<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>MUF Östergötland</title>
	<atom:link href="http://www.mufostergotland.se/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.mufostergotland.se</link>
	<description>Det är här det händer!</description>
	<lastBuildDate>Sun, 05 Feb 2012 23:55:50 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.2.1</generator>
		<item>
		<title>Ny distriktsstyrelse vald för MUF Östergötland</title>
		<link>http://www.mufostergotland.se/2012/02/ny-distriktsstyrelse-vald-for-muf-ostergotland/</link>
		<comments>http://www.mufostergotland.se/2012/02/ny-distriktsstyrelse-vald-for-muf-ostergotland/#comments</comments>
		<pubDate>Sun, 05 Feb 2012 23:50:27 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Allmän information]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1129</guid>
		<description><![CDATA[Under helgens distriktsstämma för Moderata Ungdomsförbundet i Östergötland valdes följande personer till distriktsstyrelsen och Moderat Skolungdoms kommitté i distriktet: Distriktsstyrelse Distriktsordförande: Carl Magnus Bruhner 1:e vice distriktsordf: Josefin Strömberg 2:e vice distriktsordf: Filip Norén Ledamöter: Anton Holmstedt Edin Maslesa Jens Palmö Julia Setterberg MSU-kommitté Ordförande: Jessica Häggroth Vice ordförande: John Weinerhall Ledamot: Max Engström Nytillträdda [...]]]></description>
			<content:encoded><![CDATA[<p>Under helgens distriktsstämma för Moderata Ungdomsförbundet i Östergötland valdes följande personer till distriktsstyrelsen och Moderat Skolungdoms kommitté i distriktet:</p>
<p><strong>Distriktsstyrelse</strong><br />
Distriktsordförande: Carl Magnus Bruhner<br />
1:e vice distriktsordf: Josefin Strömberg<br />
2:e vice distriktsordf: Filip Norén</p>
<p>Ledamöter:<br />
Anton Holmstedt<br />
Edin Maslesa<br />
Jens Palmö<br />
Julia Setterberg</p>
<p><strong>MSU-kommitté</strong><br />
Ordförande: Jessica Häggroth<br />
Vice ordförande: John Weinerhall<br />
Ledamot: Max Engström</p>
<p>Nytillträdda distriktsstyrelsen vill passa på att tacka den nu avträdda distriktstyrelsen för det gånga året, och framför allt ett stort tack till Carin för hennes tre fantastiska år som distriktsordförande. Nu siktar vi mot nya höjder!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2012/02/ny-distriktsstyrelse-vald-for-muf-ostergotland/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Anmäl dig till Distriktsstämman 2012</title>
		<link>http://www.mufostergotland.se/2012/01/anmal-dig-till-distriktsstamman-2012/</link>
		<comments>http://www.mufostergotland.se/2012/01/anmal-dig-till-distriktsstamman-2012/#comments</comments>
		<pubDate>Thu, 05 Jan 2012 00:03:15 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Allmän information]]></category>
		<category><![CDATA[Evenemang]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1121</guid>
		<description><![CDATA[Helgen den 4-5 februari arrangerar MUF Östergötland sin årliga distriktsstämma i Linköping, och alla medlemmar är välkomna att sprida visioner, debattera motioner och skapa fräsch politik! Stämman hålls i Stadshuset, medan middag och kvällens trevligheter sker på Frimurarehotellet ett par hundra meter därifrån. Givetvis finns hotellrum till de som kommer från slätterna (ej tillhör Linköpings-föreningarna, [...]]]></description>
			<content:encoded><![CDATA[<p><a title="Anmälan Distriktsstämma 2012" href="http://www.mufostergotland.se/distriktsstamma2012/"><img class="aligncenter size-full wp-image-1122" title="stamma12" src="http://www.mufostergotland.se/wp-content/uploads/2012/01/stamma12.jpg" alt="" width="450" height="411" /></a></p>
<p>Helgen den 4-5 februari arrangerar MUF Östergötland sin årliga distriktsstämma i Linköping, och alla medlemmar är välkomna att sprida visioner, debattera motioner och skapa fräsch politik!</p>
<p>Stämman hålls i Stadshuset, medan middag och kvällens trevligheter sker på Frimurarehotellet ett par hundra meter därifrån. Givetvis finns hotellrum till de som kommer från slätterna (ej tillhör Linköpings-föreningarna, alltså)!</p>
<p>Inregistrering sker senast kl 12 den 4:e på Stadshuset och man gör det lätt för sig genom att lämna sitt baggage där under dagen tills vi avrundar runt kl 17. Sedan har vi fri lek tills klockan slår 19, för då är det middagsdags i Pelarsalen på Frimurarehotellet innan vi släpper loss musiken i rummet bredvid!</p>
<p><strong>Anmäl dig redan idag</strong> via vårt <strong><a title="Anmälan Distriktsstämma 2012" href="http://www.mufostergotland.se/distriktsstamma2012/">anmälningsformulär</a></strong> och missa inte att svara att du kommer på vårt <strong><a title="Distriktsstämman på Facebook" href="https://www.facebook.com/events/255295327871733/">Facebookevenemang</a></strong>. Sista anmälningsdag är <strong>16 januari</strong>.</p>
<p>Vi ses den 4 februari!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2012/01/anmal-dig-till-distriktsstamman-2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Sök till Östgöta-Akademin!</title>
		<link>http://www.mufostergotland.se/2011/10/sok-till-ostgota-akademin/</link>
		<comments>http://www.mufostergotland.se/2011/10/sok-till-ostgota-akademin/#comments</comments>
		<pubDate>Thu, 13 Oct 2011 08:16:04 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Evenemang]]></category>
		<category><![CDATA[östgötaakademin]]></category>
		<category><![CDATA[utbildning]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1106</guid>
		<description><![CDATA[MUF Östergötland bjuder in till en spetsutbildning i ledarskap anpassat för vår organisation. Vill du leda en styrelse som ordförande eller ett ansvarsområde som ledamot under nästa verksamhetsår. Eller vill du vara med om att leda distriktet mot nya, oanade höjder &#8211; då är detta något för dig! Som deltagare får du, under en seminarieserie [...]]]></description>
			<content:encoded><![CDATA[<p>MUF Östergötland bjuder in till en spetsutbildning i ledarskap anpassat för vår organisation. Vill du leda en styrelse som ordförande eller ett ansvarsområde som ledamot under nästa verksamhetsår. Eller vill du vara med om att leda distriktet mot nya, oanade höjder &#8211; då är detta något för dig!</p>
<p>Som deltagare får du, under en seminarieserie i fem delar, lära dig om ideellt ledarskap, ledarskapsstilar, formellt och informellt ledarskap och mycket mycket mer.</p>
<p><strong>OBS! Begränsat antal platser!</strong></p>
<p>Kostnad 100 kr + 100 kr i depositionsavgift (återfås vid utbildningens slut om man deltagit i seminarierna)</p>
<p><strong>Kurstillfällen:</strong><br />
Tisdagen 9 november<br />
Tisdagen 22 november<br />
Tisdagen 12 december<br />
Tisdagen 10 januari<br />
Tisdagen 24 januari<br />
Samtliga tillfällen från kl 18 till ca kl 20 i Linköping. Som antagen deltagare från andra delar av Östergötland får du reseersättning.</p>
<p><strong>Hur söker man?</strong><br />
Skicka din ansökan med namn, förening, tel nr och e-mail till <a href="mailto:erikostman83@gmail.com">erikostman83@gmail.com</a>. Ange även eventuella allergier eller specialkost. <strong>Ansökan ska in senast 23 oktober kl 23:00 för att beaktas.</strong></p>
<p>Till din ansökan ska du bifoga max en A4 som besvarar följande:<br />
- Hur ser du på ditt ledarskap idag?<br />
- Vad vill du ha ut av utbildningen?<br />
- Vad vill du använda dina nya kunskaper till?<br />
Svaren kommer att användas till urvalet av deltagare samt till utvärdering av kursen.</p>
<p>Du förväntas även skriftligen reflektera över dina lärdomar och insikter under kursens gång.</p>
<p><strong>Intresserad?</strong> Sök till Östgöta-Akademin nu! Du kommer inte att ångra dig!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/10/sok-till-ostgota-akademin/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Anmäl dig till East Academy 2011</title>
		<link>http://www.mufostergotland.se/2011/10/anmal-dig-till-east-academy-2011/</link>
		<comments>http://www.mufostergotland.se/2011/10/anmal-dig-till-east-academy-2011/#comments</comments>
		<pubDate>Thu, 06 Oct 2011 12:47:54 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Evenemang]]></category>
		<category><![CDATA[East Academy]]></category>
		<category><![CDATA[utbildning]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1099</guid>
		<description><![CDATA[Nu är det snart bara en månad kvar till MUF Östergötlands storslagna höstutbildning, East Academy 2011! Vi kommer att bli kring 100+ deltagare, och över 50 personer har redan attendat på Facebook. Men för att reservera sin plats är det dags att anmäla sig! Utbildningen kommer att kosta 250 kr för medlemmar i MUF Östergötland [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.mufostergotland.se/eastacademy2011/"><img class="alignnone size-full wp-image-1092" title="East Academy 2011 banner" src="http://www.mufostergotland.se/wp-content/uploads/2011/10/banner-eastac.jpg" alt="" width="450" height="190" /></a></p>
