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	<title>SoMePolis – Social Media und Politik</title>
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		<title>Der NewsMän</title>
		<link>http://somepolis.ch/2013/04/der-newsman/</link>
		<comments>http://somepolis.ch/2013/04/der-newsman/#comments</comments>
		<pubDate>Sun, 07 Apr 2013 09:00:03 +0000</pubDate>
		<dc:creator>Ralph Straumann</dc:creator>
				<category><![CDATA[Post]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1139</guid>
		<description><![CDATA[Wer kennt ihn nicht: @KueddeR, den «NewsMän». Über 29&#8217;000 Tweets hat er verschickt, 1&#8217;600 Follower gesammelt und folgt selbst circa 1&#8217;000 Accounts. Der NewsMän selbst beschreibt sich lapidar: «Bin der NewsMän. Verschicke News. Was sonst?». Ansässig ist er gemäss Eigendeklaration &#8230; <a href="http://somepolis.ch/2013/04/der-newsman/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Wer kennt ihn nicht: @KueddeR, den «NewsMän». Über 29&#8217;000 Tweets hat er verschickt, 1&#8217;600 Follower gesammelt und folgt selbst circa 1&#8217;000 Accounts. Der NewsMän selbst beschreibt sich lapidar: <em>«Bin der NewsMän. Verschicke News. Was sonst?»</em>. Ansässig ist er gemäss Eigendeklaration in Zürich. Aber was steckt hinter dem «Phänomen NewsMän»? Wir haben uns auf Spurensuche gemacht.</strong></p>
<p>Der NewsMän ist seinen Angaben zufolge kein Journalist aber eifriger Medienkonsument:</p>
<blockquote><p>«Da ich viel lese, fände ich es schade, wenn interessante Artikel ungelesen ins Archiv wandern für immer.»</p>
<p>— der NewsMän im «<a href="http://medienwoche.ch/2012/07/13/pseudokostenpflicht/">Interview</a>» mit Ronnie Grob<span id="more-1139"></span></p></blockquote>
<div id="attachment_1152" class="wp-caption alignleft" style="width: 252px"><img class=" wp-image-1152   " title="Der Newsmän – Symbolbild" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/RobinHood.jpg" alt="" width="242" height="365" /><p class="wp-caption-text">Der Newsmän (Symbolbild)</p></div>
<p>Eigentlich macht der NewsMän mehr als er in seiner Twitter-Bio sagt: Er retweetet und «favet» auch mal gezielt und lässt sich öfters auch auf Diskussionen ein. Aber sein Hauptmetier ist schon das Versenden von Links auf News.</p>
<p>Dabei versendet er aber nicht nur Links, die allgemein zugänglich sind. Er hat offenbar auch diverse Zeitungen in elektronischem Format abonniert und versendet auch Links auf Artikel, welche nicht frei im Web zugänglich sind.</p>
<p>Wenn auf Twitter eine Diskussion über eine kontroverse Zeitungsgeschichte entbrennt, die dummerweise hinter einer Paywall sitzt: Der NewsMän ist in der Regel zur Stelle und liefert den Diskussionsgegenstand in die Timeline.</p>
<p>Das macht ihn für viele zum Robin Hood, Kämpfer der Abo-Losen und der Paywall-Verdrossenen. Politologe Claude Longchamp widmet ihm neben einem #FF auch einen <a href="http://www.zoonpoliticon.ch/blog/16969/kuedder-der-themenbildner">Blogpost, in dem er den NewsMän als <em>«Agenda Builder» </em>verortet</a>. Journalist Andreas Gossweiler schimpft den NewsMän einen <a href="http://agossweiler.wordpress.com/2012/10/05/warum-man-eine-zeitung-braucht/">«Twitter-Piraten»</a> und widmet ihm einen <a href="http://agossweiler.wordpress.com/2012/07/15/kuedder-und-das-problem-mit-der-paywall/">kritischen Blogpost</a> (und ab und an auch ähnlich gerichtete Tweets). In Gossweilers Perspektive ist der NewsMän nämlich mitverantwortlich für die wirtschaftlichen Probleme der Zeitungsverlage.</p>
<p>Der NewsMän polarisiert. Er und sein Wirken sind aber nicht nur ein medienpolitisches Faszinosum. Er liefert auch die Kristallisationspunkte für viele Diskussionen mit politischer Dimension auf Twitter. Für uns Grund genug, um dem Umstrittenen ein Porträt zu widmen, in dem wir ihm quantitativ etwas nachspüren: Wie twittert der NewsMän? Welche News verbreitet er? Mit wem tritt er in Konversation?</p>
<p><strong>Der NewsMän: ein Twitter-Superuser</strong></p>
<div id="attachment_1161" class="wp-caption alignright" style="width: 379px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Plot_Anzahl_Tweets_ueber_Zeit1.png"><img class="wp-image-1161  " title="Tweetverlauf des NewsMän" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Plot_Anzahl_Tweets_ueber_Zeit1.png" alt="" width="369" height="438" /></a><p class="wp-caption-text">Tweetverlauf des NewsMän</p></div>
<p>Die Twitter-Programmierschnittstelle gibt jeweils nur wenige tausend Tweets frei. Wir können also nicht das gesamte Wirken des NewsMän darstellen mit den insgesamt circa 3000 Tweets, die wir beziehen konnten. Nachdem wir den Zeitraum auf neun ganze Wochen zwischen Sonntag, 20. Januar und Samstag, 23. März eingeschränkt hatten, blieben 2976 Tweets für die Analyse.</p>
<p>Die erste Grafik beziffert die «Produktivität» des NewsMän. Im Mittel twitterte er in den untersuchten neun Wochen gegen 50-mal pro Tag! Die tägliche Anzahl weist aber eine ansehnliche Schwankungsbreite auf: von (einigen wenigen) Tagen mit vereinzelten Tweets bis zu solchen mit über hundert. Im zeitlichen Verlauf sind die Schwankungen ebenfalls deutlich sichtbar. In der Stichprobe ist Ende Februar ein ziemlich deutliches Abfallen der Aktivitäten auszumachen. Schwierig zu sagen, ob diese Schwankungen der Nachrichtenlage, dem «Gesprächsverlauf» auf Twitter oder äusseren Faktoren im Umfeld des NewsMän geschuldet sind.</p>
<p><strong>Themensetzung</strong></p>
<p><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Wordcloud_von_Hashtags_ohne_Mediennamen1.png"><img class="wp-image-1160   alignleft" title="Wordcloud von Hashtags des NewsMän" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Wordcloud_von_Hashtags_ohne_Mediennamen1-1024x537.png" alt="" width="443" height="232" /></a></p>
<p>Die zweite Grafik zeigt eine Tagcloud der Hashtags des NewsMän: Verschiedene Einflüsse gehen hier ein: Aktualitäten, «vordefinierte» Hashtags zum Beispiel durch andere User (bei Retweets) oder durch Redaktionen und dann natürlich die durch den NewsMän definierten Hashtags. Ohne Vergleichsdaten zum Beispiel aus einer Mediendatenbank können wir leider keine sichere Aussage machen, welche Themen der NewsMän überdurchschnittlich oft oder speziell selten aufgreift. Von der Tagcloud her ist klar, dass die «Abzockerdebatte» und Themen rund um die SVP (<em>Blocher</em>, <em>Mörgeli</em>, <em>Köppel</em>, <em>Strehle</em> (via Weltwoche)) oft vertreten waren. Ansonsten hat der NewsMän auch Themen rund um Sexismus (<em>Sexismus</em>, <em>Aufschrei</em>), Papstwahl (<em>Papst</em>), Tatort und Roger Schawinski vertwittert.</p>
<p><strong>Nur aktiv oder auch interaktiv?</strong></p>
<div id="attachment_1219" class="wp-caption alignleft" style="width: 302px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/Tweetarten.png"><img class=" wp-image-1219 " title="Anteil verschieder Tweet-Arten am Gesamtvolumen" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/Tweetarten.png" alt="" width="292" height="269" /></a><p class="wp-caption-text">Mengen der verschiedenen Tweet-Arten</p></div>
<p>Wir haben es weiter oben schon angetönt: Der NewsMän vertwittert eben nicht nur News, sondern er interagiert auch mit anderen Twitter-Nutzerinnen und -Nutzern. In den untersuchten neun Wochen formulierte er tatsächlich über 800 Replies, das ist mehr als ein Viertel der insgesamt abgesetzten Tweets (siehe Abbildung). Der NewsMän hat im selben Zeitraum auch über 400 Retweets getätigt, diese zeugen aber weniger stark von einer Interaktion mit anderen «Normal»-Usern: Viele sind einfach Retweets von Zeitungsredaktions-Tweets.</p>
<p>&nbsp;</p>
<p><strong>Des NewsMäns «Freundschaften»</strong></p>
<div id="attachment_1222" class="wp-caption alignright" style="width: 376px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/Users_mit_Replies.png"><img class=" wp-image-1222" title="User, welche Replies des NewsMän erhielten" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/Users_mit_Replies-871x1024.png" alt="" width="366" height="430" /></a><p class="wp-caption-text">User, welche mindestens 5 Replies des NewsMän erhielten</p></div>
<p>Speziell die Replies haben wir uns angesichts dieser Zahlen etwas vertieft angeschaut. Tatsächlich hat der NewsMän sagenhafte 241 seiner circa 800 Replies an (die kürzlich in der <em>Ostschweiz am Sonntag</em> <a href="http://www.tagblatt.ch/ostschweiz/thurgau/kantonthurgau/tz-tg/-Twitter-ist-wie-das-richtige-Leben;art123841,3353898">porträtierte</a>) <a href="http://about.me/zora">«Nähdrescherin»</a> (<a href="http://twitter.com/zoradebrunner">@zoradebrunner</a>) gerichtet. Daneben hatte er aber auch mit vielen anderen Austausch: Neben dem «Zweitplatzierten», dem SVPler Claudio Zanetti (<a href="http://www.twitter.com/zac1967">@zac1967</a>), Jurist Martin Steiger (<a href="http://www.twitter.com/martinsteiger">@martinsteiger</a>), Meteomann Jörg Kachelmann (<a href="http://www.twitter.com/J_Kachelmann">@J_Kachelmann</a>; in unserer Erinnerung ein ziemlich einseitiger «Austausch») und BFU-Pressesprecher Daniel Menna (<a href="http://www.twitter.com/MadMenNa">@MadMenNa</a>) sind die meisten im journalistischen Umfeld anzusiedeln. Die extreme Schiefe der Verteilung soll nicht darüber hinwegtäuschen, dass des NewsMäns Reply-Verhalten breit abgestützt ist: Insgesamt 196 unterschiedliche User haben über neun Wochen mindestens ein Reply erhalten, 92 mindestens 2 Replies.</p>
<p>Damit sind wir am Ende des ersten Teils unseres grossen Porträts, in dem wir für Euch dem Phänomen des NewsMän etwas nachspüren möchten. Im zweiten Teil beleuchten wir unter anderem diese Fragen: Verbreitet der NewsMän wirklich «praktisch rund um die Uhr» (Gossweiler) oder «vorwiegend nachts» (Longchamp) seine Links? Wie verteilt sich der Output über die Stunden und Tage und damit verknüpft: NewsMän oder NewsMen? Und – für die Behandlung des Politischen auf Twitter wichtig: Welche Medien vertwittert der NewsMän überhaupt?</p>
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		<item>
		<title>Mehr Social Media und das mit Konzept</title>
		<link>http://somepolis.ch/2013/04/mehr-social-media-und-das-mit-konzept/</link>
