S9fiBR4RmV4HQ/b5ACIJaP6bsdUWUdyc355ZHwfm3/UePCnqnzp7Qbw+/eGBgtDk2xQ+V4vhpgZj2J2e604aUXfMwi8rBkyoZbNN2sBaXrUHweii5A8Xl3qg6xAJZNMqPH5QqfnMh0HaPWH5aJ60ORyRRVCQhGTDSjnBZkVILV0XvIvJON5OYJdt7HN7rF+kbF2iiCbl7z01UmXRlyXVDWnxKgkXxoVkgZCaGOCnbPk0amoG3IWJ2i5Ukb3qSFJetJUpU7RwvrL+zwjB7YcDaZNnkaeKV6d84iJBV7qH0yo6cCN7etOpLHxk5GyifXnYkmDDGqkWmLpMwwY4ZYgD4lE+EdMmdzq44Im88e4q1S5/m+SCUvvUclrTvyGawF8Vb3Epn8XWS29lesRUQrOAXEhDaw+VJh49ld6NiIf+psrMTTVZLVSN4gBdMvAGy5TPAyl2JZR7fU4n1jzP7KkeF3qzuuXbq6aFxojKSPRvNj0fw0kauRORCQ6wHWRpOWOwFcH4lMF2u5U3UoPg/F5yEHS6ECFWrBws2EMMJghxJvFvxrtknh6/sCN1LJ2SCvJUUjyethRiVYDV9+SNBGJoBpG0sDHw06OLBOtNZJVpdoBDlNCkhHJT8AABMJSURBVE0ObjyZ7zq/3T91AJ/MhEsJro4xoOeJWs3eIRN4U5ovYQbidQ6tFDcMD3RePeGbPP/2KT5tZNM6Ite9eSsoqcTDkomPbXtphxIrXaeMa28eDiZNJVjG6XrgHjK7W2Su5Fb8CSHTOa5YKqBhNG+yGiCmlVXvcOGpq9jIueDUwc0Xw8r3GHre88Fk3qnmadVG5t6Lx6pEYDYemM2+fiCJjZ1cc+iAVJ/yXgoKRlipR1NlmKoiooWLFibV0ZYpDcyZXtaAGM3L6rCikttVmjkZvHR7YuDCabwwcLluX7o9QZ+MJc91s2NdmQqaNf0CICjDlwCuFOh5WDIVG+KM7rTZTS/46Nt4uoHSBixX4P45Ysd0dNc4Gxh0fbHz+d/59he/HPRly5e6jqGJmXC2zotGmlXDohkRQSBd9TTf1yaWSxkghLFDlIXTZjdnrhetDZLVIxphtpYhrm/57sEiOnKKNUbQsb7ATCpzO04ZrieNTFHvkM1uycJ4O8rOU1Eguibzq0/3b75yzjcxnNRPh+cy8kIqVXJJtWAeJB506nPX8bVoYZzhS1Vj3qv9645uw66fSVYu+UZz+EySnU8lTfwpmcvITNWCbx2BXt0TYdQb6cpI7OY7604icR0PVtYxH7iabdfbdsgMz3UldX+kHO84Rz7X76Fql/xjV3KLk6/tejs04ZasMG+QokVKNuGguERm611EeBPP6qHsWJA/GT1eHaH27HcJ/efMxsXbE/S5WPT8ptToBqHkFnWUN0jKQNOWh7LdDz1nWh7RcjO2O23DdAMT6kReJ7eW/Idm4oevxvadjMfFrte7v/PVDW+uSiWKNy8Eh6nETJhTk4KeYtWwM/mLFr58tlwiE6WtcNr006abB5tlsFECbl4N0ZUMcW1o7Tu9vqsnE+VL0OUcNpbMLKSdGownJwQTVky3Ynp4HaP0YAokQzWuc0R69YjScfGMa/hsZO7IhlN+wU6mSp6+OidUQoJ+f9+XpVG9VORMq1C8FH51J/724QKjXs8ujrovMxvOuoIlJGXgzKd5NXtXlyOrw+ka+fq+t17o3+Q+u3Xz8YGuU/x3D3VTFi4uQo4ATHsGiDcRvlVn194/7ZCZNry595KsRW085f6CtAoZHtx0ZMB7ofebA6/gI5tFEJKsoFwnRQtjdA+ju9pNLwRAiOD/a+/Mf+M20zueP6AosN0i2+YwAtuby4mvOFJi2ZKsY2bIGR7Due+Dx8tjbl22ZcdO7CS+EjtOHJ+yZfnQPTMkX5IzkuzCCdBFi26BogUW7W6BFugvRTbZddGiP6o/cDSR7WSr8a7Xjj3AF4QECdToGX445Mvv83y9gu7PKKGh6fi+8b4Ppi6QueGu5NCBifJh/Sx9NpQY6WbG2/kSwisEp7polaR1lK2ijQW265hgIKkFjJ/DkxrGQWcBBodngvsvUEN7dwyktxWS7WF8C4l3eOJ+eu+ew/qY70zUfZGITvoEGBO0EF0mGYVIzbnvvCCvpTCwGsVoARr6OM3B6xZJ65EgwpW8sSmAn821H8m5Lx/n4AXvlSHvNYZTgsGJ7j/OW7/SI0TDRM0hQIxVqKTqi2tB11So7YRv9SDFV2Zjs6Ox0qHX97bHSt7wJDJ4MxUb93wfmXdlDbIqligh4Sn3q0MdG4Y96KlB/Fx/y0Fb27HtEdmZ/zLGaAEW3rECZDpynxQylzdqsCrGKtSO42+/kFq3iut8OtL2Wn/P2+9vTygOrmplDaQW+b701ARoxHeRWYMzoSCxMhqcxOxnbD/Nb1o30PXn4ZaXsh29x7tiM7ige81wRaBjLESECsYbjiUsnYLuFbQgUANSKfyOAo5o+wfPnWiPZbZ48+GDH6dG9rGjYWnWLqndaR0TdQpALwNdjI6yBtLY1aCOcbo1tYAJc05WxVOyd1cxvOu0Mz+4LWT5SXTr03TrKv+mFyK9bwvJcGqo792xjzr3dlk/6QqPuyUjlqpEOOhklHtXlWuvgdUoGvpp6OMgLmi2tGaVFJSZdUXHoy/mtrceiMVnPmbk49sO+d58rz14jczfCD1avRcawal2AHEA3aASYqsB75S79YjlOWnb1vczW/bxre97VhfW+SaQRMkxcDPFyzEA/38yzS8YxZGYpba+37k61foM3fKC2Pra0GbLZ+2RWTRStLGwTuby55lPBpngniE6HMQLN4OBMZI6nSBOcvREVpDZ/i+D6RsOc82wbpFhDWTJ+lj3QJJL60AE0LHMDYo38NScZ+AWl5wOB0bDjk/88esgNuWRKn5ed8WLCKc5hAoGdLtQsZtk1rHklGB82hu/4uqbCO6bGvDsLqzDE2ts7MYg5/qATU8nsxBNV7pSFYeoU0D1M9BTSwdsnEx+zi4YTkF1D8qxPVejmV07QrbnIxv+lH/pR7l1z9Fr/jKy/kX/9haHdYcn7WrJvWH/vIcpBXkYBNBr3ifTSt2pd0d4K6u5aehjoAdAXNCQtIZIio2bJWITvk3D217s63h1F7r+HfsrQ20dR3fQs97CjeijRqYpVqP4ikdYoBIqgZ61bNnf9RyzbW2qZ8PwdtvpHlYnpAUXKweA8r1k1l1f9XsoXicBdGcqdHAsQJzyec6H2WKk/6+ShVt+WrYD1Q/UmtOArXSxlR5WJ1ntSXUa8Jqd13pFhUiVUtJMf1bOg1KELVsT5e28hpknLfM0xhr2Oy9fiTvJtEdnO2m5h5GtQMHYaYqfDYszyYzCcmVfas7HQSJRQsQqmZrHOc3GabZlZPqBGohPe92XMPJU7+BMdN/MAJIXNriEtXZxFeqxH4gXFI5XuoHWxkELUAlO8QHo5Qycq6CNkmn2DXIQz6jB3UV61yk/E3+DfO1PxBd/PLz2maPrX9r78hr+ldXe9WvtWzeGRIz4oDcy4ZGMGF1yx2YcguFML7iAjpj33svIJM0JI6zmZqCTVx0SNGMIEaGE0TOuyHjwrUPda/q2vLa3zXaKoMtxSQvHJtFHzJ1HiPNuMEfREE+qqFC1pRYwoLgi132RMSlxPee/7M/Ox6UbuDDv8E04OBhdCZlihZKqLqnqkgwXU8QyMJSDglRiwKybKaGcYuFUhFf9QA0AWCezi9WJJ4vM5c5VwUCB/Fb/HNqng2w5ky4BsewXVVvuhjlJiQJqzf7PGPYljwF2B5nm0plul6r2/E08bdj4co9UQrOKa0CLikUfWyKlqhdoJKOi0hwhVh0stAId4Q2HOdOJhwFWDgSuOpFPezoPtuanAu8U+3szXEs4/7p3cI0z6jkuZOQkp+5gtbdYtZuDBFD9PAzwNdtgg5+ZFYTWrKyK55TQzvFE/4ck69oQfvnHO9c+c3TNC6ObN32+cf3w+pe5zS8xaNt7x4Ts1TivRgUtxMguWsZ5A5fmCKGKfjeZGsXrLg7igoJIqjWrWnIqIikokMnwBJmUo8JcmjGE0FQgPE6BsjdT8T1SZLI6wc+72DmK1h202gOMbdkb3YV5IqsH8zBb0ArMjJeREUbbnjQ6owqVWqC/z9FeHw0Dli3PCjrOFbuG5t1DC3SqHOBmULbYnTZsQ1/6eNVbI1PH2EoXU+1iDOyBd1o/OmQut63yOikYKCu35qqWlOwXZ6NiKSzKHrrULegWXsN4SAHoNYu15NS7h8ylz0yxgvJaL1vqlKCtUHWmZUceuoQSAVRn9oZfrFCMippdGiy0phecvIHXyNR8dMnjuYzsOPZ2y/CrnhOdwvnoG3H7Op//9UDy1Yg3cSEDZkKSgYrVLr6CCIZT0P3A8AONYCHS6DshVOycigCZLJRD/ZfD0j405tkcaV29d+umwy2bz+7oONq2Jb15rX/Dswls89Ez4jtQAKqfLlNmmrJQITgNrX1m3nE1WyNTMChew4CCiLI1o9qyEElDhwCJ9FyQN0K0GqTVIG+E09Vo2vDzSmNP6h+0WJ1IQAdbwUEVA4aFr3RI1R2S1sMVUXbKl4V0YSGSLHfnv0C5ai+jU+FZ/PvINC9fl/cwcBDnVIRXurOGXSgRzKQjo5P5OYJTepOzPbzq5lU/gG6gY2zFwlQs5jLHg/2XHx0y731ltQmxkOJrKSNkbQqeRizv1v0eeypZ3w+oD57VMF7DTON4PWlz+a+ZWjqnErTsiBftkWlbaMIWvmYXrgcSZ3zrYutfDL7xSqxto7CNvcKAmbCgUvWkVFY3LfUNJxTxGgZKiFhEUrNEdtKdPu8qfOL98HNp7MrBTw7m30tFfds3Su6uId6O9KwinKtTBy2ZKTerkkumX5yDOKc57vayf1uNeke4WQRzfie2lNK9/JkT9UcI2L4P1apaW+KqDxAm6ocH0DHzfLSsG76R4808QuC3juta0/ydndOs8YR3Tj9ULR+0VTu5ylS+mGAvBLp2t7VmN1v2d7898GZ6hhVLMUn285Ayoylrs/l0kmmwdLxG9M178hqVl10DJf+emeRxY+fNX05/tfjLv/uXWyfPfyDkw/sOpXe+F0nmOgY+xPKfIqkZ3HybwF2NMk09BmqSea/MsZRgmf9BqrrShj8zE8tOMP0z6aFS7tjPPoxdCOw0cuxU4C4yzaFPjZIJNILXsOSshZ608pNY5qr33aKk/eLqV4u/+p/F/7z5t8rRU3uPnN51bKTvwDnm6AS/fzoszjbJfHzVJPN3q37E84prALKFaS47zvWX0nvnhmIX/TmFTysJSfabV9q/D5nmUlYC2nidzFf8uWlf9nLwcGmw+LORX3398/+4/Yvr6uk9R8UT47sOT6QHRnzv6TRfbJL5+KpJ5r1a/li1PiCPLZGZUiQzFY+ec/eXJP5anLsWpa8HpHJEUrxLZH47KLFRMhkDS8w5YhWUW3D23QoPVuL5a8GBkdiBS1n1y0v//uu//+t/Uo+ODO2/KO4aizOnUWnKCUqOJpmPrZpkrlCCSvGTntxsPH6BGq7m+PH4UDVLX/fxs0FB8fKwNl3hTjIb6XUwsOicPWD0BtXemIKKJXd+PNB/PjxwIvLuCWF06tDP/1kr3TqdPxnIXvTnZ4KRsV6m3CTz8VWTzHt11yFumpNE6OrXo9w1d++Bls79W7bu3hgb87AT/r4qLahuM+Lm9ySTuUUwX5CxeUdMQSXZuVuO7h2LDX7k88RbEqAbLpz64h+vH7wuDoxHCzASn3bQcpPMx1dNMn+H6hOfWRXjFFwsuX1nu9r3vb4W/GRDYY3rjDU57gZln5lReReZja7aMwbmkzvjN1DmJpaAqKSSe9TY7ksBab+1G13ldq+/eGX41j+MTv7NkXdkJnjJwuuuJpmPs5pkrlA8JFOqi50ifOd7kI/e6jn0JnayI36dzBih+k1mncz7eJ7G6hhdRcFNjK6iCdWaVsndSqjvNJEY2NrV+xdD/fbjHzHnrhZOlnM7p8NiyR2asTz0mjT1ANUkc4XiNSIFnWnoTsledtqVGHfGJ0wXW2Ap1BkBZlrGfZEJdIxRLaBqB1U70O35qqe/5El8uM0SfN7je3lnH5IROrj01tRhJDWCpxWPOO956DVp6gGqSeYKxWsEJzskjeqbCxfmY9lKTIIhM96Y18yUm7pb9X7I5DWMk20CrHmJMlV3tujyH2xt9z2Ne1bzTKvD9qyNeFY40FW47MxAd+qG96HXpKkHqCaZKxen2gWISRolaV5e9oGyFyiummfwD0AmkVKxNHSwii0p24BGpGQ3c9Ya2NXiZzdE45s6O37kDP703fPBPbNhUMTvK5qhqR+OmmSuvFJSBRcNjNcITsHZshMoLlHzpqueml1zGZn3EcIjQCIt4zlIAOiIytaoageGN1sKDIwGdp/0s9m29t4/i4hbDo0zA5O++JSdqzScztDUD0lNMldeKcFABQMVdFzQSUFzibpb1N2i4QS6OY7IcieZjXUJCZAQZ9CsSkpVV6JChCp4oupJaeGh2cTwuWgg9Wa7/Wmwq+P9CSY/4eFkCiw0NgO+qR+YmmSuvFIctHDQwqkIgLjZ7gg0ioP4d5FJ3QeZqSKWVUkwR0XnycACGVrwJLVAuhjlTzgd7Gsd1LP0cEf+rEu4SqYWQokK2STzcdbdZGoOsUIBMzdKx2rzV83fe9K3dsFAgGZlFRsjI6yKmVEFYpX89lL27qvZBvYvQKIAqTx0AY2IGli4SkTnPKweEIuB9KgHG9jQHn3ekV/n2Lve/3ln7mYopqC1lqiHX5nm9g+/FVRSKnv4kcBvF3/zVHy2N1nqZWQEQJTXMABRTrWzio1T7ZyKNLcstLLQykKEhQgL7Usyv7Xe+9OG9g8Ue6qMpUuYWMaAggEFAzIulMlUiYye6wx/1ub/+C33sTc8J98Mj3Sw04gAiUehJs3tA9qKJXfuSoI7Er29+PVTkXNo7IIjcRGnR0nmspO57KRHyeQloqm6EqMNqKE9MxedYITiL3yHMmN+8aKbPUvEP0NjnyLxz1DmDM6eJ5mLzodekKYekMAF/+C5zNDJvm8Wv3rqm8Wvf7v4m6a+U980rkb/xO3F2/+1Yt1evP3Qa9LUA9av/+1///W/F2//Hy+oT+oQL2zCAAAAAElFTkSuQmCC&quot; /&gt;&lt;/a&gt;&lt;b&gt;Felépítés:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
fel kell állítani két csapatot (6-8 játékos). A pálya egyik felét kell használni a játékhoz(nagyságát a csapat legyszáma határozza meg). Mindkét csapatnak 3 kis bolya kaput kell védenie. A kapuk 3-4 m az alapvonalról kell felállítani. &lt;br /&gt;
&lt;b&gt;Lefolyás:&lt;/b&gt;&lt;br /&gt;
A gól csak akkor érvényes, ha gól vonal után a labdát megérinti egy saját csapatjátékos. Gólokat mindkét irányból lehet lőni. Többe gól egymás után megengedett. &lt;br /&gt;
&lt;b&gt;Variációk:&lt;/b&gt;&lt;br /&gt;
A kapuk különböző pontozást jelentenek. Két érintős játék.</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/7849314240796267480/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/7849314240796267480' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/7849314240796267480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/7849314240796267480'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/07/kondicios-edzes-terv.html' title='Kondiciós edzés terv'/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-8359113226325021708</id><published>2011-07-16T01:11:00.002+02:00</published><updated>2011-07-16T01:16:54.796+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Egyényi Gyakorlatok"/><title type='text'></title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Tanulj meg dekázni &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Ebben az cikkben a dekázással szeretnék részletesen foglalkozni. Azzal, hogy dekázol nem csak a technikádon javítasz, hanem a labdabiztonságon, a egyensúlyon, és erőnléten is. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Azzal a feltételezéssel íróm ezt a cikket, hogy TE csak nagyon keveset tudsz dekázni, vagy egyáltalán nem. Abban az esetben, ha egyik csoportban sem tartozol és tökéletesen tudsz dekázni (annyiszor amennyit te akarsz), akkor ez a cikk nem neked való.