<p>Nu är det snart bara en månad kvar till MUF Östergötlands storslagna höstutbildning, <strong>East Academy 2011</strong>! Vi kommer att bli kring 100+ deltagare, och över 50 personer har redan attendat på Facebook. Men för att reservera sin plats är det dags att anmäla sig!</p>
<p>Utbildningen kommer att kosta <strong>250 kr för medlemmar i MUF Östergötland</strong> som anmäler sig i tid och betalar i förskott (mer info mailas ut när man anmält sig!). Betalar man på plats kostar det 300 kr, men vi ser helst att man betalar i förskott. Priserna gäller om du anmäler dig snarast, och kan ändras till månadsskiftet!</p>
<p>Är du från ett <strong>annat distrikt än Östergötland</strong> kostar helgen 900 kr. Prata med din distriktsstyrelse eller förening så kanske de kan stå för en del av kostnaden. <strong>Anmäler du dig senast söndagen den 16 oktober kostar det bara 850 kr!</strong></p>
<p>Men oavsett om du är från Östergötland eller något annat distrikt är det dags att anmäla sig direkt.</p>
<p>Klicka dig in på: <strong><a title="Anmälan East Academy 2011" href="http://www.mufostergotland.se/eastacademy2011/">Anmälningsformulär East Academy 2011</a></strong>!</p>
<p>Ses den 19 november i Mjölby!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/10/anmal-dig-till-east-academy-2011/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Manifestation för Vitryssland</title>
		<link>http://www.mufostergotland.se/2011/08/manifestation-for-vitryssland/</link>
		<comments>http://www.mufostergotland.se/2011/08/manifestation-for-vitryssland/#comments</comments>
		<pubDate>Tue, 23 Aug 2011 14:41:06 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Evenemang]]></category>
		<category><![CDATA[Okategoriserade]]></category>
		<category><![CDATA[belarus]]></category>
		<category><![CDATA[manifestation]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1071</guid>
		<description><![CDATA[Den 25 augusti firar Vitryssland, eller Belarus som belarusierna själva helst säger, sin självständighetsdag. I år är det 20 år sedan Belarus vann sin självständighet från Sovjetunionen 1991, men friheten hann tyvärr inte vara länge. Därför arrangeras vi denna dag en global manifestation med unga världen över, på initiativ av Moderata Ungdomsförbundet och moderate riksdagsledamoten [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.mufostergotland.se/wp-content/uploads/2011/08/belarus-august25.jpg"><img class="alignright size-full wp-image-1072" style="border: 1px solid black;" title="belarus-august25" src="http://www.mufostergotland.se/wp-content/uploads/2011/08/belarus-august25.jpg" alt="" width="180" height="360" /></a>Den 25 augusti firar Vitryssland, eller Belarus som belarusierna själva helst säger, sin självständighetsdag. I år är det 20 år sedan Belarus vann sin självständighet från Sovjetunionen 1991, men friheten hann tyvärr inte vara länge.</p>
<p>Därför arrangeras vi denna dag en global manifestation med unga världen över, på initiativ av Moderata Ungdomsförbundet och moderate riksdagsledamoten Christian Holm, för att på gator och torg världen över protestera för de som inte har den möjligheten.</p>
<p>Kom ner till Stora Torget i Linköping, så samlas vi klockan 12 för att tillsammans visa vårt stöd till våra belarusiska vänner, som dagligen kämpar för frihet och demokrati i Europas sista diktatur.</p>
<p>Bjud in dina vänner, skriv insändare, twittra dina budskap med #belarus, #august25 och #mufswe och delta i den globala manifestationen för ett friare Belarus.</p>
<p>All information finns samlad på vårt <a href="https://www.facebook.com/event.php?eid=257504120934527" target="_blank">Facebook-event</a>.</p>
<p><script src="http://widgets.twimg.com/j/2/widget.js"></script><br />
<script>
new TWTR.Widget({
  version: 2,
  type: 'search',
  search: '#belarus #august25',
  interval: 6000,
  title: 'Sagt på Twitter om:',
  subject: '#belarus #august25',
  width: 450,
  height: 200,
  theme: {
    shell: {
      background: '#ff0000',
      color: '#ffffff'
    },
    tweets: {
      background: '#ffffff',
      color: '#444444',
      links: '#1986b5'
    }
  },
  features: {
    scrollbar: true,
    loop: true,
    live: true,
    hashtags: true,
    timestamp: true,
    avatars: true,
    toptweets: true,
    behavior: 'default'
  }
}).render().start();
</script></p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/08/manifestation-for-vitryssland/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Pride 2011 med buss!</title>
		<link>http://www.mufostergotland.se/2011/07/pride-2011-med-buss/</link>
		<comments>http://www.mufostergotland.se/2011/07/pride-2011-med-buss/#comments</comments>
		<pubDate>Fri, 15 Jul 2011 19:28:11 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Allmän information]]></category>
		<category><![CDATA[Evenemang]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1057</guid>
		<description><![CDATA[Häng med på sommarens största, roligaste och häftigaste event på lördag den 6 augusti, då Moderata Ungdomsförbundet går i paradtåget för Stockholmpride! Vi har fixat buss som går 07:15 från Linköping och 08:00 från Norrköping så att vi är i Stockholm kring 10. Där taggar vi på MUF:s centrala kansli, Schönfeldts gränd 2 i Gamla Stan, [...]]]></description>
			<content:encoded><![CDATA[<p>Häng med på sommarens <strong>största</strong>, <strong>roligaste</strong> och <strong>häftigaste</strong> event på lördag den 6 augusti, då Moderata Ungdomsförbundet går i paradtåget för Stockholmpride!</p>
<p><strong>Vi har fixat buss</strong> som går 07:15 från Linköping och 08:00 från Norrköping så att vi är i Stockholm kring 10. Där <strong>taggar vi</strong> på MUF:s centrala kansli, Schönfeldts gränd 2 i Gamla Stan, Stockholm och beger oss sedan mot Tantolunden 11:00. <strong>Paradtåget</strong> börjar klockan 12:00 med start från Tantolunden, Zinkensdamm, Stockholm.</p>
<p>Efter paraden återsamlas vi på MUF:s centrala kansli för att på kvällen fortsätta med <strong>festligheter</strong> i Pridepark i Kungsträdgården, vilket har <strong>gratis inträde för alla</strong>.</p>
<p>Bussen tar oss sedan hem kring 21 så att vi är i Norrköping 23:00 och Linköping 23:45.</p>
<p>Och vad kostar det? <strong>50 kr!</strong> Så <a href="http://www.mufostergotland.se/pride2011">anmäl dig direkt via vårt formulär</a>!</p>
<p>Vi ses den 6 augusti!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/07/pride-2011-med-buss/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Moderata Studenter LiU gjorde succé på SOF!</title>
		<link>http://www.mufostergotland.se/2011/05/moderata-studenter-liu-gjorde-succe-pa-sof/</link>
		<comments>http://www.mufostergotland.se/2011/05/moderata-studenter-liu-gjorde-succe-pa-sof/#comments</comments>
		<pubDate>Sun, 15 May 2011 21:08:38 +0000</pubDate>
		<dc:creator>Anna</dc:creator>
				<category><![CDATA[Kampanj]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=1036</guid>
		<description><![CDATA[KAMPANJRAPPORT! I fredags (13/5) intog ett stort kampanjladdat gäng från Moderata Studenter LiU Linköpings Universitet och det gigantiska festivalområdet under SOF. Utrustade med olika juicer i mängder, en fet stereo med härlig sommarmusik och en glädje utan dess like försåg hela åtta grymma MStare förbigående SOF-besökare med ytterst delikata och uppfinningsrika juicedrinkar. Förutom att bjuda på [...]]]></description>
			<content:encoded><![CDATA[<h1><span style="color: #0000ff;">KAMPANJRAPPORT!</span></h1>
<p>I fredags (13/5) intog ett stort kampanjladdat gäng från Moderata Studenter LiU Linköpings Universitet och det gigantiska festivalområdet under SOF. Utrustade med olika juicer i mängder, en fet stereo med härlig sommarmusik och en glädje utan dess like försåg hela åtta grymma MStare förbigående SOF-besökare med ytterst delikata och uppfinningsrika juicedrinkar. Förutom att bjuda på juice, godis, coola knappar och en mäktig känsla diskuterades det politik och hela <strong>fem</strong> nya medlemmar värvades under de sammanlagt två timmarna!</p>
<p>Stort tack till alla som bidrog till denna succé. Moderata Studenter har återigen visat att vi är störst, bäst och vackrast på LiU, de som har roligast vinner!</p>
<p><strong>ANNA BERNEFALK  </strong>Styrelseledamot Moderata Studenter LiU</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/05/moderata-studenter-liu-gjorde-succe-pa-sof/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Erik Östman: När (m)an tänker fel</title>