		<comments>http://somepolis.ch/2013/04/mehr-social-media-und-das-mit-konzept/#comments</comments>
		<pubDate>Tue, 02 Apr 2013 10:04:27 +0000</pubDate>
		<dc:creator>Filip Zirin</dc:creator>
				<category><![CDATA[Opinion]]></category>
		<category><![CDATA[Barack Obama]]></category>
		<category><![CDATA[Data-Mining]]></category>
		<category><![CDATA[Facebook]]></category>
		<category><![CDATA[Kampagne]]></category>
		<category><![CDATA[Lehrstück]]></category>
		<category><![CDATA[Manpower]]></category>
		<category><![CDATA[Micro-Targeting]]></category>
		<category><![CDATA[Personalisierung]]></category>
		<category><![CDATA[Politik]]></category>
		<category><![CDATA[Schweiz]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Twitter]]></category>
		<category><![CDATA[USA]]></category>
		<category><![CDATA[Wahlkampf]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1168</guid>
		<description><![CDATA[Neue Wirklichkeiten – neue Methoden. Was können die Schweizer Parteien von Obamas Wahlkampf des Jahres 2012 lernen? Eine Analyse und einige Antworten. Das ist der letzte Teil der dreiteiligen Analyse des Obama-Wahlkampfes im Jahr 2012. Es blickten wahrscheinlich einige Schweizer &#8230; <a href="http://somepolis.ch/2013/04/mehr-social-media-und-das-mit-konzept/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Neue Wirklichkeiten – neue Methoden. Was können die Schweizer Parteien von Obamas Wahlkampf des Jahres 2012 lernen? Eine Analyse und einige Antworten. Das ist der letzte Teil der dreiteiligen Analyse des Obama-Wahlkampfes im Jahr 2012.</strong></p>
<p>Es blickten wahrscheinlich einige Schweizer Politikerinnen und Politiker leicht neidisch auf den Obama-Wahlkampf in die USA. Der SP-Präsident <a href="http://www.tagesanzeiger.ch/ausland/us-wahlen/Levrat-bei-Obama/story/25415572?track">Christian Levrat war vor Ort</a> und hat sich die Wahlkampfmethoden im Oktober 2012 genauer angesehen und darüber in mehreren <a href="http://www.sp-ps.ch/ger/Aktuell/Blog/%28month%29/10/%28year%29/2012">Blogposts</a> berichtet. Nicht nur er hat sich die Frage gestellt, was man aus dem Obama-Wahlkampf 2012 lernen kann und was für die Schweizer Parteien umsetzbar ist. Auf diese Frage werden in diesem Blogpost einige vorläufige Antworten gegeben.<br />
Aus den zwei <a href="http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/">vorherigen</a> <a href="http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/">Blogposts</a> über den Wahlkampf in den USA lassen sich fünf zentrale Faktoren herausschälen, auf die, mit Blick auf die Schweizer Verhältnisse, eingegangen werden soll: Personalisierung/politisches System, finanzielle Mittel, technische Mittel, Manpower und nicht zuletzt der Einsatz von Social Media.</p>
<div id="attachment_1189" class="wp-caption alignright" style="width: 310px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/negative-campaigning-USA-Obama.jpg"><img class="size-medium wp-image-1189 " title="Negative campaigning" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/negative-campaigning-USA-Obama-300x167.jpg" alt="In einem Werbespot wird Barack Obamas Leistungsbilanz wird angeprangert." width="300" height="167" /></a><p class="wp-caption-text">Negative Wahlwerbespots sind in den USA an der Tagesordnung. Hier wird die Leistungsbilanz von Barack Obama angeprangert. Quelle: newyorker.com vom 20.07.2012</p></div>
<p><strong>Zu wenig Personalisierung und Mediatisierung</strong><br />
Die politischen Systeme der USA und der Schweiz sind teilweise ähnlich und aus historischer Perspektive verwandt, doch sind sie im Bezug auf einen Wahlkampf sehr verschieden: Das Parteiensystem ist in der Schweiz auf allen Ebenen fragmentiert und die Mediatisierung bzw. Personalisierung der politischen Kommunikation in den USA hat einen Grad erreicht, der in Schweiz noch kaum vorstellbar ist. Ausserdem wird nicht mit so harten Bandagen gekämpft. Auch wenn das allgemein als erfreulich betrachtet wird: Die Zuspitzung eines Wahlkampfes auf eine Person lässt einfachere Botschaften zu.<br />
In der Schweiz hingegen ist die Politik – gewisse Ausnahmen gibt es zwar – von Sachpolitik dominiert. Nur bei der direkten Wahl in Exekutivämter geht es um Personen, aber diese Wahlen haben ausserhalb des jeweiligen Kantons keine Ausstrahlungskraft. Diese Voraussetzungen machen eine Übertragung des Wahlkampfes aus den USA auf die Schweiz nur schlecht vorstellbar.<span id="more-1168"></span></p>
<p><strong>Finanzielle Schwelle</strong><br />
Wie es um die Finanzierung von Schweizer Parteien im Vergleich mit Parteien in anderen Ländern steht, ist schwer zu sagen. Es sind nur vage Zahlen vorhanden. Im Zusammenhang mit der Anwendbarkeit einer solchen Obama-Kampagne steht zumindest fest, dass in der Schweiz diese Art von Kampagnen finanziell von Parteien kaum zu tragen sind. Das Problem ist dabei, dass die für einen solchen Wahlkampf nötige Infrastruktur und Manpower nicht zu finanzieren ist. Es gibt sozusagen eine finanzielle Schwelle, die zuerst überwunden werden muss. Sie könnte nur überwunden werden, sofern die Breite an Aktivitäten reduziert würde. Das mögliche Potenzial einer digitalen Kampagne à la Obama 2012 würde also nicht ausgeschöpft.</p>
<div id="attachment_1185" class="wp-caption alignleft" style="width: 200px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/31obama1-articleInline_thecauccus_blogs_nytimes_com.jpg"><img class="size-full wp-image-1185  " title="Technische Unterstützung" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/31obama1-articleInline_thecauccus_blogs_nytimes_com.jpg" alt="Ein Screenshot der Obama-Dashboard-App" width="190" height="285" /></a><p class="wp-caption-text">Eines der Obama-Apps: Die technischen Möglichkeiten haben sich in den letzten Jahren radikal verändert. Quelle: thecaucus.blogs.nytimes.com vom 31.7.2012</p></div>
<p><strong>Technik ist verfügbar</strong></p>
<p>Die technischen Mittel sind vorhanden. Den Datenbanken und den Rechnern ist es egal, in welchem Land sie stehen. Nur beim Know-How hapert es in der Schweiz. Allerdings: Während bei Obama, so macht es den Eindruck, noch viel selbst entwickelt wurde, könnte in der Schweiz auf schon vorhandene und kaufbare Full-Service-Marketing-Software zurückgegriffen werden. Diese Software-Lösungen bieten schon vergleichbare Funktionalitäten und hierfür gibt es auch die passenden Experten.</p>
<p><strong>Bewusstsein gegenüber dem Datenschutz</strong><br />
Neben rein technischen Aspekten stellen sich noch andere Fragen. Beispielsweise: Wie würde die Bevölkerung in der Schweiz auf eine solche Super-Datenbank wie «Narwhal» reagieren? In der Schweiz wird, vor allem bei den Digitalen Immigranten, der Datenschutz ernster genommen als in den USA. Zwar werden grosse Datenbanken für kommerzielle Zwecke schon verwendet und gerade aufgebaut, doch ist es möglich, dass die jetzige Gleichgültigkeit gegenüber orchestrierten Datensammlungen bei einer Verwendung für politische Zwecke in Ablehnung umschlagen könnte.</p>
<p><strong>Die Werbung von Tür zu Tür</strong></p>
<div id="attachment_1182" class="wp-caption alignright" style="width: 310px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/canvassing_the_caucus_blogs_nytimes_com.jpg"><img class="size-medium wp-image-1182" title="Canvassing: Das Werben von Tür zu Tür" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/canvassing_the_caucus_blogs_nytimes_com-300x173.jpg" alt="Eine Frau und ein Mann auf einer Quartiertstrasse in den USA." width="300" height="173" /></a><p class="wp-caption-text">Canvassing: So wird das politische Werben von Tür zu Tür in der Nachbarschaft genannt. Quelle: thecaucus.blogs.nytimes.com vom 02.10.2008</p></div>
<p>Manchmal wurde in den Schweizer Medien der Eindruck transportiert, dass Obama die Wiederwahl nur dem TV-Marketing und dem digitalen Wahlkampf zu verdanken hat. Doch: Ohne die vielen tausend freiwilligen und unbezahlten Helfer wäre das Ergebnis nie zu Stande gekommen. Ein grosser Unterschied zwischen der Schweiz und den USA in dieser Hinsicht ist die Werbung von Tür zu Tür (Canvassing). Während es in den USA zum Wahlkampf gehört, für seinen Kandidaten in der Nachbarschaft an die Türen zu klopfen, kennt man das in der Schweiz nicht. Wie die Bevölkerung darauf reagieren würde, bleibt eine offene Frage. Zumindest hat dies <a href="http://www.tagesanzeiger.ch/ausland/us-wahlen/Levrat-bei-Obama/story/25415572?track">Christian Levrat als eine Erkenntnis</a> mit nach Hause genommen. Hoffentlich nicht die einzige Erkenntnis.</p>
<p><strong>Bedeutung von Social Media</strong><br />
Der Obama-Wahlkampf hat gezeigt, welches Potenzial Social Media als Kampagneninstrument besitzt, wenn Geld, Motivation, ein einfaches, zeitnahes und klares Ziel, viel Manpower und Know-How zusammen kommen. Social Media macht soziale Interaktion transparent und sammelbar. Die Daten &#8220;liegen auf der Strasse&#8221;. Man muss nur wissen, wie man sie nutzt.</p>
<div id="attachment_1183" class="wp-caption alignleft" style="width: 243px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/e_commerce_spl.jpg"><img class="wp-image-1183 " title="Zusammenspiel" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/04/e_commerce_spl-300x267.jpg" alt="Ein fehlendes Puzzle-Teil mit einem @ wird dem restlichen Puzzle hinzugefügt." width="233" height="213" /></a><p class="wp-caption-text">Die Online-Aktivtäten sind ein weiteres, aber zentrales Element eines modernen Wahlkampfes.</p></div>
<p><strong>Potenzial in der Schweiz</strong></p>
<p>Die direkte Übertragbarkeit einer solchen Data-Mining- und Social-Media-Kampagne, wie sie das Wahlkampfteam von Barak Obama gezeigt hat, ist aus verschiedenen und oben genannten Gründen nicht realistisch. Trotzdem lassen sich, das hat das Beispiel gezeigt, wichtige Schlüsse für die Schweizer Politik ziehen:</p>
<ol>
<li><em>Social Media</em> bietet auch für politische Kampagnen <em>viel Potenzial</em>, welches genutzt werden sollte und in Zukunft genutzt wird.</li>
<li>Benutzt man Social Media, ob nun in der Politik oder in der Wirtschaft, sollte das <em>mit einem Konzept</em> gemacht werden. Software zu installieren und Daten zu sammeln ohne diese zu nutzen ist reine Ressourcenverschwendung. Experimente gehören zwar zu Social Media dazu, aber sie sollten Teil eines Planes sein.</li>