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Ezzel a technikával megtanulsz rendesen dekázni:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Először is a legfontosabbat, a feladat végrehajtáshoz szükséges mozgást térdből kell elvégezni és nem teljes láb (csípőből) mozgatásával. A labdát rövid célzott térdből jövő mozgással kell eltalálni. A lábfej lefelé néz és kissé előfeszített. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;A kissé előfeszített állapot fixálja a lábfejet, és sokkal nagyobb irányítást add a labda felet. A labdát nem szabad túl magasra rúgni, hanem optimálisan a hasad közepéig. Ez ugyanúgy a labda irányítását fejleszti. A labda akkor találkozik a lábfejjel amikor a térd nincs teljesen kinyújtva (lásd ábra).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;A következő gyakorlatokkal meg fogsz tanulni tökéletesen dekázni:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Gyakorlat 1:&lt;/b&gt; vegyél egy foci labdát a kezedben és helyezkedj el egyenesen, majd a lábadat hajlítsd be, miközben a másik ládra stabilan támaszkodsz(lásd első ábra). Enged el a labdát a lábfejedre, majd ugyan abba a pillanatba végezd el a rúgó mozdulatot a térdedből.&amp;nbsp; Próbáld meg a labdát egyenesen felfelé rúgni vissza a kezedben. Ismételd ezt a feladatot amíg biztonságosan és irányítva vissza nem tudod rúgni a labdát a kezedben. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Végezd el a feladatot a másik lábaddal is. Nagyon fontos hogy mindkét lábbal elvégezni a feladatot. Ismételd a gyakorlatot ismét is ismét amit nem kezded érezni a mozdulatot, milyen erővel és hogy kell vissza rúgni a labdát a kezedben. Mindkét lábban olyan 20 alkalommal kell vissza rúgni a labdát.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Gyakorlat 2:&lt;/b&gt; Ezt a feladatot ugyanúgy kell elvégezni mit az elsőt, azzal a különbséggel hogy a labdát 2-szer kell eltalálni mielőtt megfogod.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Gyakorlat 3&lt;/b&gt;: 3-szori ismétlés után veszed vissza a kezedben&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Gyakorlat 4:&lt;/b&gt; ebben a gyakorlatban az egyik lábbal majd a másik lábbal dekázol egyet, és csak utána fogod meg a labdát.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Gyakorlat 5:&lt;/b&gt; a négyes gyakorlatot végzed dupla ismétléssel.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;További gyakorlatozás:&lt;/b&gt; Ezek után megpróbálhatsz dekázni. Nem csak egy lábbal, hanem mindkettővel, először e jobb lábbal majd a bal, ismét a jobb majd utána megint a bal( mindegy melyik lábbal kezdesz) .&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Mennyit is tudsz már dekázni? :)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Mindenesetre tőz ki célokat magad előtt, hogy mit szeretnél elérni és mikorra. Példát egy célra: egy hét alatt szeretném elérni, hogy 20-at tudjak dekázni. Ha elérted a célt akkor kitalálhatod a következőt. Ezt addig kell ismételni amíg annyit dekázol amennyit TE szeretnél. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;Tippen:&lt;/b&gt; Gyakorold naponta 5-10 percet a dekázást. Végezd a feladatot, ahogy leírtam és próbáld meg a labdát a levegőben tartani. Figyeld a technikádat ( ábra 1/2/3). Egyszerűen csak dekázni kell. Ha elrontottad akkor vedd fel a labdát és próbálkozz tovább. csak gyakorolj, gyakorolj, gyakorolj. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt; Fontos:&lt;/b&gt; legyél türelmes magaddal. Ne keseredj el, hanem addig gyakorolj tovább amíg nem érzed a fejlődést. Az agyadnak idő kell ahhoz, hogy ezt a mozgást automatizálja. Később álmodban is fogsz tudni dekázni, csak gyakorolni kell, és soha sem szabad feladni.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Ösztönzésül egy kis videót!!&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;&lt;object height=&quot;390&quot; width=&quot;540&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/FslqmWzFCjM&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/FslqmWzFCjM&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;540&quot; height=&quot;390&quot;&gt;&lt;/embed&gt;&lt;/object&gt;</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/8359113226325021708/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/8359113226325021708' title='1 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/8359113226325021708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/8359113226325021708'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/07/v-behaviorurldefaultvmlo.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-3992435399968727022</id><published>2011-07-16T00:32:00.004+02:00</published><updated>2011-07-16T01:22:31.895+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'></title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Szlalom csoporton keresztül&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Téma/leírás:&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
A játékosok egymás mögött helyezkednek el 2m távolságban. A sor elkezd futni a bolyák között. Az utolsó játékos szlalomban elfut a sor elejére. A bolyák közötti távolságot úgy kell megválasztani, hogy egyéni sprint után a sor már fordul is.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Gyakorlat időtartama:&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
Gyakorlat időtartam függ a játékosok állapotától. A gyakorlatot olyan  játékosokkal szabad elvégezni akik már rendelkeznek egy jó aerobikus  kondícióval.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Segédeszközök:&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
Bolyák&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;390&quot; width=&quot;540&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/1bzDjczmomc&amp;rel=0&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/1bzDjczmomc&amp;rel=0&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;540&quot; height=&quot;390&quot;&gt;&lt;/embed&gt;&lt;/object&gt;</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/3992435399968727022/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/3992435399968727022' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/3992435399968727022'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/3992435399968727022'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/07/szlalom-csoporton-keresztul-temaleiras.