		<link>http://www.mufostergotland.se/2011/05/1023/</link>
		<comments>http://www.mufostergotland.se/2011/05/1023/#comments</comments>
		<pubDate>Tue, 10 May 2011 21:42:53 +0000</pubDate>
		<dc:creator>MUF Östergötland</dc:creator>
				<category><![CDATA[Okategoriserade]]></category>
		<category><![CDATA[Politik]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/2011/05/1023/</guid>
		<description><![CDATA[Erik Östman, affärsjurist och 1:e vice ordförande i Moderata Ungdomsförbundet Östergötland kommenterar en Aftonbladet-artikel skriven av fem moderata kommunalråd. Läs Eriks blogg här! Detta inlägg må vara ett par dagar sent men med tanke på innehållet i den artikel jag ämnar kommentera har ett par dagars lugn och ro förmodligen varit nyttiga. Artikeln i fråga [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Erik Östman, affärsjurist och 1:e vice ordförande i Moderata Ungdomsförbundet Östergötland kommenterar en <a href="http://www.aftonbladet.se/debatt/article12987175.ab">Aftonbladet-artikel</a> skriven av fem moderata kommunalråd. <a href="http://frihet-under-ansvar.blogspot.com/2011/05/nar-man-tanker-fel.html">Läs Eriks blogg här!</a></strong><a href="http://frihet-under-ansvar.blogspot.com/2011/05/nar-man-tanker-fel.html"></a></p>
<p><a href="http://frihet-under-ansvar.blogspot.com/2011/05/nar-man-tanker-fel.html"> </a></p>
<p><a href="http://www.mufostergotland.se/wp-content/uploads/2011/05/20110510-114239.jpg"><img class="alignnone size-full" src="http://www.mufostergotland.se/wp-content/uploads/2011/05/20110510-114239.jpg" alt="20110510-114239.jpg" /></a></p>
<p><strong>Detta inlägg må vara ett par dagar sent men med tanke på innehållet i den <a href="http://www.aftonbladet.se/debatt/article12987175.ab">artikel</a> jag ämnar kommentera har ett par dagars lugn och ro förmodligen varit nyttiga. Artikeln i fråga är denna <a href="http://www.aftonbladet.se/debatt/article12987175.ab">debattartikel</a> av ett antal inom ett par kommuner högt</strong><strong>uppsatta unga moderater, däribland ett av våra kommunalråd i Linköping. Artikelförfattarnas poäng är i kort: välfärd är bra, därför skall inte kommunerna prioritera att sänka skatten.</strong></p>
<div><img class="alignnone size-full" src="http://www.mufostergotland.se/wp-content/uploads/2011/05/20110511-120344.jpg" alt="20110511-120344.jpg" /></div>
<div>
<p>Detta är i mina ögon en högst anmärkningsvärd argumentation. Resonemanget fungerar nämligen bara om man utgår ifrån att kommunerna idag använder alla skattepengar till välfärd samt att de används effektivt. Båda dessa vågar jag påstå inte stämmer i nära nog 100% av Sveriges kommuner. Kommunerna sysslar bland annat med ett antal verksamheter som inte ur något som helst perspektiv kan klassas som välfärd. Några exempel från Östergötland är bland annat: fotbolls-arenor, äventyrsbad, symfoniorkestrar, kommunala konsthallar samt en hel del annat som knappast ryms inom kärnverksamheten.</p></div>
<div>För det andra är kommunala verksamheter långt ifrån effektiva. Många gånger är det stora, otympliga, toppstyrda organisationer med en rad mellanchefer med litet eller inget reellt inflytande. Effektiviseringsutrymmet är inom många verksamheter stort.</div>
<div>Man kan hålla på och prata om att det ideologiskt är riktigt att sänka skatten för att öka människors frihet. Som kommunalpolitiker är jag dock smärtsamt medveten om svårigheten i att kunna hålla en spikrak ideologisk linje eftersom verkligheten allt som oftast lägger hinder i vägen.</div>
<div>Det finns dock ett annat skäl till att sänkt skatt bör vara ett prioriterat mål, eller snarare en prioriterad konsekvens och det är helt enkelt faktumet att många kommuner lägger stora pengar på verksamheter som antingen inte bör vara kommunala eller som blåsts upp till orimliga proportioner. Detta är ett faktum även i artikelförfattarnas kommuner.</div>
<div>
Och här gör man den stora tankevurpan (alternativt ger sig in i populismens förlovade land). Man argumenterar som om sänkt skatt innebär att läraren är den första som förlorar jobbet. Detta är inte sant såtillvida inte man tycker att monumentbyggandet och konsthallarna är viktigare att ha än att våra barn och unga ska ha någon som undervisar dem.. Sänkt skatt ska innebära att det är den sämst använda skattekronan som ges tillbaka till medborgarna. Sänkt skatt genom minskad kommunal verksamhet sker normalt genom att man:</div>
<div>
<ul>
<li>I första hand <strong>slutar göra onödiga saker</strong></li>
<li>I andra hand <strong>effektiviserar</strong> den kommunala verksamheten</li>
<li>Och i tredje hand hittar <strong>privata utförare</strong></li>
</ul>
</div>
<div>Men författarna tänker uppenbarligen inte så. Faktum är att argumentationen är någonting jag snarare förväntar mig hitta i <a href="http://www.tvardrag.se/"><span style="color: #ff0000;">Tvärdrag</span></a> än i en debattartikel från ett antal unga moderater som dessutom antingen har eller har haft tunga uppdrag inom ungdomsförbundet. Den snällaste tolkning jag kan göra av artikeln är att man vill behålla status quo tills dess att ekonomin vänder (mera) uppåt. För mig är detta inget annat än att signalera förvaltning.</div>
<div>Vad vill jag då skicka vidare till artikelförfattarna? Bortsett från ett fett &#8221;gör om, gör rätt&#8221; så bör de börja tänka lite i nya hjulspår. Inte bara &#8221;hur får vi det vi har idag att fungera?&#8221; utan också frågan &#8221;vilka förändringar kan vi göra i våra kommuner för att de ska bli bättre i framtiden?&#8221; bör ställas. Jag tror inte att det är en slump att det är i <a href="http://www.e24.se/makro/sverige/solna-sveriges-basta-foretagarkommun-igen_2027375.e24">kommuner</a> med låg skattesatts som vi har de bästa förutsättningarna för företag, för jobb och för integration. Och man klarar ändå av välfärden!</div>
<div>
<p>En känd <a href="http://sv.wikipedia.org/wiki/Gustav_M%C3%B6ller">man</a> sa en gång att &#8221;varje skattekrona som inte används effektivt är som att stjäla från de fattiga&#8221;. Detta är ett tankesätt som författarna bör ta till sig. I synnerhet om de åtminstone vill kalla sig socialliberala.</p>
<p><strong>Författare: Erik Östman - frihet-under-ansvar.blogspot.com</strong><br />
(Redigering: Martin William Landl)</p>
</div>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/05/1023/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Sverigemötet 2011</title>
		<link>http://www.mufostergotland.se/2011/05/sverigemotet-2011-3/</link>
		<comments>http://www.mufostergotland.se/2011/05/sverigemotet-2011-3/#comments</comments>
		<pubDate>Sat, 07 May 2011 21:25:09 +0000</pubDate>
		<dc:creator>Jonas</dc:creator>
				<category><![CDATA[Evenemang]]></category>
		<category><![CDATA[Politik]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=985</guid>
		<description><![CDATA[&#160; Nu har troligen de flesta av oss c:a 20 representanter från MUF Östergötland och MST Linköping kommit hem från Karlstad där Moderaternas kommunala rikskonferens gått av stapeln under de senaste två dagarna. Det har varit två fantastiska dagar som bjudit på mängder av intressanta seminarium, mingel, livemusik, tal av partisekreterare Sofia Arkelsten, finansminister Anders [...]]]></description>
			<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p><!--  /* Font Definitions */ @font-face 	{font-family:Times; 	panose-1:2 0 5 0 0 0 0 0 0 0; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:"ＭＳ 明朝"; 	panose-1:0 0 0 0 0 0 0 0 0 0; 	mso-font-charset:128; 	mso-generic-font-family:roman; 	mso-font-format:other; 	mso-font-pitch:fixed; 	mso-font-signature:1 134676480 16 0 131072 0;} @font-face 	{font-family:"Cambria Math"; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:1; 	mso-generic-font-family:roman; 	mso-font-format:other; 	mso-font-pitch:variable; 	mso-font-signature:0 0 0 0 0 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:""; 	margin:0cm; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} p 	{mso-style-noshow:yes; 	mso-style-priority:99; 	mso-margin-top-alt:auto; 	margin-right:0cm; 	mso-margin-bottom-alt:auto; 	margin-left:0cm; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:Times; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-bidi-font-family:"Times New Roman";} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} @page WordSection1 	{size:612.0pt 792.0pt; 	margin:72.0pt 90.0pt 72.0pt 90.0pt; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} -->Nu har troligen de flesta av oss c:a 20 representanter från MUF Östergötland och MST Linköping kommit hem från Karlstad där Moderaternas kommunala rikskonferens gått av stapeln under de senaste två dagarna. Det har varit två fantastiska dagar som bjudit på mängder av intressanta seminarium, mingel, livemusik, tal av partisekreterare Sofia Arkelsten, finansminister Anders Borg och statsminister Fredrik Reinfeldt. Nästan 1800 moderater från hela landet invaderade Karlstad och målade stan blå. Idéer har fötts och delats och många moderater kommer tillbaka till sina distrikt och kommuner med en iver att driva och förbättra den moderata politiken som hela Sverige behöver! Det har varit en fantastisk helg där kunskap och kreativitet flödat!</p>