<li>Ein zentrales Element einer Social-Media-Kampagne, wie sie uns das Obama-Team vorgemacht hat, ist, so wie bei jeder guten Konversation, das <em>Zuhören</em>. (<a href="https://twitter.com/marcelbernet">Marcel Bernet</a> von <a href="http://bernetblog.ch/">Bernet PR</a> hat dies «Micro-Listening» genannt. Abgeleitet vom Begriff Micro-Targeting)</li>
<li>Eines der Ziele einer solchen Kampagne ist die Gewinnung von neuen Wählerinnen und Wählern mittels Data-Mining und gezielter Ansprache. Dieses Ziel scheint zum heutigen Zeitpunkt für alle politischen Akteurinnen und Akteure in der Schweiz zu gross, weil der Aufwand für das Data-Mining nicht verkraftbar ist. Stattdessen sollte <em>Social Media als Mittel zur Mobilisierung</em> genutzt werden.</li>
<li>Diese Mobilisierung wäre ein <em>gutes Testfeld für zukünftige Social-Media-Kampagnen</em> vom Schlage Obamas.</li>
<li>Die <em>technischen Voraussetzungen sind vorhanden</em>. In der Breite reduzierte Aktivitäten können, langfristig geplant, auch kostengünstig durchgeführt werden. (Zumindest was die Finanzen betrifft, ist das eine Aussage, die im Zusammenhang mit Social Media oft zutrifft.)</li>
<li>Wie der Wahlkampf in den USA gezeigt hat, ist das Sammeln von Wahlkampfgeldern möglich. Wieso nicht auch in der Schweiz?  Es ist zwar anzunehmen, dass das Spendenaufkommen (auch proportional zur Grösse der Schweiz) nicht so gross sein würde, wie in den USA. Der Grund: Geld und Internet, das zeigt die Entwicklung von E-Commerce in der Schweiz, passen zwar noch nicht so gut zusammen wie in den USA. Doch die Online-Umsätze steigen stetig.</li>
</ol>
<p><strong>Update vom 09.04.2013</strong><br />
Die Obama-Kampagne 2012 hat insgesamt 500 Millionen US-Dollar über Online-Kanäle eingesammelt. Amelia Showalter, ehemalige Director of Digital Analytics der Obama-Kampagne 2012, präsentierte am <a href="http://ecflive.fairsay.com/ecf2013/wednesday-speakers/">eCampaigning Forum 2013</a> in Oxford eine interessante Zusammenfassung der Aktivitäten. Hier die Präsentationsfolien:<br />
<iframe style="border: 1px solid #CCC; border-width: 1px 1px 0; margin-bottom: 5px;" src="http://de.slideshare.net/slideshow/embed_code/17155428" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" width="512" height="421"></iframe></p>
<p>Teil eins der Analyse: <a href="http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/">«Narwhal» und Data-Mining: Obamas Wahlkampf setzte Massstäbe</a><br />
Teil zwei der Analyse: <a href="http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/">Kein digitaler Wahlkampf ohne Manpower</a></p>
<p>&nbsp;</p>
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		<title>Kein digitaler Wahlkampf ohne Manpower</title>
		<link>http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/</link>
		<comments>http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/#comments</comments>
		<pubDate>Mon, 25 Mar 2013 10:50:44 +0000</pubDate>
		<dc:creator>Filip Zirin</dc:creator>
				<category><![CDATA[Opinion]]></category>
		<category><![CDATA[A/B-Test]]></category>
		<category><![CDATA[Facebook]]></category>
		<category><![CDATA[Geld]]></category>
		<category><![CDATA[Kampagne]]></category>
		<category><![CDATA[Lehrstück]]></category>
		<category><![CDATA[Manpower]]></category>
		<category><![CDATA[Obama]]></category>
		<category><![CDATA[Tracking]]></category>
		<category><![CDATA[Twitter]]></category>
		<category><![CDATA[USA]]></category>
		<category><![CDATA[Wahlkampf]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1121</guid>
		<description><![CDATA[Zukünftige Wahlkämpfe werden von der Verwendung digitaler Möglichkeiten stark geprägt sein und die Basis für alle Aktivitäten bilden. Dies hat uns Barack Obama und sein Wahlkampf um die Präsidentschaft eindrücklich gezeigt. Aber es ist nicht alles neu, sondern digital aufgepimpt. &#8230; <a href="http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Zukünftige Wahlkämpfe werden von der Verwendung digitaler Möglichkeiten stark geprägt sein und die Basis für alle Aktivitäten bilden. Dies hat uns Barack Obama und sein Wahlkampf um die Präsidentschaft eindrücklich gezeigt. Aber es ist nicht alles neu, sondern digital aufgepimpt. Teil zwei einer dreiteiligen Analyse.</strong></p>
<p>Junge Amerikanerinnen und Amerikaner im Alter von 18 bis 29 Jahren stimmten <a title="“Narwhal” und Data-Mining: Obamas Wahlkampf setzte Massstäbe" href="http://www.theeuropean.de/kerstin-plehwe/5532-social-media-im-wahlkampf#5532">zu 60 Prozent für Obama</a>. Das ist ein eindeutiger Wert. Dieser Überhang ist nicht nur auf dessen Charisma und persönlichen Einsatz von Social Media zurückzuführen, sondern auch auf die Anstrengungen des Obama-Lagers im digitalen Wahlkampf. Neben der alten Weisheit aus der Werbebranche, dass man dorthin gehen muss, wo die Leute sind, bieten das Internet und Social Media neue Möglichkeiten Menschen wirksam anzusprechen und zu überzeugen.<br />
Die zeigte eine Untersuchung bei <a href="http://www.wired.com/wiredscience/2012/09/social-voting">61 Millionen Facebook-Usern</a>. Sie hat ergeben, dass die Mobilisierung über Facebook besser funktioniert, als über herkömmliche Werbung im Fernsehen. Nur, wie macht man das? Im Folgenden ein paar Elemente.</p>
<p><strong>Kein völlig neues Konzept</strong><br />
Der Vollständigkeit halber sollte hier festgehalten werden, dass Daten-gestützte Wahlkämpfe nichts Neues sind. Das in den USA älteste bekannte Beispiel dafür ist die Kampagne von <a href="http://de.wikipedia.org/wiki/William_Jennings_Bryan">William Jennings Bryan</a> für das <a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting">Weisse Haus im Jahr 1879</a>. Bryan baute, nach einem ersten erfolglosen Versuch gewählt zu werden, eine Karteidatenbank mit 200&#8217;000 Einträgen bzw. Personen auf. Das war die Basis für seine Brief-Kampagne. Gewählt wurde er trotzdem nicht.</p>
<div id="attachment_1116" class="wp-caption alignleft" style="width: 254px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/William_Jennings_Bryan.jpg"><img class=" wp-image-1116  " title="Portrait William Jennings Bryan 1892" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/William_Jennings_Bryan-244x300.jpg" alt="Portrait von William Jennings Bryan 1892" width="244" height="300" /></a><p class="wp-caption-text">Der Kandidat mit den 200&#8217;000 Karteikarten: William Jennings Bryan, 1892 Quelle: Wikipedia</p></div>
<p><strong>Explosion der technischen Möglichkeiten</strong><br />
Worin liegt nun die Differenz zwischen Bryan’s Karteisystem und dem Obama-Wahlkampf? Mike Eberhardt, Senior Sales Specialist IMT Software Group Switzerland bei IBM, bringt es auf den Punkt: &#8220;Die Datenqualität war bisher das Problem. Heute können Surfer im Web auch ohne explizite Identifizierung getrackt werden, indem die IP mit einem bestimmten Cookie verbunden wird. So lassen sich Websites in Echtzeit anpassen, auch wenn der User von z.B. Google über eine Suchanfrage her kommt.&#8221; Im Idealfall registriert sich der User auf einer getrackten Website und so wird entweder ein Profil neu angelegt oder ein Bestehendes, wie im Fall Narwhal und Obama, mit dem User verbunden. Die Registrierung mit Namen schärft das Profil noch zusätzlich.<span id="more-1121"></span></p>
<p><strong>Informationsgewinnung mit Tracking</strong><br />
Wie die Marketing-Produkte von IBM, arbeitete das Obama Wahlkampfteam auch mit Tracking und Targeting. Alleine auf der Website von Barak Obama waren im September 2012 <a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298">73 Tracking-Tools installiert</a>. (Bei Romney’s Website waren es deren 40 Stück.) (Wer herausfinden möchte, welche Tracking-Tools auf einer Website eingesetzt werden, der kann sich das kostenlose Firefox-Add-On &#8220;<em><a href="https://addons.mozilla.org/de/firefox/addon/ghostery/?src=userprofile">Ghostery</a>&#8221; </em>installieren.) Die aus dem Tracking gewonnenen Informationen flossen alle in die Datenbank Narwhal. Wie schon zu Bryan’s Zeiten diente die Datenbank als Basis für alle Aktivitäten &#8211; auch für das nach wie vor zentrale E-Mail-Marketing. Im Unterschied zu früher erlaubten die finanziellen, technischen und menschlichen Ressourcen dem Wahlkampfteam auch A/B-Tests durchzuführen.</p>
<p><strong>Steigerung der Online-Einnahmen um 20 Prozent</strong><br />
Bei A/B-Tests geht es darum herauszufinden, welche Themen, Köpfe und sonstige Inhalte bei einer bestimmten Zielgruppe besser ankommen und ob die Annahmen, die mittels Algorithmen getroffen wurden, auch stimmen. Ein einfaches Beispiel dafür wäre: Stimmt es, dass Menschen aus urbanen Gebieten, die ein Auto europäischer Marke fahren, sich für Sozialversicherungen interessieren? Getestet wird dies, indem diese Zielgruppe in zwei oder mehr Untergruppen aufgeteilt wird. Diesen Untergruppen werden inhaltlich und optisch unterschiedliche E-Mails geschickt. Je nachdem welches E-Mail oder bestimmte Elemente daraus ein stärkeres Feedback hervorrufen (z.B. mehr Spenden oder Klicks), werden die ursprünglich getroffenen Annahmen über die gesamte Zielgruppe angepasst<em>. </em>Dass sich diese Tests lohnen, zeigte sich auch bei den Wahlkampfspenden. Gemäss Dan Siroker, Direktor bei Google und temporärer Mitarbeiter des Obama Wahlkampfteams, <a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting" target="_blank">hat das A/B-Testing die Online-Einnahmen um 20 Prozent (100 Millionen US-Dollar</a>) gesteigert.</p>
<p><strong>Manpower: immer noch entscheidend</strong><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Screenshot-Dashboard-App.jpg"><img class="size-medium wp-image-1113 alignright" title="Screenshot der Dashboard-App" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Screenshot-Dashboard-App-300x214.jpg" alt="Ein Screenshot der Obama-Dashboard-App" width="300" height="214" /></a><br />