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-4577545646310528955</id><published>2011-07-04T22:48:00.004+02:00</published><updated>2011-07-04T22:51:05.314+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'></title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Technika gyakorlása nehéz körülmények között!&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Téma/Leírás:&lt;/b&gt;&lt;br /&gt;
&amp;nbsp; Fel kell építeni egy szlalom pályát, melyen a következő gyakorlatokat kell elvégezni: 1.) szlalom a bolyák között, 2.) szlalom az erős lábbal, 3.) szlalom a gyenge lábbal, 4.) futás a négyszög körül, 5.) Sprint a kezdő pozícióig.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gyakorlat időtartama:&lt;/b&gt;&lt;br /&gt;
Gyakorlat időtartam függ a játékosok állapotától. A gyakorlatot olyan játékosokkal szabad elvégezni akik már rendelkeznek egy jó aerobikus kondícióval. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Segédeszközök:&lt;/b&gt;&lt;br /&gt;
bolyák, labda. &lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;390&quot; width=&quot;540&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/0FEfNdCeAsU&amp;rel=0&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/0FEfNdCeAsU&amp;rel=0&amp;hl=de_DE&amp;feature=player_embedded&amp;version=3&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;540&quot; height=&quot;390&quot;&gt;&lt;/embed&gt;&lt;/object&gt;</content><link rel='replies' type='application/atom+xml' href='http://fociakademia.blogspot.com/feeds/4577545646310528955/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4550325888931011320/4577545646310528955' title='3 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/4577545646310528955'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4550325888931011320/posts/default/4577545646310528955'/><link rel='alternate' type='text/html' href='http://fociakademia.blogspot.com/2011/07/technika-gyakorlasa-nehez-korulmenyek.html' title=''/><author><name>Gábor S.B.</name><uri>http://www.blogger.com/profile/16643573052707281431</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4550325888931011320.post-8914225927402198194</id><published>2011-06-29T22:28:00.006+02:00</published><updated>2011-06-29T22:33:43.663+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="edzés"/><title type='text'></title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Anaerobik  Edzés&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Súlypont:&lt;/b&gt;&lt;br /&gt;
Anaerobik Kitartás&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gyakorlat ideje:&lt;/b&gt;&lt;br /&gt;
A gyakorlatot olyan játékosokkal lehet elvégezni aki már egy jó aerobik tulajdonságokkal rendelkeznek;&lt;br /&gt;
időzítése és időtartama a játékosok tulajdonságaihoz kell igazítani,&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Segédeszközök:&lt;/b&gt;&lt;br /&gt;
bóják, stopperóra. &lt;br /&gt;
&lt;br /&gt;
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