<p><img class="aligncenter" src="data:image/jpeg;base64,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" alt="" /></p>
<p style="text-align: center;">Mingel, fredag kväll.</p>
<p style="text-align: center;"><span id="more-985"></span></p>
<p><!--  /* Font Definitions */ @font-face 	{font-family:Times; 	panose-1:2 0 5 0 0 0 0 0 0 0; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:"ＭＳ 明朝"; 	panose-1:0 0 0 0 0 0 0 0 0 0; 	mso-font-charset:128; 	mso-generic-font-family:roman; 	mso-font-format:other; 	mso-font-pitch:fixed; 	mso-font-signature:1 134676480 16 0 131072 0;} @font-face 	{font-family:"Cambria Math"; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:""; 	margin:0cm; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} p 	{mso-style-noshow:yes; 	mso-style-priority:99; 	mso-margin-top-alt:auto; 	margin-right:0cm; 	mso-margin-bottom-alt:auto; 	margin-left:0cm; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:Times; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-bidi-font-family:"Times New Roman";} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} @page WordSection1 	{size:612.0pt 792.0pt; 	margin:72.0pt 90.0pt 72.0pt 90.0pt; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} -->Partisekreterare Sofia Arkelsten talade om att vi måste ta plats i miljödebatten, vi är bra på miljöfrågor, det måste väljarna få veta! Hon pratade också om vad väljarna i kommunerna tycker är viktigt. Ärlighet, ansvarstagande, kompetens, engagemang, kontakt med väljarna och en vilja att lyssna på invånarna värderades högt. Vi förväntas också kunna skapa förutsättningar för jobb och locka företag till kommunen.</p>
<p>&nbsp;</p>
<p>Under fredagseftermiddagen talade vår omåttligt populäre finansminister, Anders Borg, om en ansvarsfull ekonomisk politik. Något han och vi moderater bevisligen vet hur man bedriver! Vår arbetslinje är direkt avgörande för hur vi ska klara vår välfärd i framtiden, men arbetslinjen är inte bara en ekonomisk fråga. Vad ett jobb ger människor i form av egenvärde och stolthet får aldrig förminskas. Människor ska lyftas från utanförskap, tillbaka in i arbetsgemenskap och egenförsörjande. Anders Borg var också inne på frågan om barnfattigdom som Socialdemokraternas partiledare Håkan Juholt försöker hålla den borgliga politiken ansvarig för. Faktum är att vi i Sverige har en barnfattigdom som är lägre än i de allra flesta EU-länder. På ett senare seminarium fick vi också siffror på att barnfattigdomen enligt Röda Korset har minskat från år 22.3% år 1997 till 11.5% 2008. Det finns fortfarande otroligt mycket att göra, men om Håkan Juholt vill verka trovärdig så är det oklokt av honom att hålla den moderata politiken ansvarig för barnfattigdomen. Det enskilt viktigaste för att få ner barnfattigdomen är att människor arbetar och när Socialdemokraternas bidragslinje ställs mot Alliansen och Moderaternas arbetslinje är det tydligt vilket som är det enda regeringsalternativet!</p>
<p style="text-align: center;"><img src="data:image/jpeg;base64,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" alt="" /></p>
<p style="text-align: center;">Fyra glada MUF:are tillsammans med finansminister Anders Borg som har ett förflutet i MUF Östergötland.</p>
<p style="text-align: left;">&nbsp;</p>
<p><!--  /* Font Definitions */ @font-face 	{font-family:Times; 	panose-1:2 0 5 0 0 0 0 0 0 0; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:"ＭＳ 明朝"; 	panose-1:0 0 0 0 0 0 0 0 0 0; 	mso-font-charset:128; 	mso-generic-font-family:roman; 	mso-font-format:other; 	mso-font-pitch:fixed; 	mso-font-signature:1 134676480 16 0 131072 0;} @font-face 	{font-family:"Cambria Math"; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:""; 	margin:0cm; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} p 	{mso-style-noshow:yes; 	mso-style-priority:99; 	mso-margin-top-alt:auto; 	margin-right:0cm; 	mso-margin-bottom-alt:auto; 	margin-left:0cm; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:Times; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-bidi-font-family:"Times New Roman";} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} @page WordSection1 	{size:612.0pt 792.0pt; 	margin:72.0pt 90.0pt 72.0pt 90.0pt; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} -->Sverigemötet avslutades med ett tal av partiordförande tillika statsminister Fredrik Reinfeldt. Ett tal som till stor del handlade om jobben. Men han tog också upp en annan väldigt viktig sak, och det är det faktum att Moderaterna på två val fått en miljon fler väljare till riksdagsvalet, men bara 600 000 fler i kommunvalen. Det är en stor utmaning som kommunpolitiker måste ta till sig. Det räcker inte med att vara det enda rimliga regeringsalternativet, vi måste nå ut till väljarna i kommunerna, där politiken som drivs ofta märks mer konkret för medborgarna än beslut som fattas på riksplanet.</p>
<p><img class="aligncenter" src="data:image/jpeg;base64,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" alt="" /></p>
<p style="text-align: center;">Statsminister Fredrik Reinfeldt.</p>
<p style="text-align: center;">&nbsp;</p>
<p><!--  /* Font Definitions */ @font-face 	{font-family:Times; 	panose-1:2 0 5 0 0 0 0 0 0 0; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:"ＭＳ 明朝"; 	panose-1:0 0 0 0 0 0 0 0 0 0; 	mso-font-charset:128; 	mso-generic-font-family:roman; 	mso-font-format:other; 	mso-font-pitch:fixed; 	mso-font-signature:1 134676480 16 0 131072 0;} @font-face 	{font-family:"Cambria Math"; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:""; 	margin:0cm; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} p 	{mso-style-noshow:yes; 	mso-style-priority:99; 	mso-margin-top-alt:auto; 	margin-right:0cm; 	mso-margin-bottom-alt:auto; 	margin-left:0cm; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:Times; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-bidi-font-family:"Times New Roman";} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"ＭＳ 明朝"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} @page WordSection1 	{size:612.0pt 792.0pt; 	margin:72.0pt 90.0pt 72.0pt 90.0pt; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} -->Det har varit en fantastisk helg och spridningen av distriktets medlemmar på de olika seminarierna har varit stor. Tillsammans kommer vi tillbaka till Östergötland med en stor mängd samlad kunskap och erfarenheter!</p>
<p>Ett stort tack riktas också till Moderaterna och MUF i Karlstad och Värmland som skött arrangemanget på ett utomordentligt bra sätt!</p>
<p style="text-align: center;"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4gxYSUNDX1BST0ZJTEUAAQEAAAxITGlubwIQAABtbnRyUkdCIFhZWiAHzgACAAkABgAxAABhY3NwTVNGVAAAAABJRUMgc1JHQgAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLUhQICAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABFjcHJ0AAABUAAAADNkZXNjAAABhAAAAGx3dHB0AAAB8AAAABRia3B0AAACBAAAABRyWFlaAAACGAAAABRnWFlaAAACLAAAABRiWFlaAAACQAAAABRkbW5kAAACVAAAAHBkbWRkAAACxAAAAIh2dWVkAAADTAAAAIZ2aWV3AAAD1AAAACRsdW1pAAAD+AAAABRtZWFzAAAEDAAAACR0ZWNoAAAEMAAAAAxyVFJDAAAEPAAACAxnVFJDAAAEPAAACAxiVFJDAAAEPAAACAx0ZXh0AAAAAENvcHlyaWdodCAoYykgMTk5OCBIZXdsZXR0LVBhY2thcmQgQ29tcGFueQAAZGVzYwAAAAAAAAASc1JHQiBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAAABJzUkdCIElFQzYxOTY2LTIuMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWFlaIAAAAAAAAPNRAAEAAAABFsxYWVogAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z2Rlc2MAAAAAAAAAFklFQyBodHRwOi8vd3d3LmllYy5jaAAAAAAAAAAAAAAAFklFQyBodHRwOi8vd3d3LmllYy5jaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABkZXNjAAAAAAAAAC5JRUMgNjE5NjYtMi4xIERlZmF1bHQgUkdCIGNvbG91ciBzcGFjZSAtIHNSR0IAAAAAAAAAAAAAAC5JRUMgNjE5NjYtMi4xIERlZmF1bHQgUkdCIGNvbG91ciBzcGFjZSAtIHNSR0IAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZGVzYwAAAAAAAAAsUmVmZXJlbmNlIFZpZXdpbmcgQ29uZGl0aW9uIGluIElFQzYxOTY2LTIuMQAAAAAAAAAAAAAALFJlZmVyZW5jZSBWaWV3aW5nIENvbmRpdGlvbiBpbiBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHZpZXcAAAAAABOk/gAUXy4AEM8UAAPtzAAEEwsAA1yeAAAAAVhZWiAAAAAAAEwJVgBQAAAAVx/nbWVhcwAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAo8AAAACc2lnIAAAAABDUlQgY3VydgAAAAAAAAQAAAAABQAKAA8AFAAZAB4AIwAoAC0AMgA3ADsAQABFAEoATwBUAFkAXgBjAGgAbQByAHcAfACBAIYAiwCQAJUAmgCfAKQAqQCuALIAtwC8AMEAxgDLANAA1QDbAOAA5QDrAPAA9gD7AQEBBwENARMBGQEfASUBKwEyATgBPgFFAUwBUgFZAWABZwFuAXUBfAGDAYsBkgGaAaEBqQGxAbkBwQHJAdEB2QHhAekB8gH6AgMCDAIUAh0CJgIvAjgCQQJLAlQCXQJnAnECegKEAo4CmAKiAqwCtgLBAssC1QLgAusC9QMAAwsDFgMhAy0DOANDA08DWgNmA3IDfgOKA5YDogOuA7oDxwPTA+AD7AP5BAYEEwQgBC0EOwRIBFUEYwRxBH4EjASaBKgEtgTEBNME4QTwBP4FDQUcBSsFOgVJBVgFZwV3BYYFlgWmBbUFxQXVBeUF9gYGBhYGJwY3BkgGWQZqBnsGjAadBq8GwAbRBuMG9QcHBxkHKwc9B08HYQd0B4YHmQesB78H0gflB/gICwgfCDIIRghaCG4IggiWCKoIvgjSCOcI+wkQCSUJOglPCWQJeQmPCaQJugnPCeUJ+woRCicKPQpUCmoKgQqYCq4KxQrcCvMLCwsiCzkLUQtpC4ALmAuwC8gL4Qv5DBIMKgxDDFwMdQyODKcMwAzZDPMNDQ0mDUANWg10DY4NqQ3DDd4N+A4TDi4OSQ5kDn8Omw62DtIO7g8JDyUPQQ9eD3oPlg+zD88P7BAJECYQQxBhEH4QmxC5ENcQ9RETETERTxFtEYwRqhHJEegSBxImEkUSZBKEEqMSwxLjEwMTIxNDE2MTgxOkE8UT5RQGFCcUSRRqFIsUrRTOFPAVEhU0FVYVeBWbFb0V4BYDFiYWSRZsFo8WshbWFvoXHRdBF2UXiReuF9IX9xgbGEAYZRiKGK8Y1Rj6GSAZRRlrGZEZtxndGgQaKhpRGncanhrFGuwbFBs7G2MbihuyG9ocAhwqHFIcexyjHMwc9R0eHUcdcB2ZHcMd7B4WHkAeah6UHr4e6R8THz4faR+UH78f6iAVIEEgbCCYIMQg8CEcIUghdSGhIc4h+yInIlUigiKvIt0jCiM4I2YjlCPCI/AkHyRNJHwkqyTaJQklOCVoJZclxyX3JicmVyaHJrcm6CcYJ0kneierJ9woDSg/KHEooijUKQYpOClrKZ0p0CoCKjUqaCqbKs8rAis2K2krnSvRLAUsOSxuLKIs1y0MLUEtdi2rLeEuFi5MLoIuty7uLyQvWi+RL8cv/jA1MGwwpDDbMRIxSjGCMbox8jIqMmMymzLUMw0zRjN/M7gz8TQrNGU0njTYNRM1TTWHNcI1/TY3NnI2rjbpNyQ3YDecN9c4FDhQOIw4yDkFOUI5fzm8Ofk6Njp0OrI67zstO2s7qjvoPCc8ZTykPOM9Ij1hPaE94D4gPmA+oD7gPyE/YT+iP+JAI0BkQKZA50EpQWpBrEHuQjBCckK1QvdDOkN9Q8BEA0RHRIpEzkUSRVVFmkXeRiJGZ0arRvBHNUd7R8BIBUhLSJFI10kdSWNJqUnwSjdKfUrESwxLU0uaS+JMKkxyTLpNAk1KTZNN3E4lTm5Ot08AT0lPk0/dUCdQcVC7UQZRUFGbUeZSMVJ8UsdTE1NfU6pT9lRCVI9U21UoVXVVwlYPVlxWqVb3V0RXklfgWC9YfVjLWRpZaVm4WgdaVlqmWvVbRVuVW+VcNVyGXNZdJ114XcleGl5sXr1fD19hX7NgBWBXYKpg/GFPYaJh9WJJYpxi8GNDY5dj62RAZJRk6WU9ZZJl52Y9ZpJm6Gc9Z5Nn6Wg/aJZo7GlDaZpp8WpIap9q92tPa6dr/2xXbK9tCG1gbbluEm5rbsRvHm94b9FwK3CGcOBxOnGVcfByS3KmcwFzXXO4dBR0cHTMdSh1hXXhdj52m3b4d1Z3s3gReG54zHkqeYl553pGeqV7BHtje8J8IXyBfOF9QX2hfgF+Yn7CfyN/hH/lgEeAqIEKgWuBzYIwgpKC9INXg7qEHYSAhOOFR4Wrhg6GcobXhzuHn4gEiGmIzokziZmJ/opkisqLMIuWi/yMY4zKjTGNmI3/jmaOzo82j56QBpBukNaRP5GokhGSepLjk02TtpQglIqU9JVflcmWNJaflwqXdZfgmEyYuJkkmZCZ/JpomtWbQpuvnByciZz3nWSd0p5Anq6fHZ+Ln/qgaaDYoUehtqImopajBqN2o+akVqTHpTilqaYapoum/adup+CoUqjEqTepqaocqo+rAqt1q+msXKzQrUStuK4trqGvFq+LsACwdbDqsWCx1rJLssKzOLOutCW0nLUTtYq2AbZ5tvC3aLfguFm40blKucK6O7q1uy67p7whvJu9Fb2Pvgq+hL7/v3q/9cBwwOzBZ8Hjwl/C28NYw9TEUcTOxUvFyMZGxsPHQce/yD3IvMk6ybnKOMq3yzbLtsw1zLXNNc21zjbOts83z7jQOdC60TzRvtI/0sHTRNPG1EnUy9VO1dHWVdbY11zX4Nhk2OjZbNnx2nba+9uA3AXcit0Q3ZbeHN6i3ynfr+A24L3hROHM4lPi2+Nj4+vkc+T85YTmDeaW5x/nqegy6LzpRunQ6lvq5etw6/vshu0R7ZzuKO6070DvzPBY8OXxcvH/8ozzGfOn9DT0wvVQ9d72bfb794r4Gfio+Tj5x/pX+uf7d/wH/Jj9Kf26/kv+3P9t////4QL4RXhpZgAATU0AKgAAAAgACwEPAAIAAAAGAAAAkgEQAAIAAAALAAAAmAESAAMAAAABAAEAAAEaAAUAAAABAAAApAEbAAUAAAABAAAArAEoAAMAAAABAAIAAAExAAIAAAAQAAAAtAEyAAIAAAAUAAAAxAE8AAIAAAAQAAAA2IdpAAQAAAABAAAA6IglAAQAAAABAAACRgAAAABBcHBsZQBpUGhvbmUgM0dTAAAAAABIAAAAAQAAAEgAAAABUXVpY2tUaW1lIDcuNi42ADIwMTE6MDU6MDcgMTM6Mzc6MzkATWFjIE9TIFggMTAuNi43AAAWgpoABQAAAAEAAAH2gp0ABQAAAAEAAAH+iCIAAwAAAAEAAgAAiCcAAwAAAAED6AAAkAAABwAAAAQwMjIwkAMAAgAAABQAAAIGkAQAAgAAABQAAAIakgEACgAAAAEAAAIukgIABQAAAAEAAAI2kgcAAwAAAAEAAQAAkgkAAwAAAAEAIAAAkgoABQAAAAEAAAI+khQAAwAAAAEAAAAAoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIABAAAAAEAAADYoAMABAAAAAEAAAEgohcAAwAAAAEAAgAApAIAAwAAAAEAAAAApAMAAwAAAAEAAAAApAYAAwAAAAEAAAAApAoAAwAAAAEAAAAAAAAAAAAAAAEAAAAKAAAADgAAAAUyMDExOjA1OjA2IDIwOjUzOjI3ADIwMTE6MDU6MDYgMjA6NTM6MjcAAAAaWQAAB+0AABC5AAAFoQAAAE0AAAAUAAcAAQACAAAAAk4AAAAAAgAFAAAAAwAAAqAAAwACAAAAAkUAAAAABAAFAAAAAwAAArgABwAFAAAAAwAAAtAAEAACAAAAAlQAAAAAEQAFAAAAAQAAAugAAAAAAAAAOwAAAAEAAAj9AAAAZAAAAAAAAAABAAAADQAAAAEAAAvxAAAAZAAAAAAAAAABAAAAEwAAAAEAAAAkAAAAAQAABqQAAABkAABF7gAAAIX/2wBDAAICAgICAQICAgICAgIDAwYEAwMDAwcFBQQGCAcICAgHCAgJCg0LCQkMCggICw8LDA0ODg4OCQsQEQ8OEQ0ODg7/2wBDAQICAgMDAwYEBAYOCQgJDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg7/wAARCAEgANgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDlRbRXVmp+0JGhQYVkI5x0ziqsmjxiRnNxG68AqWGCSP8APX3rp9D0a71bTbSG1Ae7OAsPyhpMEqMdM5xx7117/Bn4h/YGvF8F+JJ4EP8ArY7CRlPYn5Qc9Pev624g4j+pYuVD2llG35I58kymjWwsasoKzv8AfdnmU/h/w83g2Z5b7X31wgCBYlt2tGP8W8nDqAOmATnrXluo6RcxZAVS68jCkAen+fevUdV0LUtKmZL601HTycBRd20kJBPJyGUcjmuXu4ZfJkdp5TnhiScgc4x2ArzMJntSbVqlz0K+VUIP+HY8c1C1u0iy4QMOhIIA9B/nmsCZrtCnyktwQSvB/DtXtdxYK9s6yMCQvO/n2/8Ar1Rl0CCS4IEIEh6Nxu6H0FfTUcbKpG/McH1WlGSvHXueIyz3bTlGDberYXqD14quXm8vJWTIbGw85HAFe6p4Eae7KxWoabH3mXr2HArat/hXE5kaePbF/ECSoBz2A5/UV7eCoyqU9Xc87EqNNNo+aGju5ZFiihmeYuflxuwfYVR1Xw3qT6JqE5SOEfZmMivlmIAPZen4177qkXhLws8cV5fxQsCR5ZI464OF/Lk+teQ+KfiroQ0S903RoxeebC0cREe0EEYLZOFCjI7k+grGrlkpVVFLVnmfXZS0SJrHwXHb6zZNewW8V1MGIkVs/KoyAVHf5s8kjFdhLbaBpFgPtjW8cHVhIVRPpsHH55rwPX/HXivUbrSptKuYrOKWI4S0Xfhcc/McAMex9PpXml0NUvnefUr1ZNQdgzZujcGNRyVCj5ATgD1614fEdCrgbpw1KpUlVS5pH0hf/F7w1bW8q6NC2pNGQhRFBGR/CMcZ+pArgNb+LmvtPDBp9vYWt7IAVtpB9pnII4/doeTjnGTXi8mr+H7dltmk1C+ETfu4nn2Qg5ySEi7ezNx0qkPGa6SLldLSeyvXxskspRCg9eU+YYAGMN168V+Y4niCcL880l5HZTwNKOyO+10azr2rwal4n0j7PbKiqLzUAtimRgM/lr84BHquOBVNLjT4rQWsl9HcocmVLaMW8A4f5VaTBKkEjIHYEc15xDqsl7od/fX+pKt2VMYTcRJKMZ+ZiSz5OOp5IrMgvXurQwSsUVRxhev1NevwrxpHLMXGvR1b133t3FXwzlFo+pvjX+0X49+Ow8K3PxN1ltctvDmjLpmmC0tY7dmjLozySsPvyNsjyw2glRhVyc+E+G4NV1K4vxo12La2tQzK0pyx3fL90nAZlJGcH0r0rRfgh461b9j/AMRfGSz0NbjwHot9b6feaq5UhLiZ0UR7SdxwZIwSAQC4z3x8+317dWt7cRWdxNaQybC8cbbNxHIOB6HpW/G2f39nNU4wpq6UIWSV9WrLa7d7ed+pzYGftHKMXr3ZauZ5bfxDf6ekgkEUzIJZBjO04xgcVzrSzx3cwSTDluq9M+3tV20NuZ91w7vcM+WLZOc9c98+9a1k+kJNeyzxxvPHAZLQv91nUg7SPcdPcV+NxwVTHO8aijva78m7fPb1Z78IqO5gXYwqlx84wDke3WvRfgxptxeftUeAbYLuJ1uElehG0M/fuAprhtLmW48YWRuLZ72FrgGWBcAyJnLKM8dM4zxnFfX+jpaf8PIdLZ7qS7mRbZtAW2nDxwKtnMRFcuyh96IH4A3biMnGK8zKsOqmKhNu1pL8xYyVqM7LozmjaX1t4S/aH1K5kgFoNFtl05rY5ilhuL6Tyyp6kk5JJ537q4vUf7Rj+F3gxdQW1ieeS7lQQ9eJArFsfxZ6jtXfeApNen/YZ+M4PkzRXU2mz6ZDLHuljWW+kYv6hCys6jnJDHIzXBazG4+GPwjgkZmY6HcTMDwfnuQf8mvWx7/2W93fl++9R/ozDCKUa+q0cvygv1PQfBkTyvb5YgsOgTt2x+VfSGgWzlRsIZcABQv0H+JrwzwJbykQqCjggZ5yR/nivpzw5ZSeXCyAkKw5x3yMHFdnDtBSSbRWOxDSaR3Om2KmyOBjaDk449uPSiuu0/T2XTivQkZ3E8H17frRX6nSSUUkfFVMQ+Z3R6V8NtJM3gG18QXWk69LokbPYajfackUphXJfDozBiMMMMnIIBr0rUfFej+HvCqX3hH9p3x7ovh+3keaaBvCdzeQSS7whiPlHcoQfeVAOu8nGMek/sz6XZat+wb4yt7gKUe8fIfGQHtkBB/WvwE8baX4V8OftueJ/CWg+IJI/AemeJXtbGSHUJJPtMS+WgXzg2XIcuCzE52FTzX5X4iYmWM4wx2H29nZ+qsvPc/XMgqxw+UUIvXVrpvdvqj9Urz4oWkPgvxMjftD6Z8Q9Z1JTZ6db6z9shtNIgYnfcASITPdY+RAzKi43HceD8c+Nbn7He3U1v8AEjTJTFKQlpbX6vO7ZwAflK7cck9s4614n8ULC5tPBl9qH2/ULKOzuoo1t7acxCYPIVycc5A547dab8NBbXXwU1G4fWb7V9TkvEF3FPOZltT/AABSeeVwT715WVV6+G/eRlp2PTxGKpVr05x1OitPGXiWW+FrF4osk3MFWS+MLITgnkjH+RXsmjXHjWaxiuRrXgi7EgHlB4nXzW44JRzyTx71wHgXSrG/+IN1a3en2FxGqI2JIVIBxknBHtX0fbfCzwHfqslx4N0KdsCTcLQArnuCMEd/zr9/4NxEsTCLn8z5DHQs7JnlV54v+Kmi2+o+fb+FLeBYkmDW0JLJtGSuWPU9xgn0rzbXfiZ8QPEJlhF+ltZ7xHNBaxmADkE4YncSPpXrXxN8AR6LoGrxeE9A1GW4W1WdEtbmX5CQ4LjLEErgHaOT0xzivcPgh+wp478Q6homreLIZ9KtdVt2ljjuAVljQorLI3GRyQOeT0x1Nf0hgs04ZyPK/rePnGPZPd2V3ZXPyLirOMTg4S9nGU3slFNttuyWndn5r+INNggjmudWvry7jdiNsRBmAHBAaQnrnriuBnudPGtSCytcoW2xveKJZYl7YYfKD6kLX23+1T8I9Q+Hvxk1rwvY6FqFtpPCxSPyZCnDOD1IP3gOwavC/wBnr4YeHfiP+2l4B8AeMfEEXhLQtX1MQT6hMg5wrSLECSAry7DGrHgFvXbX1ODwWVYvAPO274eMHU01dkuZ6K+tjj4Nzt5jhoy2k3az3T2aa6NPRnit+TdeHb2S5uTC8UJWK2AyrAAEAZrgWgnfQklkadYTMEDxqTtbsC3QHAJx6Amv0n/4KKeBvhB4D/bAsPDPwtvtNSCx0C3h1bSLBVMelzAswVnBIaSVXDsDyoVSfvCvhyf4oeKbX9mq8+FFrqyr4KuvEEeuXNj9ki3S3iQrCj+bjftVEXCAgZ59q/M/EPDYXP8AJMNnWFj7KFWF1Gb5Zb72s+m3R6WdtT72mpUazpPWzPForfz9Zjs1mRC04jDucKoLY3H2HX6U3UI1ilngjmjniinZVkj+6wHGQfQ9aWWMCViozyf8g1VkjPRsHIzx3r+Js2oxg5RS1vufQ076O5WH+s4I4rYs7yCC9s/Ms/tUCyK08ZlKeaA2WXcOVyMjI5GcjmspYskHjmplAUgYAAGTn9a8bDSlSRpJKT1PSpvid4ni+DF/4E0/V9UsPCV3qIvJdIjv5fs7yKcxl03BZGQBQGYE/KD1Ax5dJuebcxYk92qZjldwbJ6/Xmo+Cnpzya6s3zavi3H2krpJJfIxw+Gp0b8qtd3IyCEJJIOOD60zazZIJIFWMAxgjv0zQqgqTnnHevn6s2zsincfaXVxp+r217ZyGK5gkWWFwMlWByD+lfRvwF1LWvGH7euia3qt/DJqDi+vr+7ljJRQljMpcqvOACOBzxx0xXziEBOcBuO38q+oP2UII/8AhofxHqDkKun+BtduenA22qjn2+etMDU9nXh6p/cxVYtwaTO1fw14q8Ifse/GibV4U03xEPGXh+wshZ4eFYowJ7doD91oSsgZDjkNyMkivO/Hsl3PqfgE3Gn2Omyv4dSdLS1cyRxrLIX4PHUqxx0XoOK9rk1rxjef8EPLGHUora8udH8WQW+k3jqWvEsFsmuVjkkzysRlkMII/doyjpjHj/xG0xLT4jeB9IiLKtp4G0iMhhghmSRm6fhXq427w6b00V/vbIoxfO+13b8D1v4c2bSaYZAp3KFIATnPHevrXwXp6tqUMcoYMrDdx97vn9a+fPhhZb/DYiAV2aeKJUH8WTmvsHwjozWvitYZYVjlRsFFydoxnP1r6Ph2m/Z3ZwZlN3VtO56db+H3Gm5SMsFGQgAA6Y5PrRXs1ho6jw6hYB/l5C+/Q4or6uGYySsefUy+73Of/Zj8Qvbfsza9prsiwhpN2ejGNjGM+vy4r4y+KXwK+Fnhr9pmfxHoHh2K3utV+130kc87zQQSPJIWMUTHbGN2ThR3pnwy/aF07wp4Kk8N2Onrqw8op5kN2FlYs24s2RjPJ/PpWl4v+IFn4p8S6HqBtbuyRLSRJUl/gLFyQT+Nfl/i3L2HG1erhaqcJ2vyyv02dmfsHDeVv+xI+2heV21ofkC/iKWL+0rbVNX8YTXsd3MIHi1HdECGZRuVyec5yR2NY1v4s8S29s6W+varbI7BpFilwC3qcDn8areJ4xbfEXXoDtxHqlyvtjznx/SsTOB6E9u9cOFxUlY+