Mit Blick auf die Berichterstattung über den Wahlkampf in den USA geht in den Schweizer Medien oft vergessen, welcher Aufwand abseits von Internet und Fernsehen betrieben wird. Auch die vielen tausend Wahlhelfer, die an die Türen der Nachbarn klopften, haben von den Anstrengungen des digitalen Wahlkampfes profitiert. Für das Klinkenputzen wurden Tablet-Apps entwickelt. <a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298" target="_blank">Mittels einer App</a> konnten die Wahlhelfer durch die Nachbarschaft laufen und auf dem Tablet sehen, wo potenzielle und eingefleischte Obama-Wähler wohnen. Gleichzeitig standen den Mitarbeitern auch Informationen zur Verfügung, wofür sich diese Personen interessieren und wo dementsprechend ein Anknüpfungspunkt besteht. Alle in diesen Gesprächen gewonnenen Informationen wurden später auf dem Tablet eingetragen und am Abend mit der Narwhal-Datenbank synchronisiert.</p>
<p><strong>Digital gestütztes Klinkenputzen</strong><br />
Im Idealfall findet das Klinkenputzen in der eigenen Nachbarschaft statt, denn das persönliche Gespräch unter Bekannten, Kollegen oder Freunden ist immer noch das effektivste Mittel jemanden zu überzeugen. Dabei wurde darauf geachtet den Wahlgang mit den möglichen Wählern gedanklich in den Tagesablauf einzubetten, was die Wahrscheinlichkeit erhöht, dass die Menschen das auch machen. Für den Fall, dass ein persönliches Gespräch nicht möglich war, gab es eine weitere App. Die sogenannte Dashboard-App lieferte den Freiwilligen die Telefonnummern von potenziellen Wählerinnen und Wählern, die von zu Hause aus angerufen werden konnten.</p>
<p>Teil eins der Serie: <a href="http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/">«Narwhal» und Data-Mining: Obamas Wahlkampf setzte Massstäbe<br />
</a>Teil drei der Serie: <a href="http://somepolis.ch/2013/04/mehr-social-media-und-das-mit-konzept">Mehr Social Media und das mit Konzept</a></p>
<p>Quellen:<br />
<a href="http://www.wired.com/wiredscience/2012/09/social-voting" target="_blank">&#8220;Social Voting Really Does Rock the Vote&#8221; von John Bohannon von Science Now auf www.wired.com</a><br />
<a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting" target="_blank">&#8220;Inside the Obama Campaign&#8217;s Hard Drive&#8221; von Tim Murphy auf www.motherjones.com</a><br />
<a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298" target="_blank">&#8220;Amerikas gläserne Wähler&#8221; von Matthias Kolb auf www.sueddeutsche.de</a><br />
<a href="http://www.theeuropean.de/kerstin-plehwe/5532-social-media-im-wahlkampf#5532">“Es zwitschert und menschelt” von Kerstin Plehwe auf www.theeuropean.de</a></p>
<p><a href="http://blog.zdf.de/hyperland/2012/07/microtargeting-gezielt-den-waehler-treffen/" target="_blank">Ein Video-Beitrag des ZDF zum Thema Micro-Targeting und die Super-Datenbank von Obamas Wahlkampfteam.</a></p>
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		<title>&#8220;Narwhal&#8221; und Data-Mining: Obamas Wahlkampf setzte Massstäbe</title>
		<link>http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/</link>
		<comments>http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/#comments</comments>
		<pubDate>Mon, 18 Mar 2013 10:45:16 +0000</pubDate>
		<dc:creator>Filip Zirin</dc:creator>
				<category><![CDATA[Opinion]]></category>
		<category><![CDATA[Facebook]]></category>
		<category><![CDATA[Geld]]></category>
		<category><![CDATA[Kampagne]]></category>
		<category><![CDATA[Lehrstück]]></category>
		<category><![CDATA[Manpower]]></category>
		<category><![CDATA[Obama]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Twitter]]></category>
		<category><![CDATA[USA]]></category>
		<category><![CDATA[Wahlkampf]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1059</guid>
		<description><![CDATA[Die Wahlen 2012 in den USA haben auch in der Schweiz einige Augenbrauen hochgehen lassen. Insbesondere das Wahlkampfteam von Präsident Obama hat der Welt vor Augen geführt, wie ein moderner Wahlkampf aussehen könnte. Im Zentrum der Berichterstattung über den Wahlkampf &#8230; <a href="http://somepolis.ch/2013/03/narwhal-und-data-mining-obamas-wahlkampf-setzte-massstabe/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Die Wahlen 2012 in den USA haben auch in der Schweiz einige Augenbrauen hochgehen lassen. Insbesondere das Wahlkampfteam von Präsident Obama hat der Welt vor Augen geführt, wie ein moderner Wahlkampf aussehen könnte. Im Zentrum der Berichterstattung über den Wahlkampf standen vor allem die Aktivitäten auf den sozialen Plattformen. Dies auch zu Recht – aber nicht nur. Eine Analyse in drei Teilen.</strong></p>
<p><!-- tweet id : 266031293945503744 --><style type='text/css'>#bbpBox_266031293945503744 a { text-decoration:none; color:#2574AD; }#bbpBox_266031293945503744 a:hover { text-decoration:underline; }</style><div id='bbpBox_266031293945503744' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#77B0DC; background-image:url(http://a0.twimg.com/profile_background_images/783313966/565f71840f4539c4f5bf308c1436d9f8.jpeg); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Four more years. <a href="http://t.co/bAJE6Vom" rel="nofollow">http://t.co/bAJE6Vom</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 07.11.2012 06:16' href='http://twitter.com/#!/BarackObama/status/266031293945503744' target='_blank'>07.11.2012 06:16</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=266031293945503744' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=266031293945503744' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=266031293945503744' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=BarackObama'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/3221742532/5ceae8f2b72a1a8b012d2f5960fb46be_normal.jpeg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=BarackObama'>@BarackObama</a><div style='margin:0; padding-top:2px'>Barack Obama</div></div><div style='clear:both'></div></div></div><!-- end of tweet --><br />
&#8220;Four more years&#8221; Dieser kurze Tweet von US-Präsident Obama ging an seine 23 Millionen Follower und wurde 260&#8217;000-fach retweeted. Später folgten ein Dankes-E-Mail und ein Update für seine <a href="http://www.theeuropean.de/kerstin-plehwe/5532-social-media-im-wahlkampf#5532">33 Millionen Fans bei Facebook</a>. &#8220;Four more years&#8221; – mit dieser Botschaft ging auch ein Lehrstück zu Ende. Die Wiederwahl-Kampagne von Barak Obama wird noch einige Jahre die Fachwelt beschäftigen: Für viele ist Obama nicht nur der erste schwarze Präsident der USA, sondern auch der erste Social-Media-Präsident überhaupt.</p>
<p><strong>Mehr als ein paar Tweets und Facebook-Einträge</strong><br />
Die Wahlkämpfe in den USA haben über die Jahre in vielerlei Hinsicht Massstäbe gesetzt. Nicht nur was die Finanzen oder die Tonalität betrifft, sondern auch was mit dem ganzen Geld gemacht wurde. Geld nützt nur, wenn es ausgegeben wird. Verfolgte man die Berichterstattung in den Schweizer Medien, dann zeichnete sich dieser US-Wahlkampf, mehr noch als derjenige vom Jahr 2008, durch die gezielte Verwendung von Social Media aus. Das ist zwar richtig, doch für den Erfolg brauchte es mehr als eine Dauerbeschallung über Social Media. Obamas Wiederwahl ist das Ergebnis von viel Geld, (freiwilliger) Manpower, Wissen, technischen Hilfsmitteln und Motivation.<span id="more-1059"></span></p>
<p><strong>Die Super-Datenbank als Basis</strong><br />
Ihren Beginn fand die Wiederwahlkampagne von Obama schon im Jahr 2008 am <em>Super Tuesday</em>. Obwohl schon damals modernste Mittel inkl. Social Media für Obamas Wahl zum Präsidenten genutzt wurden, zeigten sich <a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298">laut David Plouffe</a>, Berater des Obama-Teams, Probleme: &#8220;Es gab vor vier Jahren all diese Artikel, wie brillant Obamas Digital-Strategie war. Doch im Team waren viele frustriert, weil zahlreiche Informationen nur in einer Datenbank waren und nicht integriert wurden.&#8221; Das war der Grund, wieso mit dem Projekt &#8220;<a href="http://en.wikipedia.org/wiki/Narwhal">Narwhal&#8221;</a> begonnen wurde. «Narwhal» wurde zum Synonym einer Super-Datenbank, die  <a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298">bis zu 500</a> Informationsdetails über 250 Millionen Stimmbürgerinnen und Stimmbürger enthält. Neben den üblichen Angaben, die bei einer Wählerregistrierung aufgenommen werden, finden sich dort auch Auskünfte über die liebste Biersorte oder Automarke, die Browser-Startseite, den Bildungsabschluss, Zeitschriftenabos und ob die Person eine Waffe besitzt. Es ist schwer fassbar, welche Datenfülle diese Super-Datenbank enthält. Die Datensammlung ist auch noch weiter gewachsen: Alleine in den Monaten</p>
<div id="attachment_1073" class="wp-caption alignright" style="width: 381px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Obama.jpg"><img class="wp-image-1073 " title="Obama" src="http://somepolis.ch/wordpress/wp-content/uploads/2013/03/Obama.jpg" alt="Barack und Michelle Obama" width="371" height="310" /></a><p class="wp-caption-text">Mit diesem Bild &#8220;schmückte&#8221; Barack Obama seinen &#8220;Four more years&#8221;-Tweet.</p></div>
<p>September/Oktober 2012 wurden <a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting">223 Millionen neue Informationsdetails hinzugefügt</a>, die während den Kampagnen-Aktivitäten gesammelt worden waren.</p>
<p><strong>Manpower wird unterschätzt</strong><br />
Während noch vor kurzer Zeit davon gesprochen wurde, dass Daten das neue Gold oder wahlweise Öl sind, setzt sich mittlerweile eine neue Erkenntnis durch: Daten gibt es wie Sand am Meer. Die Kunst ist es, aus dem Sand Halbleiter zu machen bzw. aus den Daten Wissen zu machen und dieses auch einzusetzen. Das war auch dem Kampagnen-Team von Obama klar. Nach und nach wurde ein Team von fast <a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting">100 Daten-Wissenschaftlern</a>, Entwicklern, Ingenieurinnen, Analystinnen und Old-School-Hackern zusammengestellt, welches die Datenbank über Monate und Jahre durch den digitalen Fleischwolf gedreht hat.</p>
<p><strong>Der digitale Wahlkampf wird wichtiger</strong><br />