IxE5czu9TuNL8d+MLG8+12niXV7e4ZQGkSb5jj3Ir9Bv2RvGniPxfpfjSLxHr17qrWTW7QNduGMasr7sDA4JFfmVE64+hz9Bivvj9iWPVr3VfiPbaT9lN0ljZ3EKXGdjPumUZIB4G3Pf6Gv2ngPPZQxEaLlueZU5k7n1H8SfG+peEPHHhi9stH0/VjZ6xaPNZ6jExW4PmYUHb/CAxJPav0M+I37eHgHw18VBpejrFK2m2KxzXDodpuJCN0QHUKigtz1yK/PvTvBOo6h8ODqfjWa5vtb17To31OeC3Nw1tKjSK6RKRtSPgbQOSF5ya+JvjdqQs/2qfFsOwWxZoJZbfkBWNpCMf+Og/jX9G0uDOGuKK9FZhe1GMtU9G247+mv69D884iw+KrYWpSoVHTcmvej8Ss76PWx23x7+N+u/Fn4k6p4g1PUJPPe4kEQjYgBM4HHuAOmO3FfLlprN/Za7b31rdzW15bTiSGdGIZGHAYHsR2rKvdQeW6dzI2c544zWX9pL3UfPJcED159K/TaPG+W5RTjhcJFKlBWUeltjmyDh2GAoKnBefnd6tt9292bOva/e6tr13fajdy319O+6aaQ5d2xgknucAVw1y27O09TxxU9+3+mzHhTuxj8azd4bOcj0z0r+cPEvxAq5pVdGTso6K2lkfcYTDOKv1KrBhMxyMeuaafuggZbvxUrKNucZOcZPeo5DhV3DkV/NmY125M9eCsrFc8NuUAdqUkjqcLjkY5pcjJ2jDE9xTyu7Jy545xXhTnrudCj2KrAshzgj070jcS5UAYPIFThQd5PI/WmsoD/wkjHauaq0ndAosZzhc5yOuFoGTGxG7OeTjOPSlZduDuIzyM06MKGByen8Nc8mXG99Rygbl+YBc9xX2b+xFo8PiL9oTxxo93faVpaXvw91m3+16nuFrC072cCNMV5Ee91DEdAScgA18lW+kXE1gsxMdvEx4aQ8keor2v4ReJ/D3gfwB8arHV5byTUvEnw8udE0Y21uzq1zLMrlXI+4pVfvHjIxU0K3LVTbsdEqNTlukfSHjTR/H3wp/wCCevhW18TaQth8SLP45aq+rafqMIeN5LfT5ImikU4DQNHhQRgGJlKkAqa8j+Lv21/2tbiO9tbKwuoNI06CS3tGLQwkQ7giFuSoV1APWvrH4waV8Wvi/wD8EYfgL4o1GK38STaZ4gvNJ13WI5o5b4WnnDS7W6nO4tPIuUglmGSDgN1Jr57+PulrZ/8ABS/4q6eqsj2Otw2wLg/L5djapgj65rvxOIlOnaX938EZRTi7Lz/Q+gPgxpMlzo+h3It5QsmtQwtOYxsbAzgZ5LetfYKae9l8U5GAjTc2D6Hn+fFeTfAnSRL8NfhvblY1M/imeZgRjOyHbn9a+pdZ0hIPGnmlUAD8/XOBzX1vDdVKaXkcGcYdxw/NfXQ9a8OW6S6AoClnUAKCM9qK3vDduP7EwpxlRz1wR0xRXo152mzGkrwTZ/MXei70S98yC7IdRkYHHFaGjePdfh1e2R9SuJbcttIMrEEfiferPiyJ5pZ51tXtsPwnp789q8m+1CLX4dzNEPMBL/z4r8c9hGtNSauz7unjcThrw5mZXiuQS+PdWlI+drt2BPXOf51y4YbxwenPFdJ4lkWTxRqDIr+UZsrvIyQQOuK5neAFyMHvXrwTjpfU+cxFudtlhCGAORkKcYPP41+jf/BPNvN+M/j20L4V9FtWOfa4l/o361+byMC2APyGOa+7v2Eb++tv2kPFbWeuaHo5j8Ky3TnVI5nW6MUybLeMRDPmO0mBnGcYHNfdcFylPMKUU/6szhqJNM/W608OLdfs0R3dzDazRQzXVt5U8RkRwt3GpJUctgHIH5+tfkh+2Do6+HP2y9StgF2S6BpM4deFffak7h7fLX6l/Bj4hfEXW/hhZWPiH4a6pp0tlrE3m38/lx2011I0cs0XyuzR7AFBJQ7ssFztJr4Q/bI8AP4n/ajhvdN8b/CaS6j8PadZXelL4pSG5sZYYJnZHSSMYABGCTnlQRlsD97wUs1wuOq4ePvP3vhfNpp/Lf8AHroeJWwylrumfnTeTAXUi8hBySfpSzRXOn+IFtLuGS3uImRmiftkK4P4gg/jXpCfCPxTqXjeHSPDj6P4nnmtY5YGstRjAd2TeYcuQFlTkMhPBHWs/wAc/D7xb4A13TV8d6XaaXdXdmJILaG+SR5BHtXdJsJweRnk5PSvkeIM1x2XVlDGRcJS2T0uu6uenhsqrTo88YPlW7tp95x3iL7KlxbfZpGcvbiSdSfuSMzFgPbpXLjq/wB7A9Oa6WbVI2dpnVkUnmMKMYxWFM0M0TywqIyOozwff2r8zz7P44rFynHRM744Dkpp3ISyY5DAE/NSAqAQc/7Rx0qSVDBMUdZUIAJDphhkA9D7GoWDLbNJg7TxuHtXz2JnzomEbbkOwvcrHgs7NgZ55NejQaOllYyb9Ak1NFh3STvCxCkDJOf4VA75rzskKjgBmJU/Lnrx0r9Qr/xx4Dk+BGlw+ZG97LZQLNbWtsZnj3Afu3AHy5HUGvm80xTpU7pbn1vC+TQxs5pztZfefnNdrbXWnsv2OO0kP+qKYX6ZHcdK5N1xJtIwQOAeDX0f408ArPewXOl2bWCJcFEgmAQ7SMjj+H6e9eCanEkev3EcRJVHK7iwIbBIz+lc2X4n2qdmY55lVTCz95GWRsm5ORjIz2rQ023Sa/VJMiNeXGfyFUzgkswIyefatrQwC10uMs8fGe4B5runKydjwqdNcyJdTnG0R7SFQ8fNgcemO1ZiXTphQx3H/wAdrXv4QJdxyQABg9SfSu0g8BJ/whyXbF/7XmffHAWICIuOCD1Y579K8irVil7x62GwlfESfs+h7R8GviL8WrLxH8IfD3hPWbWaB/E0uj6dY6mpls/L1W7torq3mUdbeWUwylR/GisMECtf4uT6tff8FK/jPJrt1bXmrjxpcxX0lscRPNH5cUhT/Y3IwHsOa574f3MHhT9pP4KWS/b5L2z8baXqiWaALDctBdRTFZJCflU+WeRnB5xxSarqcXiT9sj4ka9HH5T6n441a8Cghgvm39xJjPfG7Ge+M16uXy56Sb2POzClKlOUex+ofwFtZPs3wts/JjVFS8vYm35MgJ25x6+9fTuuQJNromd9zGQE8d68m+A/hm00Xxd8LhIjtNd+EpL6XK5K73GB+VfQfiDTx/azNsbaWOGHcda/QMglD2yafQ87NITlgXzLU7fwoqf2XGUYumOW6niiq/hRilpHGzADGMcjr+FFd+Oh++Z5+Eqw9krn4B6t4YAs5zdRJJuclSvp/PH4V5I3hHSbjxBEjKIcEcEgn14B9a63xd8Ujo0E9pHGrThsLGvyk8cHnt718+ap8SfFN1qZnS8js1c/KsVsjDGOhLA/pivxbD4evTkrvY/UcbmuCStyXbIfino/9g/E25sA0TkRRSBk5XDL/PivMt/ye3YeldtfXZ8S2N3qOp6lEL+FFCK0XzScgY47AEmodN8Jy6rfTQQTpuGky38IBGZCmAE5I5JPvX09DAYiunOPTf5nxWLnBzbitDkVLHO0g84Fex/B34g+J/hV8btP8TeHvsEd+Ld4St7am4ieOQqGyoIPYc5+XJNcZc6FpNn4Jhvzd6jcXckwyYoF8iJcYKMx5Mu7nC8BevWui8J2Gmiwk1C7t73U75FB0q0ZoWt5c5UGZCwbaHBJHHygGvqsiwlfCY+nKrpaz+W/TyOGVpRdj9ePhx8U/FdvqPhrSx4g8I3fiHUdf1DV77S4bieSGJDdxeZ+8VQ7qsUxkVPkLKCqnndXxP8AtN61OP2jbPw74Z03SbfWnhgcX+jLLEt+lxv8lDbTFlRvmBLElvmVWY7c187WPxk8daR8Sj4kt9bnuLxQIWWVFKSImQFYKB8ucHapA7DANelaT8bDd+L/AId30jSeFrCxxb6x/Z0Y/e20Z4RCwGfMwQQWOCRk4Bz+3UOL8unCf1epKlK/S6bV+6tscMKE0vePff2etL8R2snjS58U3dy2vwar9he0uGjJt3SNS5KplA7ZGSCRgD3rwz9qd7mf4y6XqUt359pcaQsduCOIjFIwf8y4P/AfavQfAfieHxD+0F8R/CXgK4n0nTta05bzRfM02OyltZIQiSxyIjFS5BGXHDHJHGKxvjn4W1nX/C3gy3sLS/1PUreV45YkUvM5KHccemVH51/O/Ema1MRm051JuVrpOTbdum5+l4SM62QckXs9vM+JpptwUBjxx7VcitmGkC/JAiLlCoU84GetdTd/DfxhBqzWdzod/Z3CgEpMgU8/pW9eaVBofgq50G/1G0hupITIzSrgKxA+Ve5OK8api1OqlF3Z4VHLqyhKVRNWR55dzrNObnI8yUltgz8mBgAZ6jiqizSCGZFchZAA4zgNg5GfXB5r1r4e+Ffh3rWm31x42+J83gi5t5FSzit/B9zrSXKFcs5eGVAmG+UAgk4zxX0B4V/Zm+CvjPw9c6pp37Wnw60lI7loWt/E3hu40m4ZtobcsU10GMZ3YDAYyCOoNem4Sn8P5o8uNNydkfDyuwlDbsFa+u/hVfeI/Hfw803wn4at7W9160kSLyYk/wBKuACzI/P3uvJ7Y59a8k+Lnws0n4afECz0rRviV4D+JGnz2bXJ1Hw3ctJFbgNgrICzFXx8wGTkA1+rP7KvwZ0b4JfA+Hxv4nFva+P9a0+OS8uLkqo0a0kwyWqntI/BfHLNgdFGPCzmVOjh5Orsj6zhGliVmCjBevocxY/s03Nj4aOpfFbxlNaXM0W6awsUSSZWI6GQ5UYGBhQenU14foH7NXwu8c+LLq28Pa74u8M6PbgK91q/kyvNg8lAVwvPHPrX3N47hvfH3hWZdLEtjp/mYN6tsymQHvub8cetcP4d1C+8EAaZcaVp19oWMeZHHsnj9cnkOPYgV+US4mxFKb9m7dj9vq8KUcVSUqkL2PG/FX7Ffwwj8FBNM1vxPFqiRkreSmJlf3KhQCv0r5V8Jfsz+MJ/2sLbwhDaX2qaUunz3p1OwtDLGETaBkc4O5lGDz6Z5x+lt74lsdR8My2+jOImjBZrWXuM9V9u3H6V5Lp3ifxH4a127vvDmuXmg6nsZUuIQHMZb1VgVdcjoRz7V1ZDxRjJ13DEu8X5K6Pl8/4ZwCoqVKmlNeuvk/U+d774CaRpPjSS7upZbiCxYGSGaAo7OOcEHpzzXA6nHolvd6heXF15chlaSQCTaBtGPyAFfQuoftBXvxS0zxD4P+IOladonxN0dSrahp6+XHqMY6SKp5XkglMsAGBDckD461XS7eXwdpviPWtcNrZ6n4jutFmBXiIRRbml3em/5MY465r7BZZWlPmU+ZWv8j4meZ4WjC8Y8rbtbzPdfCukfYP28fgToPiOSe0nupbTVp9NnI8hrWaG4ljWRc48xWgBI6HeOpFfOF74nk0rxV4j1mzAN5ca/fPEgX5VLXUxzj8f5V79qniTSLv/AIKH+CfE3iCewtpodAgW3tLMkRW6xWc4RsZOCWdQF6Z3nsK+ak1bT7T4dx6Xe24k1Q3KXdzdbcBZHHKH1xknPrX1EpUqNJRi9Oh8dThUxFedSen5H0P8Pf2lfjL4O8a6X4pTxnNqlxYWq2kelapGs9q9uMf6PtRQ0a9cMpJUnJ3Ywf2X+HPxt8GfGT4dWmraJfxW2ptF/p2kzSgXNo4+VgV6lcg7XHDAA96/n+0e9R7tZ4VwI49qzCPbvY+x6nFeg6fca14BFr450K/uINatAZ08gtHIhByNpHBBwAyHIbuK8/LOI6mBxSurp9P8j6DE5VDHYNpOz7n9F3h6crdcSO+M7eOM+9FefaD4kuf+FW2mtXkDWNxJpMdzcROMGJjEGIOPc9KK/aJU1V9/ufllPD2VuY/lvvdSnutRlurqWa4nY5ZnfJH0rM875y2ByMAEVT83DsfmL549alWRVRWOAd2cHvX4zK93c+r5+Z3JN7AMVQDBxnH6VrDWbuSwsrSaeVrWz3LbwlABEGYOQDjJywzznHbFYIYlC2Nvpz/nvS5AQkkkn7w6V0UMVVopqEmr7+fX8zJ2Z019qSXXh+3s7YNEFjjDRk/K0i5y+OmSO9eneEfA95afCKT4hXGo2mk+Hpr6LSpLy7ISaW7dJGeO1hAY3CxJtMrkqF3dyCB4zpUIutUCyH90ilsA/ex2r3XRY7l9H0+GS3MsVorLYxySlo7dXfe7AE4Xc3zE9WwM5wK9OefVY1VWk7W/4Y7cBlbxMtGc2Ph0HExudRsbCFf9UkTmTCHByScZ44yf1ruNF+HXhp9OiiF9qmsPEMMLaMIhO7cDvIHI/wBk13miT6L9jumusareohMcUEI8ouO270+tblnqtzvSMwtYQlQytEmZJD7hhgfhXzlfjjFqrKpR922myP0HB8I4Tljzq5J8OXPwy+MQ8XaKsCXM6SWuo6fqDCa31G2kKtJA4HzRtlQyuhDIyqeRuVjxt8afFfh/4qa7qPw6Wzs9Fuj+7g1W0S8uEGNzfMrrj5iQPUAE81WvU8NeI7921JJlvQPku7XEM45xhk4Dj3HNcD4g8Ez2M73WmavHqNizg7HyJFUjuDyP1FeTh+KJVa9661Z25hkMVhuWirK/RlFfjl4i1PUM+K7HTLuOR8PeWkRgdM99mSD+YrznxZBqk+oXp+2WEWkatdRmO5mlVYiiZZC7lSUwSeh5469Kk1bSQu147UQK/UBujA4YH27/AI10nw68Z+FfC+vXTeK9AutZSCzf+x9s+Psdzzhgh+U7shdzcRrkgHNfRYSrSqz54I+IxlLFJOjVnp5nhqWpu9Rit7aRZmB8uLd8mfRuegPoeRxU0+j3MHh4XzRR+X520OAGBPQr04PfHpzV7TdK1u58QTy209iwtT9onWO5Q7PmGdi9ScnhQCcVq+ItQ1K2sG0pp5ltbhxNMJwvzODwQ2Mg9enXp0r2I+ydOV9GjwXT5YXkmd9+z34Ui8a/tU+FLHUYFfRbO9Goao5X5Ugt/wB6fY5ZUX6Ma/ZnURD4l+JFheziR9OsolmitGHytcyjczkdyq7UHoM4r8sv2fJYPDXwu17xHIdt7q13Dp9sw4KwgguB6FmJB9gK/Qrw14isV0+FrzUrOzMr5zPMFyOmeT7V+a8XV+dxpRe25+y+G+AjTg60j27X/Ed5H4Wg0eGBba0BDM4XO4jtn2NeRajNaTWztNceVIORnjP/ANeu+ukXUtIeeznt7sbcDy5g+R68V4t4uubPS7e5nv7+1tYQufNkkAUdua+Br5Y42kz9lw+bU3FqOhwWpXcya2bq1uDFMhLLsOFOOvtnFNvNXsrrRTqqMI541Au0XnCdz9O/4Vg3Ot6ZeRrc2c1zdQ44lWByh984wfqK871fWG0vWEuV2PYXKmKXjgEjv+db4ehOLufHcSKnNe0ps5341aG9kdH+JGloRqOjzC31DZ/y1t24Uk4/hLYyezGvCfEviDTr34A+DZnjg+zp4o1O9aw8/czOzDaGA6KeSe2OB1r61j+x+JvgxdaXeyC5t7uzezlYt94DKBv5flX50X9jNpfjK60+7iK3EUrQzLs5LKSM+/Iz9DX6Zw5mEnh3GW+x+IcUUP3ynFWT/M6r/hML/VvizHrVvBbWl9PCLQKib1SLHIG7vjPzdqsWV1A/xBtHNuZ7VLtTIMZDqTt/HGQfeuP1iH7Fc6dLDGIHks1dmVdgJyQWx1GR619x/syfs6a78QNXtvHHirw1NZ/Di3snNubkFH1KQqAhgXO5lU5YucK2Rt3dR14ytGlT55OyRx5RSrYit7OEbtu5zPhjwzpM2u6rcX8eLG0x5UbDaCx53Y9PbpXrXwX8MaD4g/ap8I6TqtxcarYNqwuZbXOyEpDG8ipjptDhCR3xjkZpnxI8Iaj4L1mRrW2N3oty5SKdc9QTtDHsxHr6HvkV43qXw58X+MfhZqPjD4dX9uNU8KvLc6npMF/JBqts6D5JoVA+YjlhtYMe2c4Pz+VY2EsXCrLZST/Hb57H3GZ4b2WDnThD37dPM/bLx1euPg94pjtpfLb7BJhQf4ccj8ulFfInxb+Ntp4J/Zue2ub06p4kuNFg3Mz4aVpE2lxtHLFgflHNFf0LWzbCxaTavbufhqy7EfyP8T8OBnDE/eAzwO9ISA4G7tgAioi5KY3bT60BuM568da/Ktz1CUlcDacOOcE0gk3DGQP8KjLE5x09ab1QYxj1p2E2d34I07+0vGcMHJRULNj+73r2rVUT7MIsqka4JTt146V494Euk0/xELmRtu8CNiOynj+deqaxOs+oWtmpXDy4I6cdgTXz2aynKaitj7TIKkKdBy6ndeBrK41LxGloX+yaeAplIXc7D6dFz1x1xiva9S+Hjz6ZN/ZMji0Y5VZnJYHHJVh0Feb/AAonj1HxVKsWfsySbEIXl1U4Yn0LHP4AV9TXWoLFZi3iBih/iTbwBXxmPrVqVU/a+G8HhsVhPePk7WPBnjez02RVht723QEowbLID3/+vXBQ6B4u3i6Ek8WHwSxJBHevqzVNRZUmRHwSSoz0bNcg5X7E5cqcA/IDwP8A61c1LM6vWKueljOFcNGS5Zu3Y8BvdGlmt3illSO7U+bF159Rz1+leMeJ7WWDWFmAEUbH95kcKw6jHv2r3vxg22Oa+hlMEsLB42znBFeUeKpzfJDfJHCJXUGdMfK+evFfWZJiqjau9GflvGeXUYNqO6NabxmsXwF8PaTbC2sbiCLy5JYYwHlw33mOOvqeteJ6jey3+uSyySM4aTCFjnA6CvTvCvhXRdcvI2ubqaZkkx/ZaXBR3GOqkDdgGrnxN8M+F/D2hWg0/RNW0XWlkW3uLe5mmypALF5I5gHVmHQYA4yBX12AwloVJRfW7+Z8RmtTE4mhTlKyjFJL5Gzp2p3Fl8KvCltayBf9ORmHQAu+CfyNe9eJfG/inSNVbQRaO1k0HmQkQYEi7cnLMME+2SfQGvmt8p8IdMn2horcW7Hae2c/rX6Q+GLHw/46+Htk19Gk0lvGoR1lKsq4HXHFfG5tiY0KqqOHMrtfkfpXCeV1cdhalOnV5GlFr8bnnfwC8R6xeayttNpt9pVhcFshkKKSQcEDoOnI+lN+KD6jqPiuS0s9t1bJOFYygFUO4DcR3Ar3LQND0uz1e3h0cwfZbZjvZX4BOc5PrivO9U+x2PjvUG1NUkgMx+8cqc9Of0r5etmMp101CyP0mjw+oZb7KdS8u58mya58RP8AhKHsLeC5MEdyYYmXKqy5xu7AD9enFel6hpd6/wAPbmDVXAupELN6g9e3evdZY/C9rpv2qxsrNLlxnfxkV87+NPEJmu7iKEnEW92cdMAE811V8XKvOMYw5bHiR4djl+Gk6tbmvf5FT4ZaoG+HyWTzZWOaVCc5wSxxj/CvBfilDb2X7QMd88Sy2lxPBcXEe4rvAYK4JHIyFPI9fWu6+H80tr4S1K6YggS+ag9jjp71578YZPtHiiC5YYcp19QTX0uWXjimkfkedSi8L6H0d4a+G/gPxb8WvAbiz0/UI/7XWW8glUmO6hVWYQvnquQpweCAQeCa/UC78fJZeHBBaSRyLDFsaK3ZXEAH/LPap+UDnHGPpX4W/BXxreaD8f8Aw6bi4nuLK6uPsjRzTnahlHlq4z0IJA+hNfqrqGkiPQ45p7qGWfywVAUM6DHO0qA34k/ga8nP4VaEI06s+bW6Z9rwvicLjYTr0KSg0kml5Hezxw+OfCmq2M0VuN0gWRVOBG5OQ49FbI57N9a+G/Gyy+F/2hdU0xDPZXht0hvXjcqLgAkozAYzwSMV9E+BtYawsbOcSyXkN2rK6Bclh938yK+RPin4je7/AGndZ+0zzSXEH7iRp0Kuu37qsCAQwBHXrwe9eJg3Obkk9LH32QRpUsbSqVVrcyvGj/2rpsslmkBudm0Svy6D0orBkuwUfDAjoST/AD9aK9DCYytShyp3Pv8AiPI8BmmKVao7O1tND5JDHls5OMYpxPocnuTUY4HB4HoaUdCeQMdK/UbH8EJjzkgYB596Rcqccik6jr+vWl+bgE5wO9FgOo0SYidCFUNuLZzjjGMV6pql0Ir7TrqU426YshKnrhTk/UkAV4/oZzqqghslgoAHNeh+KmZtA09lYuUtvKLKOnQgfTmvIxkOarE9zLqloM+jPgZc2mj+BpNc1pvJtyd7SE8HPv2716Br/wAbPCz6gqWc1ldI/CiGb5jj0zwR75qr8NLHTr/9njRrY28EqS2quY5VBycfr/8AXrkPEfw2udT12GaCx0vy4Y2iiRpCqxA/ewMYz3r4utPC1KsvbXWp++4XB5hh8vpTwdmmlc6OPxVb6lCbi2J2Z6eorG1DxVZ25f7RMkSEcsxrpPC/w8XQvh3cx3d011KFysn1PQeoArwLxH4O1PV/EVxcb7qTTlfEccGNy89SD7DrXNSo4arVceayPRxeLzKjg1UdO830LPji/tJ/hzfXlm5x5RIPAJ49K8WnvZT4Zsd+HfyAvzD3r0rxL4ZjsPA2vX4iexSW2wltuG1SABnHqcfnXkd24WyjDZcImNpNfU5VCl7Plg7q5+S8WVMS6ylWXK3Hb5s2PD3ivUfCutrqOmzeXKfkmUYw6dx64/qKxfF2vah4n8YS6ldXF9ePOqqZrm4kmaUqCB87kk4zjGeK5h5iWYkkk8V0Wnz2142g2MYcyxSl5dw49SPpxX0PJyPnPjsPip16LoSnaKaaXnseqXy/Y/gxOfmQx3UESMwGcoAf51674O8XeIL34dLd6fcCJpxi4KnhGB2sQPTvj3rwrxbfEfDqyh6GW7aVh9BitL4VeMF0bxAljdyeXZXE4C+ivxkHPY8fjXz2Lw0q2Gcuqdz7TKc0jhMaoc2jVj6y03xRBB4clstF8Q3Nvd2sgM5gLnfLjB3kA8/zrHtLuKS2u7vxHrz3lrMpdrdgzLx0Y8cAc9DXWvBqtp4ij8S+HbK4u/NjBZ7R9rEjH3h0bHoRSXh8VeKJoLW/0m5gtIgMecgUHknoAPU9a+eqwoezu2fqeEo4mb0enzOFsPtV1BPNoWoG90V1JjbJxGOmOeorhfGISy8B6kVkMlxcIY9x7gkA4/DNe2+LdQtdF8LQ2nmRxz7QCqYBx/nmvnTxVLcaj4L1C9AcxxApEo/n+dc2Hl7StFra6OLOuaGHnC95WIPDsoT4bvCkMVvgeWAoxuCj7x9WPUn17Vx/xPga40bStQA48sJKQMlT0/LitC1vzFoEEbcq4LECovFlyJfh9AB2kwykdiM4r6TCXjiubuflOYU4vCOLPDrS4lsdUjuocrNbuJUb0ZCGX9VFfs5pfjfw/qvgjTmuZ4bOyNis15cNje2QOFGM8nOCfT0r8WZmAaREzsGcYOccV9U3viTX7DwRp6PbywxyWMTC4SfcJPlBx9R3rXifLXioU7dG/wBDTgPOFgZVlLZpfhf/ADPsq4+KHg3wH4aez8Cwnzo8wxXl9P5szuxLHGeFGB29q+OfiFff2t8Yb3xDJOJZNQCtI27LMwGMse5wBz7CvH73xFcS3ay3LSM27cFPOPoBVuwvZL64luZWcHPAY/zFeZQyj6tBy7n2+W8TPHY6MbaI7iOb9wMNtJ4GaKz4nIjDhgxA/KiuL2XY/YYYpyim2fPAXC8EgnindGHpSDuwK5AFNJyexFfpe5/EK0HbPlGOTnrR82CSSR6UhLN0wR7UoyFOcgDtTGtTf8POP+ErsldsKX5J9cHH616Jq0Bk8PyBmAMbJkL24xXmWgsB4r08sV2iYNk+gr0i/umOvXNt5Rw8YBBPdecj8DXmY26mj2sta9mz6d+Geqtp3wU0OWNiVFog2j+E4x/jRqni++vZvsenr5k0hIwp/U/415N4J8SJpqT+G7mRY8Yms3boysMlfqDnFekWVjItxJq8VxNb3BUJG0eCrDrgoeD+NfJY3Cw53KS3P3DI85qyw9OnTe2jPR7LxbpVv4RTT7+9uUvoYQJxIp27sc/N35/nXlkXiNLfXZ7izJn055dm8DgHP8q5fxRqU9zqi7pLOeYZ3rLbGJs+uAeaxmuruPRsT/Z47RfmkC5GePU9K4I5bT5rrqe7ieIK6XI46RIvin4kS40mKwgKg3Uo3DPGFOT/AIV4nexM2izyE5xjnBqfWNRXVvF5mjObWL5Ihjj1J/z6U69uIx4Sa3LK0jquMc47mvscHhFhqcIL5n4rxDm0sxxNSrLZaL5HFMCZA3tkCtzw3BdTeNLBbO1nvp3k2pDChZzngkAenrWPHC00kUUSmWR2CqAfvEnAH519hDUdH+Cf7N9tcaHHpt14y1GVUlubiPc8jdWwAQfLQZwAQM4zyefQxmLjS5YJXlLRL+uh4uQ5P9blOtOfJTprmk9/kl1bPmnxZfS/2pLpjIwNtKyvuOCrDgjHbmuRFxOVVBI4CnKqDgZp99dXF/qdxe3L77i4leWVvVmYsT+ZNavh7TpL3XIXMeYY2BZj0z2rojGNKmeZOc8Tifc6n1z8Kfit4g0PwFb2t4v2ySLgl+Tg9M++K9C1P42anOGVLJo3IwG2EA186+HkkXVroKoMSyLHkdM4zn9a9LjtFuVGWzg9OlfDY/C05VW2tz9qybNsbQw6p82ysYF5eaz4k1zzZxKXkPPHv0+ldre6Jb/8K+ewkKoNm0lRznPWrtnaRWMSuwRmYYQDp9a1dPtrDU/Hul6f4ivNQ03RJZgLyWwthcTxR4OWSMkbm6DGe5PavIrSfOow2R9fkOX/AFms5VtrNv0R5BY/D/xBqNtDHHZ+Qh5R/wCEA9j6V5t8Ro7nw7O3hq/aM3bokuY3ztXJwW46nB4r9BLa2tbK3nk5FuoZh2IXJIJ/4DgfWvzU+JutnX/jp4i1SOVbiBrrbbsrBl8tVAXBHGOv4k17nDs6mJxEpSWkfzPz7j/D4XA4Vez+Kb/D+rHGrBvjkRdp/hBIxgkdc17Rqfj7R774eWVjHb3CX0Kxp5bp8isqAE5zyOvFeIrK/kqhYsucnB6k10Phrwxrvi3xSNN0Cxe+vGG5gCFVB/eZjwBmvsMRGDg3N2SPyvLq1aNTkoR5pS0t1+RXvNQupJm8twgfn5FwT+NdtosW3RYGdyWPX3rD8R+BvFfhRj/bui3lnEW2rc8PETnpvXgc+uM1r6XPs01ISMEdCOhry8c4zoJ03deR91wlTnRzCSxEXGS6PQ62PBQ7jjHQAck0VUhYsrHIZs5PP8qK+ccNT94w9WMqaZ4Xy3C4PPGaXnA+UjjNJgdsDJ7fSlxlRgZr9AZ/HKYvp3PpmkxwDzk9s0oGfugnuavwWJntjKjq8g/gHH69M0XsNK+x2nw68HS+K/GTRC4W1gtYGuLk5wRGuM89sk4Heug1S1K+OLqRRwJyqkEHjbik8Ea1p2h6TqM9uZmvZoxDMJQAAOygDrzzWhfQzTvBOiuZWhLSFhgnnIJFfM4vFVfrTUtI9D7vAZdSllsHD429f0MpIvtutWaZZZorNMEcBhkkHPtXreg+JNT0i3+zy7LuHjAcZOa4fTNAuv7Ntr3ymedW2uu3JA5wPrW46sihTzj+8MYrzMVWjVlZPY+swOBxWXqM5qzlqvQ6q98bw3lz+/0hHwD1VSPwrxXxvrGoavdx2sTC2tWJAiQ8E9ga7k2oSNnkG4n7uOtcVrFjLdzCOBMuG3K49arL1TpVeZ9B51jcTiqXs76PscRpdi0lz5TAqdvBYe1XPE+hXWix2Vx5iS2s8Y4B5jfHKn8K9Ch0FrK2gu5wY57nI8rb91h/jVbxTp4HwwvJ5iHkwrqfRgf0716cMzviYpPRux8/ieFqlHCVOdNNLmXpa/4o8btbo2uqW91H8jRSBvyNdp8QdaXVta0qMXKTpb2QUhGztZjkj2PArz4HntmkIzLjIAFe/LDwlUjN7q/4nwtPMKkMNPDraVr/ACDaS4AGT0GBya+lfDvgfUdM+H9vPd2TwmVN2XTO4nn/AD9K8o+G3h5vEfxY0602hoIX86fd0wpGB+ePyNfoZ4vMUPw3WGBIxI1vtQBf9naP1NfMcR519Xq06EVe+rP17wj4EjnFSeIqyso/ors+d9C8PXEeiR3sQJSb95IWXjDHK/4V6NoeixXgdSkiyKcu2DtUen/1q9R0Dw5a2XhrR4vLLzeSiJvwRnbjkHj/ACK9Ks/Dukx+FbO60xtAv4RceRM0d4JAkygt5flcOcLgktwDxk18viM454yaR93Dhh06qjN2vrY8uGiafb2X2qSGFlRR8m8BgMH5gPTjr06VjeHtHl1HV59bLiJFkMcORn/OBgVueNrw2WjS2O0/aZ3O9Qo+Yeg9jkADt0oivrfwr8MzdajNFb29nbNcXM7H7pHLfqcCvK55Sikt5H6MsNTy7KXUkkpT/CK6/N/kfKXx3+J2qJ4t1PwNpUstpYWuIr+XeQ9yxUPtGOiAMM9zk9AOfl0Ft4Z8c9APb2rQ1i+fVPFeqalI0jzXF1JMzv8AeJdyeffBrNAK/vGYFieB3NfrmXYKnhaEacFbv6n8WZ/nFfMcbOrUldX08l0Q7jbjoMkn1/Cv0g+CHgW38LfCK1e4to01fUUFxdykc4P3UB9AOMfU18KfD3QV8Q/FzRNPkj8yHzfNuAO6J83P1O0V+k+nak0GnRIgxgbVGe3+f5V8fxri5ezjh4vfV/ofpXhTgYU6s8dUje3ux9er/L8S3rmi2l3p0tvdQxTxSKUdHAZWHuOhr4p8e+DB4V8SmbT42Gk3DHyF5/dH+7/Ue3Havs+bUTIoV3OwjLL2xjpXnPjXSItX8GXNs2DIRmM5HDgZBr5XJ8ZLDztf3X0P1HPqdDFJSS95dT5KsZA6lGL7gMLxRTELQasY2ADg7X2kEqc0V9fUjJu6OHAY+nClyyd2jxg9euPT3qRB8ytt+majAyDjp60A5HJIHb3r7lo/lZIlLHBzux2p6TSQklHKq3DdeR9KhyqnBXJxTQSSQDxilYrmsdHpNxCNSgnADXMb79jH5WI9a+rtA0DRdXlt9VXWz9jmiV5DgF1fupHbFfGKHa+8HnsRXonhHxrcaLrMbSKZrcnbNAXwJB3IPZgO/wCBr53Psrq4inzUpWaPt+D+IaGCrKOIjeLt8j6rvNO02yuJzZ6jJPFKwB3DB3diMe/H4Vn654fsb/RIrmwMkN1syxJ4JHr/AI1ZsotO8S+CVv8ATLjMUgLJjrEw5ww7MDxirmiXaSWDwzAieOQrIhPCsOo/z61+durOkuvNF6n9NOeHzLL4xlFafC12f+R5pbaVqUs6xtbTvkdl4z9a6JtMj0qLy0SH7SxzI5TODjpXcrNDHcHDSxxFsyKiAnGD90Hjrj8KwJ41lXfuMhkG7gHAz16/lVvMqlVXasfORybDUJOG7ZydlbPJe3dpdNvKSLcRMw7Ec8fUfrXnvxLuFtvC8kC4HnuFXB6jOT+VesXEYt76zuVx87mF/o3T9QK+cPiVq8mo+PZbIRukFkxiAIxubgk/TpivocipyxOKhLotX8jzfEHEUsLw/Gf2nen+v5fkec5wOTwelKBljzx700+mcinL6Yr9EP5hWp6r8MfGlh4N8Q3D39nJNb3JVXuIuXiCk9u45z619gw6xD4mvtFjsrgXNhdbXidR99AM5/Mj8q/POBJJrmOFMtJIQqAf3icD9SK9v8b+ItU8I+PPD9noF7LYSaTpsagJymT2I78L+tfJ57kkMXVTg7TaevTQ/dPDTi6pk+VYuvVV6cOWKS3vNu/3RUmfo5IkaQW6w4TaAEY9QB/+qugg1JZorKBbDTbEwRbRFalgsjnG6QhiQucAbRwo6V8B6F+0/qkdrHHrujx3UijJntHxvPbKnp+Zr1Twj8erfxb4iuNM07QNQspBZtLNeXM6bIlAx0UnOc4HSvgZcO5lQpyhKGne6P1zIuLsiznG0KNKr+8k0krNO77rY9UubJ/FHxburu33TWtigd/TAJCj8W3H8BXlv7Rcw079naWzQLuur63Vj0ICyK38xXj0P7SOv+HdX1xND0jSZre5uiI7i6kdmKL8q8DjGBnr3rzLx78YvFvxC0VLHWF0uC0EokCWsDKcg5GSWORX0OWcN4yGMpVZpckbddT5PxK8T8mxtLEYXCSb0cI6NKy0vd99zyIHckmBkk4wDSAKHJBYEdB70uGXJ4OcZpVI3ktxzyBX6Ofy6z6r/Z+8OQJoWo+JZlLXEs32aDj7qrgsfbLE/kK+kHuBBHsbejj5vlI4NeVfC4nR/hDpNkxRZli3SA+rncf51u3Gsme8fYxZUfHqRzzX4/nMp18fUm3onb5I/pXh5YfB5TQpxWrSb9XqzqDfuVPRRu5AI/L+tQSXgePYWQ5XHHVe3SuMlvnW4C4wD0OOvPFOhun5BYEY4Ycden1rljQtsztnWU2z5Q+KFo+l/GTU3gZ4Y7kLOArY5bIPT3XP40V0Pxnjz4k0q6GPmikRseoYH+tFfreUzVXCU5Pt+Wh/PnEXPQzKtCL0vf79TxcDBLGkLHOQAv0oLZyBwO5oz8p6cV6J87cCQTnOAaOhByDmm4O4ngEUY5Bzn0oFckBIHBAx60AleehHcU0H5Rnk07GCB93HWiw7neeDfHGp+FtcaW2mJtpsC4gb7k4HTPow7H+nT6A0bxTpOpW+q+IbZrm2sbdFOoiRMGHgYbjORzjIr5DGcnk4+ldNot/rdno2tHT/ADjYzWZttRwu5DG5wCw7DI4bse/NeDmWR0MS+fZ7X/r8D7/hLjTFZZJ0mueFnpvZ2dmvK+r8rn1HN8Q/BKAOuvWLHnJXJP5VymsfFvwxAn+gC91KbBGI4jGh/FsfpXzC5k8wgk5780wsQcE5rjo8I4OMuaTb+f8AwDqxPidms01FRT72/wCCeh638R9d1m4jw6WNrFIsiwQfxFTkbm78j2qb4j20Uuu6frtuM2+p2SSFh0LgAH9CPyrzcZ47V6YxGr/s5KT89xo95tHqI2/wDfpXqyw1LCypunGyvb7/APg2McpzPEZvgsdhsTNyk4qpG/8ANT1aXrBy+48wYYNOXAIxzikIG49KdIjxSbWBHGR7j1r1rn57Z7nV+DLQX/xR0G1IDBr1CR7Ll/8A2WtP4kXv234x67IHBSOcRIfZVUfzzVb4duI/i5pMjY+RnIz67G/xNY/iWTzPH2sOTkteSE/nXn2bxnpH9T711fZ8HKK+3X19Iw0/9KZlKedpwPTivdfBTnw7+zv4y8T8peXRWxsnyP8AdGB/vuT9BXgiEZB5JHJ5r2PxldJpnwL8E+Hoso0kRvLgf3mI/wDinz+FRj4uXJT7v8Fqzp4ArLBfXMyvZ0aUuX/HUtTj9yk38jyduThT8uMAewqMntkDuM9qYGJzz26UoPysflwP1ruR+eylcO3P400eoODSnrgenQ96Tk9fWgjc9d8K/EN7DTBYam7DYNqSAZ3Dtn3r2zwxcyXth9ocshmfzGQH1PQdvSvjZDi4jJ+9uH86+rPBuoxnw9GqlSVUYB69K+P4jwNKnDngrNn6Vwdm1evVVOpLSJ6Lc2g2hCwLDuTgZqjEoChd2eCFOPlAz1x6VKLsHzOFwTjG7OTTEKq5Jxu+8BxjFfDLmTP1ecVF3ueH/GeEJp2htuQsZpcBR/siioPjJcCSTSEBV13SMhxjjaAaK/Vchk3gYP8Arc/BeK/ezSp8vyR4Yx7An3ppGCOTnqaM7T1Pp+FHQ9iCK9g+WaFPTj1703+E9aXnqelJz0OcdaBDl5xnOKUBcYyc+9N7Efypwxj/ABoLQ/o3J4yDivTvhLqlnp/xXitdTUT6XqNrLaXMRGVbcjbcjvzn868uzkZJxVqxu3stXtrxCfMhlWRdvBJBB/p+tc+Joe1pSh3R7GQ5hHA5hRxEldRkm13XVfNXRc1XT5NP1y802YYntZTHn+8B0P4jB/GscDBPcg16l8TrKAa/ouu2f/HvrGlxzl9xP71crIPp92vL25w54J7UYWo50oyfX8+o+I8BDBZnXoQ+GMny/wCHeL+asNyM9zXf+EJQ/hHxdYSHEcthuB/usNw/wrz8j566rRZms/CHiC5BKmSFYE+pz/jU4yLlSsu6/NHRwrilh8wVSWyjO/o4SRzPBkBIOCR0969S8baCv/CKWmt2agQwhYZcjBweB7Hn+deVHpw3FSi6uRZtb/aJxbsctF5h2E+46VrODcotPY8mjiYQpzhKN7/gdB4Qk8v4j6SxYKPOOST/ALLCqXiBkfxtqpVty/an2n8apadEZtatYtsz75VXbCu5z7KO5qXVYIIPEN1FBO80IkO12Xa3uCPUHIPbijkXtebyOx4+TypYW2im5XvrrFLb5bmf3Of7p/lXoHj+ZpNW0lSTtj09QoP1rz/HzcEYxXSeJ5byXVrR7yEwubNCo24BGOo9amcL1YPtc3y/GqlleKo/zuH4N7nN5OSc0u7IyetM+tL/AAkHr2rc+f6DwepJ+lODAoTzgVF069c04Hgc8+tA0xS3fqfXNezeENTb7JGpfPyYAJwT9K8ZAZiBnJJxXofhs+XP5O4rsfk9AcGvLzakp0LM+j4aqShik0e8QXLyRJ85YlgBn+KtQXGxORnPQEZx7Vy1hK7W6ASYPABz/Kt6NAFI+XdjJ57c/rX53Vpx1TP3jDyUoJnmXiqyHiL4w6Hph3/Z4rd57hgOik//AFgPxopJtUNp8XNduWCkxQRwIfQY3UV79V4uFOnCi7JJfjqfB0oYCpWrVK6u3J/hoeD9eM5oPTPYUcjj9aO+OQeh5r7k/HhDyM5z7Uozyx+lLg4DYIHNdJPorx/DCw1jY2JbqRSx6YB2/wAxUymo2v1NqVGVS9lsrnM57g0oJwefwpMfhSVRkOBOQV6gUDrmkzS5GaaGvM9P8QzR3n7PXgyZ2Y3FtdTwLlhgoVDcDrwQM+9eYZ568V1xkL/B+Kzluj+7vmuYYWXjaQEOD6k5OPrXJkcevpiubDR5Yteb/M9nO8Q8RVhUa1cY9b7JLX7hue3X6Vt3TmDwdp1qOsztO+D/AMBH6VkQqr3cauwSNmAZj0Az1rZhhh1TxpY2UJkFs8qQpuIzs+o79a1m1u9lqcmDbUZKO8rR+9nP96U9a9jl+GNpNI32XU7mA54WaMNn6dM15x4g0G68Pa/9gupIpXKB1dM4KnP5HjpXPh8fQru0JanRjsjxmEhz1YWXcn8J6dNq3xE0HToZvs0l1qNvAsuD8nmSpHnjn+LtT/F9gdM+J/iDTSYP9E1Ke3Bhj2R4jlaP5QeQPl6e9ehfDH4e694u0PUtU0SNJLjT7uMp5d2YJ0fAdWjI4yCARyCCM9queIfhb4ltNQuLrVdM8TW1xK7SSy3NubnexOSxkTOckkkk5JJJ5pTxtKE3GW5xrC1XTUktGeKQGNLyJpkMsSuDIgbBYZ5GR044zW34luopvEPl20u+1gTZEgVgsYJJ2Df8xAyOT1OTgZrQn8K3AuikEtpclThkD7JB9VNY+q6XeWMzSTWtzDEz/K8mDn8iea1hXpzaszO8owaMYDOSTyKTHvSkD8u470ijrW5gIR8/HNOz8w9ulGeecZ7ml4L9Mge9AdTc8NWTX/jbT7ZUEheQnBOBwCefbiurCvYeML235VhL93079aj+Haxp4mvbpiXkittsag/MdxwSPpj9afrKu3xCuXiB3FVbJGD0xz+NePiajnXlT6JH12XUVTwUKy3cvwPVNJmEkQAyFyNwHJPqK9BsIGkiBIVsDncOpPr61454bv5GmCS7/lI4Jr2/RyPsIxudsc4GO/Wvhszg6cz9eyaq61FM8a1XTNnjXXpzKEV5lZMDHARRkCir3j2VrPxWdskgWSEOp54xxn/61Fe/hFVnSi12R8Hmaw1LEzjruz5wwOTx7Uw8jAAxTgxByOTmkHFfZH5ixyj5geSBya988U6WNH/ZN8PQz7EuHMbmCT5HR3O8nHc4PT05rwNcnJzyQRz719DfH3VtPbU/D3h238ye/wBPso2vJnflCyALGw6FgBnPoR61xYpOVWnHzv8Ad/w57uVTjTwuIqPsor5v/gHzr1HpRxu70dunPajByM967TwNwzhhzyPWlAyM9DRxgd6evLYJx9R0oGkbmmw/aNA1iEwxuwgWWKVlOUKuMgHtuBx+FZX2ScDmIkc4Ir7T8E/ALxBe/B7Q70S+HLZdSskuW+1RsZRvG7DHH04HFdY/wB1bcVk1Pwuvb5NPY4/lXi1M3UJtcux9FHJKsoRbT1PkLwHoei6jpfj2XXLC+vH0/wAJ3V5Yi2uVj8q5DwrFIwLAui73yoz1HFchotzbWHj6wuJo5DbQ3YJQOFbbkgcngYyOa+1rn9njyZXnvPElmgX94xt9NAOQD/ePpXwzerG+v3S27GWIzv5bBcbhuODj3GK68NiViVLsceJw9XB1IO2qdz6fg8beDmtCstzEl0v+sW4Vl/8A1/UfhXhnxC1Wz1b4iSXNhcJd2y28caSI2RxkkZ79azLPRdXvXXyrZ1Ujl5PlAHrmucmH+lyLuDkEjcDwfeuPLsqoYetKdOVz2s94ixeMw0aVamoq972tc+1v2UZSvhvxWMjb9sgOO+fLNfY4uYI7ZWmlSJCduHYKMntn1PNfnZ8A/iL4e8ET65beIL6WxjvXiaGQW7SICoIO7b06ivsiDxx4V8S+HGGja9pOqA7SyQyRysCD0Mbcn+dcuZUKkqzdtD0slxNFYOEeZXV9PmdxqXhnwvr6Eapo2lairEFWlt1Y/XIGf1r5a/aK+GPhLw58FU1vQ9NksLxdTijkCXLmLa2QcISQOfSvo/w1PDb2rxILW33XBPlRRNECSBklWJ/Q4rzH9pmVLn9l6dtjbo9TtSWC/KfnxRgoONaKNs2o0J4OU0lc/Nc8LxnGKD9z270EEMeCQe1HqQMCvpT823D5T0FC7Tw3H0pN3PYccU8YIxnP0oGmdh4V3QR3txC22UqIxxk4610llA8/jMSXPJMSvnrxkisTwJNH/wAJHcWspwskJYKTxlT/ADwTXcxLE/jxRGu1VhUYcZzya+ex9VxqzXkffZFh/aYem29L2Ou0nRk/tDzk/dhm/i5Ar1extktrUhWk/wB0tnjqfeuO0x1iPCoNpyAF/M1um8ONo2N83XuQP5V8BjKlSrOx+zYDC08PS00Z5V49vYF8WI0kZeIRYYK2OSeP/wBQorE8ZTCbxbPyWxGAu4Z7f4UV9tgKK9hE/HM8xkvrkzwvjPTAz0FIeg6fjS4yMDHWnEZORkk/nX1R+f2Zp6A1pH410mTUC62CXsTXBQjcEDgtjP0q94v12XxL8SNa1yXAF5du6AdAg+VB+Cqtc/5cjDgE8ZJx2qIn5cZyOtTyrm5jb2so0+Tpe4AHB6YFIeopQcZJGeOnajnPBxiqOYTvnkVo6XZS6lr9lp0B/e3U6QJxnl2CD/0Ks889+a774XT6PZfHzwrf+ILmGz0e01BJ7meT7qBMsp/76C1NSXLFs2oRvUSfU/XS5tv7N8FR6fA8qfZrJYI2iA3JtQKuAeM+meK4fQ31WfXVW6l1+WIMSzzfZhGcg9fLy3J6CuOvfj98MSsjp4j8zLHDfZyMn1+bH5Vyk37Q/gO3Rvs+roy45McCqzHsTz2x6cV8fTo1p39x6n6dVzHDU7e+tD0b4pa6dB+EPifVQ6s9vp0pj3HGXK4UfmRX5V6dLDb+JbKW5DtBFOhkC4yQD2z9K+lPiz8cNP8AF/w+uPDukC5miuZEM0snygKjBsY2jOcAdeK+XG5IOef5V9FgMM6dJqXU+LznMI1sSpw6H0J4h17T4fgtdz6ZKkkd4PIgZV2sCxw3upAByDXzzz6U4vldoJxnpTfrnpV4HBQw0XGLvd3ObN82qY+pGclaytpsHOR1qVJZEkWRWKyKQVbPzA+x6iou/PpS9R15712nlps9B0f4peO9DRY7HxLqLQKwIiumFwnHbEgJx7Aiup8T/G/xJ4v+E134X1mx0llkuYZlurdHiYeWd2NmSvJ7jH0rxUDjHc+velOCe+AKj2cb3sbLFVVHl5tGGCRgDmg8IRRwAcnJ9PWkAAHerMbdg/hAxz1p2ecD9aaBznrStzzyR1oJWpteHHZPGFiygufMIKjuCDmvYNKKHxhdMqneYkA3DnofX614hY3UlhqkF5buEnibKGvYvDeqHVtXlu3iSBnKqVjY84HUZ7GvCzmlLlc1tax9twpWg5qk973PVbViI1K5yDyw6ntk5qaW4VYH3ESNj7uORkdPrVON9oAwz4IHzNj3FRyzeZGUiVnLEKFHAyTXwKjedz9nxFb2dFNvU8x1dZJvEF4zonlM2MjnpjgmitPUNOuEmmV1xhtzMONx6/1or6uhXXIrM/MMXhZyqtuB4vbabczvsb92pYHcy9K7vRfB9jLKjXkk1wMZKA7Afx610OtWMaaG9wtuhkiK7mA5Jzg5/OjRpS0cZycc55GR/n1rrxGZVKlHmg7GOX8PYeliFGqubqSato1jaeGp47S3gtR5R3BV69ce9eGEYPHX+dfR2rktoM+dw/dk4J4zj+n5V85McyHOB1xXRkdSc6cuZ3PO4ywtOjVgoKysRjkHJPt70uM55GKBt7ZyetAwevFe6fENAc7Ogx7UoLBgAeaTjbnOT0o7knBwe5oKvYdls4JPTOSaQE9ycDtTQeR3peMfd4oC4h4z3pTz3BNH8OfXijBC/wCFAWG54PTNKe3XpQduAVz+NAIxkgk9qBDc85P6UCnBcnijnBH4UC2EHX1Bo7f0pR3z09qUKOmQM0DSuJg889PWl42EknilIwp4pNufy496BrQOxyeBx9aUY24B5PqO1JggZz07GlBGDnnjigEC/NKM5616v4MhGbl4zuAbIbHB6V5XEAZ1HXn869h8Awq6TFnVVL8DPP4/zryc5lbDSZ9ZwfG+YQuj02FC0ZlVu/y4bjP9e9MjdH1iGCSRkL5ZcsASfb881pKgMSsQOzAgfr/9avHPHV+R4ut7ZZApt4gQ6njJPBGO/vXxuX4b6zUcGfquf4+OEoKpJX1Wh61cOPmW4habHrwaK8b07x7qFrL9n1QHUbdeA/8Ay1jHrn+L6frRXU8oxdN2Ub+h4a4my2ok3Oz7NHr2p6cJdM1LT5WEUhieNTn73HB/SvK9IdhKFJABxvU9j3FevX00d7rnmAMDtG+UDG/B6+2RXlNzALHxleWwjCqZN8Z4xtbkfhnNPLm3SlFnoZjQVOrCZ016UbQZckMfKYYVcHJ/xr52biRvXca+jHAbRJFXDb0OTnrxyBXztKNty4A6MQCPrXvZC1yzPheNrupTb7EPBA6k0E++adjCHIHXuOhpPlI6c1758HIUgYzkZ7+1MPOTwKdwExkE5/Kk6ZHXvnNA7IU855K+1N74yTx06Up4fIyPTNIATkYOc80B1Dk45JFOGAT1xnqaAeOo9/ejjHPXOcA9BQMRhjjpR0GOnoaCck5GM+9JkfhQQ2HcZ4xxmjPHBJApc4PqO2aCOvPbtQO10J8vfOaXHOOTzS4xw3P07CnALsI6c4yaCrDCpyTnPP50YIGRng+tOAwQd3filGSCMlh6CgEhqn+9kjqad8u/645oUEdQCMAUcbuo6/pQF9DR0uwl1PxDaWEDbZJ5tqlu3v8Alk/hXuPhDTLjTIprK42PMkpDMrblbkYx+FeZ+AYYn+IdrcXEBuoIEaVoef3uABs4I+8CR1B6kEHmvo4X8vinxdHPc6Xovh67vZUijis7dba2UhAq8KSAxC/MQMsxyeWr5zPq0uXkTP0jgjB00/bzT3evS2hCdojwNyswwMZ556e4r528Q3c974u1GZ1LwtOQoxnAHAx+VfTOr+HdQ0vSbm/lEd1YwDaZbWTzAvBPTr+NfK9xHMt/IsqSI7ncUcFW556GuHh+lFSlM7eNsRTrKEabM6WNyrG33ugGNpHzY+neip3QrmRVCycseeg6UV9WpWPzepTvI//Z" alt="" /></p>
<p>&nbsp;</p>
<p style="text-align: center;">Ordförande för MUF Norrköping, Louise Kroon och Rebecca Arlehed, kommunfullmäktigeledamot Norrköping.</p>
<p style="text-align: center;">&nbsp;</p>
<p style="text-align: left;"><strong>Jonas Edlund</strong></p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/05/sverigemotet-2011-3/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Projekt Minivalrörelse</title>
		<link>http://www.mufostergotland.se/2011/05/projekt-minivalrorelse/</link>
		<comments>http://www.mufostergotland.se/2011/05/projekt-minivalrorelse/#comments</comments>
		<pubDate>Wed, 04 May 2011 20:35:39 +0000</pubDate>
		<dc:creator>Jonas</dc:creator>
				<category><![CDATA[Kampanj]]></category>
		<category><![CDATA[Okategoriserade]]></category>

		<guid isPermaLink="false">http://www.mufostergotland.se/?p=968</guid>
		<description><![CDATA[Den som väntar på kampanj väntar alltid för länge! MUF Östergötland startar nu projektet Minivalrörelse, med målet att bedriva en valrörelseinspirerad kampanjvecka i augusti när skolor och universitet startar. Nu har Du chansen att söka till projektgruppen! Är du intresserad? skicka ett mail till kristoffer.skarstedt@moderat.se med namn, telefonnummer, föreningstillhörighet samt några få rader om vad [...]]]></description>
			<content:encoded><![CDATA[<p>Den som väntar på kampanj väntar alltid för länge! MUF Östergötland startar nu projektet Minivalrörelse, med målet att bedriva en valrörelseinspirerad kampanjvecka i augusti när skolor och universitet startar.</p>
<p>Nu har Du chansen att söka till projektgruppen! Är du intresserad? skicka ett mail till kristoffer.skarstedt@moderat.se med namn, telefonnummer, föreningstillhörighet samt några få rader om vad du tror att du kan tillföra projektgruppen, senast den 12 maj.</p>
<p>/Kristoffer Skarstedt, projektledare</p>
<p>&nbsp;</p>
<p><strong>Jonas Edlund</strong></p>
]]></content:encoded>
			<wfw:commentRss>http://www.mufostergotland.se/2011/05/projekt-minivalrorelse/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