Obwohl ein grosser Teil der Obama-Kampagne immer noch aus TV-Spots und Auftritten bei Veranstaltungen bestand, war der digitale Wahlkampf enorm wichtig. Dies aus zwei Gründen: Einerseits ist es eine Tatsache, dass <a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298">ein Drittel der US-Bevölkerung</a> nicht mehr über TV erreicht werden kann (das sagt zum Beispiel Zac Moffat, Stratege für Digitalwahlkampf von Mitt Romney). Andererseits bietet der digitale Wahlkampf enorme Möglichkeiten, die Menschen direkt und <em>gezielt</em> anzusprechen. Hier kommen Begriffe wie <a href="http://de.wikipedia.org/wiki/Online-Targeting">Targeting</a>, <a href="http://de.wikipedia.org/wiki/Mikrotargeting">Micro-Targeting</a> und <a href="http://de.wikipedia.org/wiki/Retargeting">Retargeting</a> ins Spiel.</p>
<p>Der nächste Teil dieser Analysereihe wird sich mit der immer noch grossen Bedeutung von Manpower und den gerade explodierenden technischen Möglichkeiten beschäftigen.</p>
<address>Quellen und weiterführende Informationen:<br />
<a href="http://www.theeuropean.de/kerstin-plehwe/5532-social-media-im-wahlkampf#5532">&#8220;Es zwitschert und menschelt&#8221; von Kerstin Plehwe auf www.theeuropean.de</a><br />
<a href="http://www.motherjones.com/politics/2012/10/harper-reed-obama-campaign-microtargeting">&#8220;Inside the Obama Campaign&#8217;s Hard Drive&#8221; von Tim Murphy auf www.motherjones.com </a><br />
<a href="http://www.sueddeutsche.de/politik/data-mining-im-wahlkampf-werben-um-den-glaesernen-waehler-1.1511298">&#8220;Amerikas gläserne Wähler&#8221; von Matthias Kolb auf www.sueddeutsche.de </a></address>
<address> </address>
<p>Teil zwei der Serie: <a href="http://somepolis.ch/2013/03/kein-digitaler-wahlkampf-ohne-manpower-3/">Kein digitaler Wahlkampf ohne Manpower</a><br />
Teil drei der Serie: <a href="http://somepolis.ch/2013/04/mehr-social-media-und-das-mit-konzept">Mehr Social Media und das mit Konzept</a></p>
<p>Ein Video-Beitrag des US-Fernsehsenders PBS zum Digitalen Wahlkampf von Obama:</p>
<p><object width="666" height="375" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" bgcolor="#000000"><param name="flashvars" value="width=666&amp;height=375&amp;video=http://video.pbs.org/videoPlayerInfo/2295038658&amp;player=viral&amp;end=0" /><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><param name="wmode" value="transparent" /><param name="src" value="http://dgjigvacl6ipj.cloudfront.net/media/swf/PBSPlayer.swf" /><param name="allowfullscreen" value="true" /><embed width="666" height="375" type="application/x-shockwave-flash" src="http://dgjigvacl6ipj.cloudfront.net/media/swf/PBSPlayer.swf" flashvars="width=666&amp;height=375&amp;video=http://video.pbs.org/videoPlayerInfo/2295038658&amp;player=viral&amp;end=0" allowFullScreen="true" allowscriptaccess="always" wmode="transparent" allowfullscreen="true" bgcolor="#000000" /></object></p>
<p style="font-size: 11px; font-family: Arial, Helvetica, sans-serif; color: #808080; margin-top: 5px; background: transparent; text-align: center; width: 512px;">Watch <a style="text-decoration: none !important; font-weight: normal !important; height: 13px; color: #4eb2fe !important;" href="http://video.pbs.org/video/2295038658" target="_blank">The Digital Campaign</a> on PBS. See more from <a style="text-decoration: none !important; font-weight: normal !important; height: 13px; color: #4eb2fe !important;" href="http://www.pbs.org/wgbh/pages/frontline/" target="_blank">FRONTLINE.</a></p>
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		<title>Rückblick auf die Wintersession 2012</title>
		<link>http://somepolis.ch/2012/12/ruckblick-auf-die-wintersession-2012/</link>
		<comments>http://somepolis.ch/2012/12/ruckblick-auf-die-wintersession-2012/#comments</comments>
		<pubDate>Wed, 19 Dec 2012 07:32:53 +0000</pubDate>
		<dc:creator>Ralph Straumann</dc:creator>
				<category><![CDATA[Post]]></category>
		<category><![CDATA[Grafik]]></category>
		<category><![CDATA[Infografik]]></category>
		<category><![CDATA[Nationalrat]]></category>
		<category><![CDATA[Parlament]]></category>
		<category><![CDATA[Session]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Ständerat]]></category>
		<category><![CDATA[Tweetcloud]]></category>
		<category><![CDATA[Tweets]]></category>
		<category><![CDATA[Twitter]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1021</guid>
		<description><![CDATA[Vor wenigen Tagen endete die Wintersession 2012 (25. November bis 13. Dezember) des Schweizer Parlaments. Über den grössten Bundeshaus-Aufreger der Session – die mangelnden Arithmetik-Fähigkeiten des Ständerats, auch bekannt unter dem Hashtag #Stöckligate – haben wir bereits in einem ausführlichen Post berichtet. Im aktuellen &#8230; <a href="http://somepolis.ch/2012/12/ruckblick-auf-die-wintersession-2012/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Vor wenigen Tagen endete die Wintersession 2012 (25. November bis 13. Dezember) des Schweizer Parlaments. Über den grössten Bundeshaus-Aufreger der Session – die mangelnden Arithmetik-Fähigkeiten des Ständerats, auch bekannt unter dem Hashtag <em>#Stöckligate</em> – haben wir <a href="http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms">bereits in einem ausführlichen Post berichtet</a>. Im aktuellen Post geht es uns darum, eine Zusammenfassung des Social-Media-Wirkens der Bundesparlamentarierinnen und -parlamentarier während der Wintersession zu geben – über Feedback freuen wir uns, enjoy:</p>
<p style="text-align: center;"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.pdf"><img class="aligncenter size-full wp-image-1023" title="Revue Wintersession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.png" alt="Revue Wintersession 2012" width="620" height="1780" /></a></p>
<p>Obige Infografik <a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012_300dpi.png">als hochaufgelöste png-Datei</a> sowie <a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.pdf">als pdf-Datei</a> und <a href="http://somepolis.ch/2012/10/wie-wir-tweetclouds-erstellen/">Methodisches zur Erstellung von Tweetclouds</a>. Vergessen Sie nicht, uns Ihren Kommentar zu hinterlassen. Vielen Dank!</p>
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		<title>Revue de la session d&#8217;hiver 2012</title>
		<link>http://somepolis.ch/2012/12/revue-de-la-session-dhiver-2012/</link>
		<comments>http://somepolis.ch/2012/12/revue-de-la-session-dhiver-2012/#comments</comments>
		<pubDate>Wed, 19 Dec 2012 00:23:47 +0000</pubDate>
		<dc:creator>Ralph Straumann</dc:creator>
				<category><![CDATA[Post]]></category>
		<category><![CDATA[conseil des états]]></category>
		<category><![CDATA[conseil national]]></category>
		<category><![CDATA[graphique]]></category>
		<category><![CDATA[infographie]]></category>
		<category><![CDATA[médias sociaux]]></category>
		<category><![CDATA[parlement]]></category>
		<category><![CDATA[Session]]></category>
		<category><![CDATA[Tweetcloud]]></category>
		<category><![CDATA[Tweets]]></category>
		<category><![CDATA[Twitter]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=1026</guid>
		<description><![CDATA[Il ya quelques jours a terminé la session d&#8217;hiver 2012 (25 Novembre à 13 décembre) du parlement suisse. Nous avons déjà écrit un article détaillé (en allemand) sur le plus grand scandale de la session – le manque de compétences arithmétiques du &#8230; <a href="http://somepolis.ch/2012/12/revue-de-la-session-dhiver-2012/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Il ya quelques jours a terminé la session d&#8217;hiver 2012 (25 Novembre à 13 décembre) du parlement suisse. Nous avons déjà écrit <a href="http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms">un article détaillé</a> (en allemand) <a href="http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms">sur le plus grand scandale de la session</a> – le manque de compétences arithmétiques du Conseil des États, également connu sous le hashtag <em>#</em><em>Stöckligate</em>. Dans cet article, notre objectif est de donner un survol des activités des politicien-ne-s dans les médias sociaux au cours de la session d&#8217;hiver – nous nous réjouissons beaucoup de vos commentaires, maintenant <em>enjoy</em>:<span id="more-1026"></span></p>
<p style="text-align: center;"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.pdf"><img class="aligncenter size-full wp-image-1023" title="Revue Wintersession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.png" alt="Revue Wintersession 2012" width="620" height="1780" /></a></p>
<p>Télécharger cette infographie <a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012_300dpi.png">comme fichier PNG à haute résolution</a> et <a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/Revue_Wintersession_Session_d_hiver_2012.pdf">comme fichier pdf</a>, lire <a href="http://somepolis.ch/2012/10/comment-nous-produisons-les-tweetclouds/">la déscription de la démarche pour produiser les tweetclouds</a>. Et n&#8217;oubliez pas de nous envoyer vos commentaires, merci!</p>
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		<title>#Stöckligate — Anatomie eines Shitstorms</title>
		<link>http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms/</link>
		<comments>http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms/#comments</comments>
		<pubDate>Fri, 14 Dec 2012 15:39:56 +0000</pubDate>
		<dc:creator>Timo Grossenbacher, Ralph Straumann</dc:creator>
				<category><![CDATA[Post]]></category>
		<category><![CDATA[Abstimmung]]></category>
		<category><![CDATA[Parlament]]></category>
		<category><![CDATA[Politik]]></category>
		<category><![CDATA[Schweiz]]></category>
		<category><![CDATA[Shitstorm]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Stöckligate]]></category>
		<category><![CDATA[Ständerat]]></category>
		<category><![CDATA[Stoeckligate]]></category>
		<category><![CDATA[Transparenz]]></category>
		<category><![CDATA[Twitter]]></category>
		<category><![CDATA[Videoaufzeichnung]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=973</guid>
		<description><![CDATA[Ende November sprach sich der Ständerat nach früheren, mehr oder wenig erfolglosen Versuchen erneut gegen die elektronische Stimmabgabe aus. Dass dies nicht nur eine Absage an die Transparenz ist, sondern auch Fehlern beim Auszählen der Stimmen Vorschub leistet, macht eine in &#8230; <a href="http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Ende November sprach sich der Ständerat nach früheren, <a title="Öffentliche Abstimmungsergebnisse im Ständerat?" href="http://somepolis.ch/2012/06/offentliche-abstimmungsergebnisse-im-standerat/">mehr oder wenig erfolglosen Versuchen</a> erneut gegen die elektronische Stimmabgabe aus. Dass dies nicht nur eine Absage an die Transparenz ist, sondern auch Fehlern beim Auszählen der Stimmen Vorschub leistet, macht eine in dieser Wintersession erfolgte Auszählpanne deutlich. Nachdem das Malheur bekannt wurde, liessen viele auf Twitter ihrer Entrüstung freien Lauf. Wir haben den Verlauf von <em>#Stöckligate</em> ausgewertet und präsentieren im Folgenden einige Statistiken zur Anatomie dieses «Shitstorms».<br />
</strong></p>
<p>Die Frage ist gerechtfertigt: War das überhaupt ein Shitstorm?</p>
<p title="Feinheit's Shitstorm-Skala">Wir meinen schon. Und zwar <a title="Feinheit's Shitstorm-Skala" href="http://www.feinheit.ch/blog/2012/04/24/shitstorm-skala/" target="_blank">einer der Stufe 3</a>, mindestens:</p>
<ul>
<li>Andauernde Kritik von Einzelpersonen? <em>Check</em>.</li>
<li>Zunehmende Reaktionen der Community? <em>Check (wie die Daten unten zeigen)</em>.</li>
<li>Interesse von Medienschaffenden geweckt? <em>Check</em>.</li>
<li>Erste Artikel und Blogs in Online-Medien? <em>Check, und nicht nur online.</em></li>
</ul>
<p>Dass die Grundstimmung im Diskurs nicht allzu positiv war, müssen wir nicht auch noch erwähnen. Die Tweets reichten von belächelnd&#8230;<br />
<!-- tweet id : 276719292182048771 --><style type='text/css'>#bbpBox_276719292182048771 a { text-decoration:none; color:#1F98C7; }#bbpBox_276719292182048771 a:hover { text-decoration:underline; }</style><div id='bbpBox_276719292182048771' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C6E2EE; background-image:url(http://a0.twimg.com/profile_background_images/87280726/sertig.jpg); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#663B12; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>"Kindergarten!" - vor nicht langer Zeit hielt ich diese Bezeichnung f&#252;r den St&#228;nderat noch als unangemessen ... <a href="http://t.co/tmspinEA" rel="nofollow">http://t.co/tmspinEA</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 06.12.2012 18:06' href='http://twitter.com/#!/mhegi/status/276719292182048771' target='_blank'>06.12.2012 18:06</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=276719292182048771' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=276719292182048771' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=276719292182048771' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=mhegi'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/1179437695/8_profile_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=mhegi'>@mhegi</a><div style='margin:0; padding-top:2px'>Markus Hegi N</div></div><div style='clear:both'></div></div></div><!-- end of tweet --><br />
&#8230; über humorvoll &#8230;<br />
<!-- tweet id : 276828154188951553 --><style type='text/css'>#bbpBox_276828154188951553 a { text-decoration:none; color:#0099B9; }#bbpBox_276828154188951553 a:hover { text-decoration:underline; }</style><div id='bbpBox_276828154188951553' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#D3E1E3; background-image:url(http://a0.twimg.com/images/themes/theme4/bg.gif); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#666666; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Einer der <a href="http://twitter.com/search?q=%23St" title="#St">#St</a>&#246;ckligate-Stimmenz&#228;hler ist dipl. Mathematiker &#8211; sein Fachgebiet sei &#171;Random number generation in bicameral democracies&#187;</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 07.12.2012 01:19' href='http://twitter.com/#!/cloudista/status/276828154188951553' target='_blank'>07.12.2012 01:19</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=276828154188951553' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=276828154188951553' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=276828154188951553' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=cloudista'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/2205491731/verena_loewensberg_ohne_titel_1965_d5321525h_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=cloudista'>@cloudista</a><div style='margin:0; padding-top:2px'>Claudio Kuster</div></div><div style='clear:both'></div></div></div><!-- end of tweet --><br />
&#8230; bis sarkastisch:<br />
<!-- tweet id : 278076409770037248 --><style type='text/css'>#bbpBox_278076409770037248 a { text-decoration:none; color:#0099B9; }#bbpBox_278076409770037248 a:hover { text-decoration:underline; }</style><div id='bbpBox_278076409770037248' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#FFFFFF; background-image:url(http://a0.twimg.com/profile_background_images/34130574/Coffee-Cup__Small_.png); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#3C3940; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Da ist man EINMAL f&#252;r Video&#252;berwachung und dann ist's den B&#252;rgerlichen auch wieder nicht recht. <a href="http://twitter.com/search?q=%23St" title="#St">#St</a>&#246;ckligate</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 10.12.2012 11:59' href='http://twitter.com/#!/Ugugu/status/278076409770037248' target='_blank'>10.12.2012 11:59</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=278076409770037248' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=278076409770037248' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=278076409770037248' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=Ugugu'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/2720778424/faec441783be264cd611ba403c761c7c_normal.png' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=Ugugu'>@Ugugu</a><div style='margin:0; padding-top:2px'>Ugugu</div></div><div style='clear:both'></div></div></div><!-- end of tweet --></p>
<p>Wie unsere Analyse zeigen wird, waren bestimmte Personen und aber auch Institutionen (sprich: Parteien) besonders aktiv an der Diskussion beteiligt. Zudem zeigte sich, dass verschiedene Ereignisse im Verlauf der «Affäre», um dem Hashtag #Stöckli<em>gate</em> gerecht zu werden, regelrechte Peaks im Twitter-Volumen verursacht haben. Doch bevor wir die Daten sprechen lassen, hier zuerst eine kleine Rekapitulation des Geschehenen.</p>
<p><span id="more-973"></span></p>
<p><strong>Reptilienhäute und Handzeichen</strong></p>
<p>Am Dienstag, dem 4. Dezember 2012, wurde im Ständerat über die Einfuhr von Reptilienhäuten aus Indonesien abgestimmt. Dabei wurden aber gewisse Hände zu kurz oder zu krumm oder zu uneindeutig aufgestreckt, und es kam zu einer Zählpanne. Anstatt den 19 Ja-Stimmen wurden davon nur deren 18 registriert, in Folge dessen wurde die Einfuhr der Häute per Stichentscheid nicht verboten.</p>
<p>Aufgedeckt wurde die Panne dank eines Videos der <a title="Politnetz" href="http://www.politnetz.ch/" target="_blank">Plattform Politnetz</a>. Erst nach einem Ordnungsantrag von <a title="Twitter-Account von Roberto Zanetti" href="https://twitter.com/zanettiroberto" target="_blank">Roberto Zanetti</a> (SPS) wurde die Auszählung am 6. Dezember wiederholt; nur gab es dabei offensichtlich wiederum ein Missverständnis. Dies resultierte in einer erneuten, dritten Auszählung.</p>
<p>Langer Rede kurzer Sinn: Der Ständerat bleibt intransparent. Intransparent deswegen, weil es ohne Videoaufzeichnung reichlich schwer ist, nachzuvollziehen, wer wie abgestimmt hat. Der Nationalrat macht das transparente Abstimmen seit längerem vor, der Ständerat wird sich nun dank eines Antrags von This Jenny (SVP) erneut dieser Problematik widmen müssen.</p>
<p>Zurück zum Shitstorm, der — wie die Twitter-Daten zeigen — erst eine Woche nach der eigentlichen Zählpanne so richtig losstürmte. Nachdem Vertreter der SVP zu Beginn der letzten Woche die elektronische Stimmabgabe erneut auf den Tisch brachten, wurde <a title="Tagesanzeiger: Artikel über Videoaufzeichnungen" href="http://www.tagesanzeiger.ch/schweiz/standard/PolitnetzKamera-im-Staenderat-ist-nicht-erlaubt/story/20808385" target="_blank">nämlich plötzlich auch Kritik an den Videoaufzeichnungen von Politnetz laut</a>. Politnetz hätte keine Erlaubnis zum Drehen gehabt, diese bleibe dem staatlichen Fernsehen vorbehalten.</p>
<p>Ein Schlag ins Gesicht der Leute, die mehr Transparenz in das politische System der Schweiz bringen wollen. Dementsprechend hoch waren die Wogen auf Twitter, und besonders unter dem kurzerhand auserkorenen Hashtag <em>#Stöckligate</em> (auch #Stoeckligate) wurde wild gezwitschert.</p>
<p><strong>#Stöckligate</strong></p>
<p>Der Urheber von #Stöckligate ist uns nicht abschliessend bekannt. Geht man von unseren Daten aus, war es <a title="Twitter-Account von Claudio Kuster" href="https://twitter.com/cloudista" target="_blank">Claudio Kuster</a> mit folgendem Tweet:<br />
<!-- tweet id : 276460206966312961 --><style type='text/css'>#bbpBox_276460206966312961 a { text-decoration:none; color:#0099B9; }#bbpBox_276460206966312961 a:hover { text-decoration:underline; }</style><div id='bbpBox_276460206966312961' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#D3E1E3; background-image:url(http://a0.twimg.com/images/themes/theme4/bg.gif); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#666666; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Jenny, <a href="http://twitter.com/search?q=%23St" title="#St">#St</a>&#246;ckligate: &#171;Gerade bei umstrittenen Vorlagen ist Ergebnis sehr tagesabh&#228;ngig. Resultat kann leicht kippen.&#187; <a href="http://t.co/nmXEw1LU" rel="nofollow">http://t.co/nmXEw1LU</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 06.12.2012 00:57' href='http://twitter.com/#!/cloudista/status/276460206966312961' target='_blank'>06.12.2012 00:57</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=276460206966312961' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=276460206966312961' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=276460206966312961' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=cloudista'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/2205491731/verena_loewensberg_ohne_titel_1965_d5321525h_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=cloudista'>@cloudista</a><div style='margin:0; padding-top:2px'>Claudio Kuster</div></div><div style='clear:both'></div></div></div><!-- end of tweet --></p>
<p>Auf diesen Tweet antwortete <a title="Twitter-Account von Petar Marjanovic" href="https://twitter.com/petarmarj" target="_blank">Petar Marjanovic</a> (mehr über ihn weiter unten) folgendermassen:</p>
<!-- tweet id : 276460786124206080 --><style type='text/css'>#bbpBox_276460786124206080 a { text-decoration:none; color:#0084B4; }#bbpBox_276460786124206080 a:hover { text-decoration:underline; }</style><div id='bbpBox_276460786124206080' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C0DEED; background-image:url(http://a0.twimg.com/profile_background_images/678352026/3aaeaa5f2466a46111adaff5fa7647ae.jpeg);'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>@<a href="http://twitter.com/intent/user?screen_name=cloudista" class="twitter-action">cloudista</a> Toller Hashtag. Aber nun ab ins Bett. Erwarte dich morgen im Bundeshaus zum Kaffi!</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 06.12.2012 00:59' href='http://twitter.com/#!/petarmarj/status/276460786124206080' target='_blank'>06.12.2012 00:59</a> via <a href="http://tapbots.com/tweetbot" rel="nofollow" target="blank">Tweetbot for iOS</a><a href='https://twitter.com/intent/tweet?in_reply_to=276460786124206080' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=276460786124206080' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=276460786124206080' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=petarmarj'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/2729180922/8f0e01e86e837de34833d7c1520481cc_normal.png' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=petarmarj'>@petarmarj</a><div style='margin:0; padding-top:2px'>Petar Marjanovic</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>Dies bestätigt gewissermassen unsere Annahme.</p>
<p>Man mag darüber streiten, ob sich die politische Brisanz eines Auszählfehlers mit der Watergate-Affäre vergleichen lässt, aber das <em>&#8220;-gate&#8221;</em>-Suffix scheint sich in Social Media generell an wachsender Beliebtheit zu erfreuen. Und so verbreitete sich denn auch #Stöckligate ziemlich rasant, wie die folgende Auswertung zeigt.</p>
<p><strong>Methodik</strong></p>
<p><strong></strong><em>100 Leute haben wir gefragt</em>&#8230; nein, die Twitter-API haben wir gefragt und zur Antwort bekamen wir <strong>508 Tweets</strong> im Zeitraum vom<strong> 5.12.2012, 23:57 Uhr</strong> bis zum <strong>12.12.2012, 21:36 Uhr</strong> (Schweizer Zeit), getaggt mit <strong>#Stöckligate</strong> <em>oder</em> <strong>#Stoeckligate </strong>(Kleinschreibung eingeschlossen). Geht man davon aus, dass der Tweet von Claudio Kuster wirklich der erste mit diesem Hashtag war, dann deckt dieser Zeitraum die Entstehung, den Höhepunkt und das Abflauen des Sturmes ziemlich gut ab.</p>
<p><strong>Um was ging&#8217;s? </strong></p>
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" alt="" width="632" height="416" /></p>
<p>Aus dem Inhalt aller 508 Tweets haben wir eine Tagcloud erstellt und allgemeine Begriffe wie &#8220;Ständerat&#8221; entfernt. Bewusst miteinbezogen wurden Twitter-Accounts, denn so sieht man, auch welche Akteure in der Diskussion besonders häufig erwähnt wurden. <a title="Twitter-Account von Politnetz" href="https://twitter.com/politnetzCH" target="_blank">@politnetzch</a> ist promiment vertreten, denn deren <a title="Twitter-Account von Petar Marjanovic" href="https://twitter.com/petarmarj" target="_blank">@petarmarj</a> war es, der das Video filmte, das alles aufdeckte. Selbstverständlich ist von <em>Transparenz</em> die Rede, doch mindestens so prominent erscheint das Stichwort <em>Videoüberwachung</em>: Wahrscheinlich hat die oben erwähnte zynische Bemerkung von <a title="Twitter-Account von Ugugu" href="https://twitter.com/Ugugu" target="_blank">@ugugu</a> ziemlich viel Anklang gefunden.</p>
<p>Eine weitere wichtige Akteurin im Diskurs war die Piratenpartei, vertreten mit <a title="Twitter-Account von Piratenpartei Schweiz" href="https://twitter.com/ppsde" target="_blank">@ppsde</a>. Nicht nur verfasste sie die meisten Tweets (siehe unten), sie wurde auch sehr häufig in Tweets erwähnt, was wegen ihrem Bekenntnis zur allumfassenden Transparenz nicht weiter erstaunlich ist. Anders ausgedrückt könnte man auch sagen, dass sie sich gekonnt in Szene gesetzt hat.</p>
<p><strong>Wer und wieviel? </strong></p>
<p>Auf der folgenden Grafik haben wir alle Accounts dargestellt, die mindestens 5 Tweets zum Thema abgesetzt haben. Wie bereits erwähnt nimmt die Piratenpartei mit über 25 Tweets den Spitzenplatz ein, dicht gefolgt von <a title="Twitter-Account von Denis Simonet" href="https://twitter.com/SciF0r" target="_blank">@SciF0r</a>. Dieser Account gehört Denis Simonet, dem Pressesprecher der Piratenpartei.</p>
<p><img 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Hfavavo6GnP6kuvrIODz5CABPYmAZ0Be7NdrZUEtpJAnQisjgKgUm37z+togmUr3xbCOusZGGflqhqT8lmnGuRZhLRSR5IUlj/Llnfa/cvWY13vXfQ5GE7lVSYlK3MDsKe33Bdf5lGonQZ13oV6sk30Btnf235mlXtdz1mUTe7DGVA7Tdhf/4u/+IsL7UWf975VZXfec9f1+azj+db1jrbn3Ote9zrlz2VExrwyYUSzEk+egWn3oi9qY3nZ+pTOC747zdE17bkcm5irftZudQdOqzoih6irTV91ToxyCxnvxolWRnDRt2Y5Nzato/vSK5tuB58vAQlsLwGdAdvbdpZcAnuOQJ08j1UejOf6p57MEeI9L7R+XbAIr62Tn80zFtgrjzHKaQGEDTM5LX/WVbahP+drv/ZrTyki2eJzlf/GIC4NHQyprIzXyQPLXAE8a15UxaKM1vWcRd+X+5BtDMu25G0YW8jQqmHnq8jusuUf+v0wiCOu3G6CQ7F00OE0ycV9fFb+ra2eRKiw1YFIgTadQPuV0SebZjUrWmHd725LprjsKQ+rlInIg9JxiG6mf6BP0LtEZJRXndMln3Wlo/vSK6uw9TsSkMA4COgMGEc7W0sJDJ5A2x5WMl1jPNc/bceu1Stdm6pw/W5Wpssw9fq9JPxa5BSDTZV3SM+tQ4Yx8jGOMPTLSAtWKet7s6JW5wto2zaySp0x3lbZ5lG/ax3Poe7s065PPci7Ena+rANsWdldhePQv0N4fBxxpczBtHTQlZ/x70VPQKD+yBFOgbbTQhbJR7Iuhv/wD/+wrkfNfQ7bOWrnA3p7WRmd+6KWG775m7/5lL/SlkQqoHfLdqR8bdEK26Cj16FXVmHrdyQggb1PQGfA3m9jayiBrSAw7yiueZV417veNe+WXX/O6lG9PaCeiJYvIVFbnZiO47/qkPVdF2yLHlAbDBhHtYGEMVU7WGDZllOijhKpz5BnEj1tm0D59zp53bqes2rTUC8Ml2c+85mTI/Dq4wSRwxtvvHHhxy8ru20P3m2SvoULu8EblzkKri7GskftcYRhn9e0hJybKlNbYsc/+ZM/2dTrJs9FJ5RHS05rIxxrdVJFvt+1ju5br2y0MXy4BCSwlQR0Bmxls1loCew9AvUWgWVrWGfLXvb78+5nBbte4W/L5F07A8r/59iuee/ay5/Xx/cRSlzmDijDq8t/szJbOw3ackrUe59XXZlc13N225Y4BcjozhGD9UpzyW3We1aR3WWcAV2udu+WJywJ48fBUl7s9+fv+Sk/417+TrRGn1edXLItQirla0s4Wcr0Ms9atM4kdqxPV6CMGNybutAfpYP28Y9//E77pt1w+k3LX1CXbdM6eih6ZVPt4XMlIIHtI6AzYPvazBJLYM8RaNsiMG81l8l7ff3lX/7lxtjUGdgxVNuOrJtVgLZz0NeZJX5jlV/jg+s9/kRO1PkC8rraYKnboC1TOWeGlxfPX2Wf9rqeMw3dKlnP65XmRcPAV5Xdet97W/QNIdZdr0DvVhzbtoMQicLf2z77si/7ssnfyygU6k0egVnOprbIjVr+2+oyTTZqmeS70/bl//mf//kpj65PHljmWfTPRff/kyS0jmJB/lZ1ys1r6/ooTu6nrdDN/Cy79WedOrqtHTetV+bx8nMJSEACNQGdAcqEBCTQO4E6A3TbXtu6kEze65DQ3Z4qMA0EE+Ha4MFAaEtuWCa4q0NC67wGOALqBFe9N8aGC8DqYVvIe15brpzVhlO9RWOaUVc//w1veEPTtg0F/qwMYtjVnyNf63jONJxEwiAr/JTOEJLUkQCtrby1cVk7S9retars8ixkvLzoAxjAlA1ulLPeBrNh8Vnb48vM+nU71y9pkzPqzar3i1/84kliQXjgdOIHPnCqE43ynrZjEev3TZONNplkXz5tHGMbmaY89bvZ019ebfqTZ7GdJPVIG7P/fpmcLOeee+4p76LfdrGNi5fiRK5Pa+H/MKqTj3L/JnV0WztuWq+srYP4IAlIYDQE7nhScT5vNLW1ohKQwCAJXHXVVaeUi/D7RVZ09u3b17z73e/e+e6HP/zh5pxzzmmyusNk9tixYzufP/ShD23uec97nsaA4+re/va37/x9//79p6z6v+c97znlOdzIe/lO/XOPe9xj57t3uMMdTnEiUJZPf/rTk0kpZXvVq17VfOITnzitPEzcy1XIddWDFy36rEUEpebGd84///y5X+XYtrLdyi9893d/985/aUfatI0Re/y/5mu+pvVdOBTe+ta37nzG9zFkr7322ua2226bGCavfe1rJ0bD2972tgZnFLkfatlY13MoCHUpZZF3UkZ+MMC+7du+bdLmJEhkJZXyUncS3tFm/K3cG80z2QN9t7vdbSbvVWWXh2Io3XDDDac8nzpQNrhRPi6ccmUbtfWzReVu0ftoy/Ka1renweEoy8ggIeRllA+Gb6kP2mS6lEuMXXjAih/4lG2dMvy7f/fvdnRTWa5FZYPv1DLJ3yjrddddN5FvZLp0mvE5eToe9rCHnYYCXUW5ywsmqUfZxrVOnNVOd73rXRtWwOskjHDms1yLtPW8ezhasOzrPBv29Q+MuA/9y6kmGSPWpaOX6ePr1CszO78fSkACEliAgJEBC0DyFglIYHME2lZAF80Q3xYmvmg46+Zq9IUnU746YV6ZtTx3dnkEWBf1nveOtnbjO20RIdOOAquPKSzfyepbvXc5n7Oiu2hY+7qew7vnJZ9LYrtypTJZ7FmBrg08EqJN4ziP/6Kf45CbF6VDvX7gB35g0UcO5r4yvLyOgCgLOa1vPvzhD1+4LjBiW9O0qIBFZYMXIpMkIV30ovxtifP4Pg6QaSdW1M9fdksUfOp6zcpxsGh96vvgMe9o1/I79Ukc69TRi7bjOvXKqtz8ngQkIIEQ0BmgLEhAAr0SqPdVMrGrM8RPK2BbqGt5jnMdAjotk3j99/p7s4yFumz1d5mIT5twU9dnPOMZTZ0Ir37GuupBWRd91iJCUXNb1KnRFirL++573/ue9to2g5dJ9zxDmL3L0857L19C6DbGVZ3YMPes6znU+SlPeUqrUwBuMRSJUJhloFFenjMtIVoNcDeyy7Mw6qY5VignCdsoe2kItfWzReWuvo+V37arlrW2PfCLyDD31FFIZULEaRFKyAXtMMsQhQmMSDw46/jRRWUj9UFW58l25HqaIyDPQo6ox7StEpG32hmwSHvW78ahVeZIWeQZ8+5hi03pZMB5lSSQ1Iu+XTu0KEe57WEdOhqey7TjuvTKojLufRKQgASmEdh34uQlHglIQAIS2DwB9uKyIomBw88i+4c3X6pxvAH2OJ4Iu8dwvPOd77zQVpSazjqeUyY0xHCeJgfluwgtnnVvF61IeTCUKcsi23i6KNNQ3rGutlpUNsp68x2OfUS+cf6sKicY6mUuBQzxRR2zfbQD5f3FX/zFnVfjuODUjbaLvCBlfgucOPVxonxvXTp62XZch17pow18pwQksP0EdAZsfxtaAwlIQAISkIAEJDAqAmwJI+lhLqIwpkXMkEuhjCCYde+oIFpZCUhg9ATcJjB6ERCABCQgAQlIQAIS2G4CZO9vO8KQvDR1voJZ2za2m4Kll4AEJLAcASMDluPl3RKQgAQkIAEJSEACPRMgtP6Xf/mXTysF+SSyvYFtLXXC0FlJFXuukq+XgAQk0DkBnQGdI/eFEpCABCQgAQlIQAK7JcCxnK973esWfoyOgIVReaMEJDASAjoDRtLQVlMCEpCABCQgAQnsNQJECNx4440NJwvUR3CmrpwowHGk804h2WtsrI8EJCCBeQR0Bswj5OcSkIAEJCABCUhAAoMnQM6A8njZVU9WGHxFLaAEJCCBNRHQGbAmkD5GAhKQgAQkIAEJSEACEpCABCSwLQQ8TWBbWspySkACEpCABCQgAQlIQAISkIAE1kRAZ8CaQPoYCUhAAhKQgAQkIAEJSEACEpDAthDQGbAtLWU5JSABCUhAAhKQgAQkIAEJSEACayKgM2BNIH2MBCQgAQlIQAISkIAEJCABCUhgWwjoDNiWlrKcEpCABCQgAQlIQAISkIAEJCCBNRHQGbAmkD5GAhKQgAQkIAEJSEACEpCABCSwLQR0BmxLS1lOCUhAAhKQgAQkIAEJSEACEpDAmgjoDFgTSB8jAQlIQAISkIAEJCABCUhAAhLYFgI6A7alpSynBCQgAQlIQAISkIAEJCABCUhgTQR0BqwJpI+RgAQkIAEJSEACEpCABCQgAQlsCwGdAdvSUpZTAhKQgAQkIAEJSEACEpCABCSwJgI6A9YE0sdIQAISkIAEJCABCUhAAhKQgAS2hYDOgG1pKcspAQlIQAISkIAEJCABCUhAAhJYEwGdAWsC6WMkIAEJSEACEpCABCQgAQlIQALbQkBnwLa0lOWUgAQkIAEJSEACEpCABCQgAQmsiYDOgDWB9DESkIAEJCABCUhAAhKQgAQkIIFtIaAzYFtaynJKQAISkIAEJCABCUhAAhKQgATWREBnwJpA+hgJSEACEpCABCQgAQlIQAISkMC2ENAZsC0tZTklIAEJSEACEpCABCQgAQlIQAJrIqAzYE0gfYwEJCABCUhAAhKQgAQkIAEJSGBbCOgM2JaWspwSkIAEJCABCUhAAhKQgAQkIIE1EdAZsCaQPkYCEpCABCQgAQlIQAISkIAEJLAtBHQGbEtLWU4JSEACEpCABCQgAQlIQAISkMCaCOgMWBNIHyMBCUhAAhKQgAQkIAEJSEACEtgWAjoDtqWlLKcEJCABCUhAAhKQgAQkIAEJSGBNBPadOHmt8qzrX3SgueyaU7959qW/1hy+6MzWx11/5cHmsjd94VX79l3YvPDIs5rzVnm535GABCQgAQlIQAISkIAEJCABCUhgZQIrOQNufu2h5pKjB5pXHn58c9btrz5+9aHm4qtubE53CFzfXHnwuc01zQWF8X+8ufrQJc3hY/ubQ6883EzxH6xcKb8oAQlIQAISkIAEJCABCUhAAhKQwHQCK20TOOvxh5ujhSOAx5950eXNpWfva44dfnVzffG+41e/4qQjAKO/jAI4s7no8kMn/3qsOfzq8m6bSgISkIAEJCABCUhAAhKQgAQkIIFNE1jJGbB4oY431x051jT7DzaPqHcPnPmI5uD+k0+65s2nOA8Wf7Z3SkACEpCABCQgAQlIQAISkIAEJLAKgTU6A25ubjpp9zf777ezdaA5fl2DL6C5/1nN6ZkEzmzOuj9Ffn9z8/FViu53JCABCUhAAhKQgAQkIAEJSEACEliFwJqcAckLcHI7wOUXtRj+qxTN70hAAhKQgAQkIAEJSEACEpCABCSwCQIrJRCkIJMkgodv3CnTvn1nn54M8PjVzaFLDjcnP2g9ZYATBp57zXqTCF577bXNLbfcsglWPlMCEpCABCQgAQlIQAISkIAEJDAYAmeccUZz/vnnr1SelZ0Bp73t+iubA5e9qdl39qUnTxm4PTrgdmfAsQte2Bx51umHCG7CGbASBb8kAQlIQAISkIAEJCABCUhAAhIYEYE1bRM4Sey8ZzVHr7iwOXHjVc0Lrl4mCcD9m7NOTygwoiawqhKQgAQkIAEJSEACEpCABCQggW4JrM8ZQLnPul9z9r6TxwvedPPna3HmWc3ncwTe3JzuHjje3Pz+k5+VCQe7rbtvk4AEJCABCUhAAhKQgAQkIAEJjJLAep0BN9/U3HjixEn7/qzbYZ7XPPKCk/88dqS5rvYG3H7SwP6DjzDh4ChFz0pLQAISkIAEJCABCUhAAhKQQF8EVnAGXN+86MCB5tBrb1/9T8nJD/DcayY5Ay6/6Atx/+c94VCzvznWHH7B1UV0wMnTB04mFjy2/9Ap9/YFwfdKQAISkIAEJCABCUhAAhKQgATGRGC1BII3v3ZySsAXzhL4PLKzL/211lMDmubzRw++6WTUQK59F17RmlRwTPCtqwQkIAEJSEACEpCABCQgAQlIoA8CqzkD+iip75SABCQgAQlIQAISkIAEJCABCUhgLQRW2Cawlvf6EAlIQAISkIAEJCABCUhAAhKQgAR6IqAzoCfwvlYCEpCABCQgAQlIQAISkIAEJNAXAZ0BfZH3vRKQgAQkIAEJSEACEpCABCQggZ4I6AzoCbyvlYAEJCABCUhAAhKQgAQkIAEJ9EVAZ0Bf5H2vBCQgAQlIQAISkIAEJCABCUigJwI6A3oC72slIAEJSEACEpCABCQgAQlIQAJ9EdAZ0Bd53ysBCUhAAhKQgAQkIAEJSEACEuiJgM6AnsD7WglIQAISkIAEJCABCUhAAhKQQF8EdAb0Rd73SkACEpCABCQgAQlIQAISkIAEeiKgM6An8L5WAhKQgAQkIAEJSEACEpCABCTQFwGdAX2R970SkIAEJCABCUhAAhKQgAQkIIGeCOgM6Am8r5WABCQgAQlIQAISkIAEJCABCfRFQGdAX+R9rwQkIAEJSEACEpCABCQgAQlIoCcC+06cvHp6t6+VgAQkIAEJSEACEpCABCSwUQKYO5/73Oeaf/7nf25uu+22U961b9++5k53utPkh3+v6+J9eWf9zDve8Y6T9/HbSwJ9EtAZ0Cd93y0BCUhAAhKQgAQkIAEJbIQAToBPfepTzd/93d81f/u3f9t8+tOfbj7zmc+c8q4v+qIvau52t7s1X/7lX97c4x73aO5+97s3d7jD6sHTPJ/3/c3f/E3zyU9+svmHf/iHplx75dl3vetdmy/7si+bvO+e97xnc+c733kj9fehEphHQGfAPEJ+LgEJSEACEpCABCQgAQlsFYHPfvazzYc//OHm5ptvnjgE+H9plBMFUP4fgxxHwJlnntnc5z73ab74i794qfoScYDD4f3vf3/z13/9182tt956WhRC+UCcArzj3ve+d/N1X/d1E6fAbpwQSxXWmyVwOwGdAYqCBCQgAQlIQAISkIAEJLBnCPz93/998773va/5yEc+MokEwPDH8P6Kr/iKyYo80QD8jc9wFLCKnxV8PjvjjDOab/iGb5jcu8jFdoAPfehDzbFjxybRADgZeD4RAKz+8/sud7nLxEFA2YgciLMABwCRCfv37584Bdw6sAjx9d1DO9B2yALOINog20X4G04k2q7r6A3k8S//8i8nW02Q26/6qq/aiLNIZ8D6ZMknSUACEpCABCQgAQlIQAI9EsCwf8c73jFZncfQxhi/3/3u13z1V3/1xAnQdv3TP/1Tc8sttzQ33XTT5Hus8vO9Bz/4wc297nWvmbkE+C5OACICYjjynfve976T75IbAOcAz6Q8GJrkLvjEJz7RfPCDH2w+9rGPTb7HfWeffXbzgAc8QIdAh/JDe7/tbW+bOANwyjziEY+YtBPt82d/9mcTp81XfuVXNt/0Td/UfOmXfmlnJSOq5V3vetdENr7ma75m8v5p8rubQq2+IWY3b/W7EpCABCQgAQlIQAISkIAE1kgAw+2d73znZKUf4/prv/Zrm4c//OGT0P9ZhhSfce/DHvawycowq8Cs3mOMkWdg2oWBjwMhjgCiD77xG7+xeehDHzoJ/6cMGHOJGuA33+HvfP5t3/ZtEwcARiYrwDfeeONkWwP/9uqXwD/+4z9OnDY4chIh0G+JNvN2nQGb4epTJSABCUhAAhKQgAQkIIGOCGC4sUKfiAAcAFnNXeSUgIT1P+hBD2q+/uu/fuIQwKnAdgNW/9suVo/jCPiSL/mSydYCIgJKxwPPePe739285z3vmUQssC0hF+9gewDfY1U6dSBawAPfOhKcKa8hhwMOG6I7iCqhfffipTNgL7aqdZKABCQgAQlIQAISkMCICHz84x+frMBzsecfI3sVA47v3P/+958kESRc/KMf/WjzV3/1V6cZ5zgIcAQQjYBRz3fOOuus0/Z1s6rMPRj3fIcV5/JKBANbGXAikFPg+PHjk+949UeAPA9EeXzrt37rZJsJeQP24nXH55289mLFrJMEJCABCUhAAhKQgAQksPcJYHCzgs8qPCvs3/zN3zw5KnDVCwOdZHJEGbBNgBV7Voiz4o9hT3I39vxzEQ3AXv+2JHOE/HPKANsD2A7QZljidCBZIfXgXhwB3Mvf5kU1UBbuJ+cBkRE4Evg3z6K8ZZm4l/rg3GB7A1sS+DcOCN7DveWJBkQ+8Lw8i60TvIPvwZqLrRHwIZoh7+c+GGJA1+VPWWHHD+8nWR7vTWJHnsszce5QFy4+x+GTrRS8n2SLvL9+B04XPqecOGx4DnVJPShbvoNzhjLQTrwfhw6fZXsHMsBnOAcoQxiSnJL6Igc8m3uo7yIJIJEFmPOMD3zgAxPGeQb14RlEkMCUe5Fp5IFyUh9+U5d1JDbUGbCqlvB7EpCABCQgAQlIQAISkEDvBDD8MG4xAjG2y4zwGJUYwPwkUV8MXgw7DFE+y0p8DEUMYww8DDJ+EzaOUYahyHt4H0YvRtoDH/jAyWflhRHH59yL0cYPGeEx9ChTbXjnqEESx+U7JK6bZ1xS/j//8z+fGJXUg+9iaKbchLpzUR6MaXIq8A6MTb7LvRi83M+FAyJGLw4WDHaey728g3v5N3XDgKV8MVJxZPAZvzlVAYdKGZ3Bc9guwXP4PgYt76dcfAdGYYyRTs4GIjPiJMEQ5nvl+/kO74lxz2c4DCg75eP//FAe6sj7MOzjRJjmDOA9cA1HMvrTZtSfbR84AXguvHk2TgueO88JRTtwLxx4Rtoh5YMnsgarOAOoWyJfIsv8n7okSeWqnVBnwKrk/J4EJCABCUhAAhKQgAQk0CsBjCuMUVZZMWIJ68bQ48JQw6DDcMcAxgjD+MNow+jiO3/xF38xMcowOjH0MPgw8DHAMDRZtcWJgMGJkcY7MMhYdcaBwJYEIgPKFXXejZGHMcuzSyOZ9/AZRnfKGYC8D8cGz8dRgSE/Lzyd51MWLpIgUhYMV1a5qSMOCOpCGagr76asGK0YktQXTtQRg5S6x7GRsuIMSa4DOHDxN34oL9/jXXyPv9EmGPCpQ05QyHGPvJMM+azCJyIiDgd48jnliWOE8vF+3sH7eS7vwanCZ6kvf8NhABM+yzGRfIcy8Tfan2dzWgTvmeYMyN/5DvICRxxF1AFDnH/jeII5ckEdYTfPGUA93/ve907ag+/wXZw+lAVm1JEtKqUzgDryQzmoUxIbUkaYL3oEZltHNWdAr+rLl0tAAhKQgAQkIAEJSEACqxLAAGSFNuHUMWT5P4YbjgBWUDG8MQJZlcZ4xtDFUYBhh3GMccdKLIYa93Oxqh1Dkr8lyz9GGIYbV1b76/LzOQYd36t/svWg/g7GYY4y5B3z8gZgFLOCnRMKMLAxTjGy2e/OSQU8k3LjMIkjgIR4HJtIskR+k2wRBvDBQYKxWV48H2M1JyXw3DgpuBcjmK0ZnKKAgRzHCGXLszB+Yc1FHXkGERzcT7kxguGS7Qfl+3kGRjbP54dy55g/2OY7MMOBkJB/ykQSSX74N8Y0deF+yrZskkaei+OD7yEbcIsDBo5wnXXxvURBcB+OAJxXyU1AGeO8KZ8DT1hx+sRDHvKQyT1cPA8H1rL1OOXZq3Y8vycBCUhAAhKQgAQkIAEJSKBPAhh3MZoxGEtDFMMQIxPj8Tu/8zsnZ8hjGGLEYRxjfGLAnXfeeZMfDC2MOoxGLp4V50J51FxW0jG0F9nXvwwfjEzeiwGMcT7vyr58yoTzI9EP1DsGO2WP04C/YVhSblaZqR8r0TGus0JfvpdnkSARw5f7WMnO/TyPZI1w5G9EMyTiIVECGKs4AyhjtkNQN5wTlA1HDO/gPgz12riljJy4wHtpG6IH+DfP4h1x1GAY44ShXSgH92SLBv/OlomE9iM7y1w8N3kjKDuOI95JXer8DG3P5X1sXaB+lJ1TK2DGd2l3+CKb9YXxj/OENiOiAdY4Z3Ls4TJ1qO81MmA39PyuBCQgAQlIQAISkIAEJDAIAuWRfjHeMTRjsGOkYoBheCaMHeOKezDOMMSyFSAVakuCl89i2K6z8kkgt8gzMU4x5FM/DOm3ve1tzdvf/vadiAieg7EaxwJ1jbOjrGPYYbDWTgjeUybdo97JZZDPSiZ1Qj+eiQGe8H62Xrz1rW9t/vAP/3Dyg1HNO/m8bZU7kRt5B++O04T7cZwkKR/3xIlT5lugTHHs8B3et6wzgOchI7QRz8DZ9Cd/8ieTIyPZmjDtCMqUm/flNAnKWLfDtDbnvWVd+O68xJKLyM+E1aI3ep8EJCABCUhAAhKQgAQkIIFtIoDRVhp9+TfGVELoS2OtNkZ3E4K9Cqdl30c0BAkM2RpQhsEniR4r57WR3WZIrsu4bKtz+f6cWkBZ84ORTj1wxPB71bLMM+7L56b9l2kjvkNUAmH9OGFwoOAAIBqDfAw4OeZdZfuuWs9571jmc50By9DyXglIQAISkIAEJCABCUhgUARiVJV77BN+zQowuQD4TTj5n/7pn05CtXOMXbKys7qMAc0qdfmcRBC0VRjjk3wFbVeMzdrg4/91ssHy+7w7uQkWgcyz2INPGP3DHvawnaMLeUYSALKqnHfy9+Q7yPPLyIFye8Ei71/knrLOlIMcAdn/X/5mmwZGdn3VzoxsDeF3IhN4bo5RTCRC6RzIyRE8m3tnRXzMqhPvoIxsN3n4wx++k+8ApwDOgDI6oM0JkxV+PpuXE2IRtru9R2fAbgn6fQlIQAISkIAEJCABCUigFwIJGefl7EuPIU3ofM6Mx8g/evRo8+Y3v3niGMAYJtybVWhC69/ylrc0R44c2cnyHiOS38miz+o1hiDGJ2HiOBOyF75tNZ9VbvIUkN2/dAiw9/7bv/3bJ3u/2y4cFknYV257mAaX+wk9x8Clzg94wAMmOQH4f4xmypsTEjBWc1xfsv7jEIlTg/vqUw5227A5BYDfCedPEj6iAwj5jyHf5iihjhxxSFtQfsqLQ4dn8UzKnCP5ciwi7cz9OfUgR/dRl5wYMcsp01ZnysxzKAPPoI2JEkhCvzLPA++/4YYbmt///d+fbCFIWXPyAP/P1oJszaBeORlit8wX/b7OgEVJeZ8EJCABCUhAAhKQgAQkMCgCpTGY8+cpIAY4hjch9CSOw2BkBZ0VXQx0EsqRvT3J9Dg1gMz2JBDEOOXieRiiGI0xOPk7xnIMZoy+Ovs+96RcMXIDjRXpHG1Yg8RwxSCMoTzPKOc+HB1/9md/NjlSjz3sGJjJMM8+/xjaOX6PsrKCzUkKnKyQ30QH5Mg/vrfuCyMYZwVlhhnJDj/0oQ9NTi+gzPyfqA0SGNYXxjJ1o57vec97JmUujzrk2Vw4d7LNgM+5lzoeO3ZscswjSRRpS1jgjFk2TB92POed73znxDlBmWCJg4CLtsWBk9MbcE7xzjhfeB9yF0cSSSwpIydesM2A+rHlYNmtIrtpK50Bu6HndyUgAQlIQAISkIAEJCCB3ggkoz/GOkYjxlmiAzDIyXTP8W2Eo/ObiICs8GOYfcu3fMvkM0LUc2Qdz0yCOIxkjHKcBTEec+QghiWGYNtxeKsA4Tl5FgZuTgOY9SzKwHdwCmCkYlTy/4TjU27+TQZ6stXzb1a2McS5l99Z6cZJwp74ZY3kReqKA4TkjclrgBPg3e9+96TM/M4RkG2GcLLtw5ry5uhH/k57JhEf/6e9cTpwYYyz7QM2/JsLrpRjnqOlrU6RC4x72OEYwNGA04h3E4kS58+0/AQ4IdgmgcMFeaU+ODeICKAdkuRwEabruOeOzzt5reNBPkMCEpCABCQgAQlIQAISkEDXBDDAWAnGWGQLAMZgjKrsKcdYKzPip4w4DHIsXBk2zoouhiTPw2lQGnrZ980qPp9j1GHk1VEAvINVcFbqcxFSToRCbXBjCGJgYrTibMBgnZdMj2fgBKFeyY7PvykLURFxfPBu/s7z4jTJ8XY4HHAAYETjLCijAngmq+E4FCg35Uq5k3eAZ/JZHBc57i5h+zw72e/5fjjl2EGex995BpEZrNpzP+9m5Z3fGPvUh9+8lzJi1JMngaiPst3yjhxVSHlyogQ8qGfp2MlWCe7h3ZQjRj97+mlT/s5PthfweU4/4G85+i9loTyJEKDMvDcnPlAumMUpAl+ekW0tOGTiKOD9cEX+4Fbnfchn2XqwSr/bdxLQiVW+6HckIAEJSEACEpCABCQgAQkMgQB7yAkzxymAsU24/yqh4JhGrDyz6ksYN8Yl0QOsrJcGPMYsR8oRLs7fMWQxTusVZ57DynRMLrYpsK+/fBYGLmHyhLRzH8Yj9y0SGRD2dcb+eav75f3L7p1fR3vPKy9t8Ed/9EeTtsBQpg0wovO9Rcq8yTqu69nJT7FIfdbBvX6GzoCTRM594ks3wXbyzBte/rSNPdsHS0ACEpCABCQgAQlIQALNZHWeUHOMbww1VqQxulnRnWcYl/xYmSf0m1Vpnnn22WdP8g607aNnf/tb3/rWiQOCz3EIsPJcOgTYE87z4gwg4RzPTJlI/ke5cSqwEswqL4Yv5R7zNc0ZMGYmm6i7OQM2QdVnSkACEpCABCQgAQlIQAKdEWBllRV1Qt0xvNnXzX50fi9yVB+GPyH9OBPYx83/CfvGuJ+WUI+tCBj3hHwTNk4SP/Z/s8UgK75EFGDc5yd78pOZnv3yfA9HAE4EHBhJiNcZPF80WgJGBpxseiMDRiv/VlwCEpCABCQgAQlIYA8RYEU5ifFwAmCos6ebUwMwstmzXUYKsGebXAMkHiSTe47YwxFAqH6S0U1DxDuIIiC/ABECOCXYk85Z9CSKy5F+eSdOACIK2ILA93g3jgMcASQwxKHRV8j4kMSAiAm2fcCHdqMtuk6uNyQemyqLzgCdAZuSLZ8rAQlIQAISkIAEJCCBzgmwSo9xzx58nAMY2xjjGNzsO89efPbqY2xieGKkcw/OA5IFEvK/zJ59MvgTFUDuAhwESdDH83AOkCSOJIE4AnA4JHKAv5PjYJUtDZ2D7fiF2ZdPuyyz1aPjYm7163QG6AzYagG28BKQgAQkIAEJSEACEqgJYEiSxR+nAAY6Bvi07QJEC2C0swLNyjzG+Sqr8zgV/vIv/3KyNQEnQzLO12XDsMUJgGOCbQREEJCo0EsCXRPQGaAzoGuZ830SkIAEJCABCUhAAhLohAAGOYY5+/iJEsBgLy+iBVi5ZzsAvzkSbjcXK/68h/cRBcDWgfLwNpwMhLvzrhwxt4rjYTdl9LsSCAGdAToD7A0SkIAEJCABCUhAAhLY0wQwyIkMqKMDiAqo8wisAwTvwzFAToLyIiog71zHe3yGBHZDwNMEdkPP70pAAhKQgAQkIAEJSEACgyeAEc6pAOQBKH/42yb2o8for99H5AHOAC8JDIGAzoAhtIJlkIAEJCABCUhAAhKQgAQkIAEJdEhAZ0CHsH2VBCQgAQlIQAISkIAEJCABCUhgCAR0BgyhFSyDBCQgAQlIQAISkIAEJCABCUigQwI6AzqE7askIAEJSEACEpCABCQgAQlIQAJDIKAzYAitYBkkIAEJSEACEpCABCQgAQlIQAIdEtAZ0CFsXyUBCUhAAhKQgAQkIAEJSEACEhgCgX0nz8A8MYSC9FmGc5/40o29/oaXP21jz86Dt738GwfkCyQgAQlIQAISkIAEJCABCUjgFAJGBigQEpCABCQgAQlIQAISkIAEJCCBkRHQGTCyBre6EpCABCQgAQlIQAISkIAEJCABnQHKgAQkIAEJSEACEpCABCQgAQlIYGQEdAaMrMGtrgQkIAEJSEACEpCABCQgAQlIQGeAMiABCUhAAhKQgAQkIAEJSEACEhgZAZ0BI2twqysBCUhAAhKQgAQkIAEJSEACEtAZoAxIQAISkIAEJCABCUhAAhKQgARGRmBlZ8DNrz3UHDhw4JSfK69voXf86ubQwYOn3ct3Dx66ujk+MuBWVwISkIAEJCABCUhAAhKQgAQk0DeBlZwBOAIuOXqgeeXRo83R23+uuHBf86bLDjSHrm4378++9Nd27s13jhy+qDmzbwK+XwISkIAEJCABCUhAAhKQgAQkMDICKzkDznr84ebo4cc3ZxWwznvWC5sL9+1rjh25ztX+kQmR1ZWABCQgAQlIQAISkIAEJCCB7SKwkjOgvYpnNffbf/KTYzc1N28XA0srAQlIQAISkIAEJCABCUhAAhIYFYE1OgNubm46dpLd/vudEjEwKppWVgISkIAEJCABCUhAAhKQgAQksAUE1ucMuP7NzZtOnGj2H3xEax6AG6+6+JQkggdbsw1uATGLKAEJSEACEpCABCQgAQlIQAIS2HIC+06cvHZfh+PN1YcuaQ4fu6B54ZFnNefNe+D1VzYHLntTs2/fhYvdP+95xefXXnttc8sttyzxjaZ5yRs/utT9y9z89O+59zK3r3Tvtpd/pUr7JQlIQAISkIAEJCABCUhAAiMncMYZZzTnn3/+ShTW4gy4/sqDzWVvOtFceMXR5llzPQG3l/N2hwCnDBy+qN8zBc594ktXgrfIl254+dMWuW1X92x7+XdVeb8sAQlIQAISkIAEJCABCUhAAksT2PU2geNXH5o4AjDqF3YEUMyz7teczekDN5lucOlW8wsSkIAEJCABCUhAAhKQgAQkIIFdENiVM+Dm1x5qLr7qxmbfhVf0vrq/CwZ+VQISkIAEJCABCUhAAhKQgAQkMCoCqzsDrn9Rc8nhk46Asy9tXrlUSMDn+R6/7khz48l0BRc8ctF9BaNqFysrAQlIQAISkIAEJCABCUhAAhLYGIHVnAE3v7Y5dNk1TXP2oeaVhy9qPT0gJSafwKGrj59agZP5AhJRsIIfYWMwfLAEJCABCUhAAhKQgAQkIAEJSGAMBFZKIHj9iw40+AKmXackBTx+dXPoksOTKIDyWirZ4IZbYtsT8G17+TfcvD5eAhKQgAQkIAEJSEACEpCABCoCKzkD9hrFbTemt738e02erI8EJCABCUhAAhKQgAQkIIGhE1htm8DQa2X5JCABCUhAAhKQgAQkIAEJSEACEphKQGeAwiEBCUhAAhKQgAQkIAEJSEACEhgZAZ0BI2twqysBCUhAAhKQgAQkIAEJSEACEtAZoAxIQAISkIAEJCABCUhAAhKQgARGRkBnwMga3OpKQAISkIAEJCABCUhAAhKQgAR0BigDEpCABCQgAQlIQAISkIAEJCCBkRHwaMGTDb7tR/NZ/um99oaXP21kXdrqSkACEpCABCQgAQlIQAISmE/AyID5jLxDAhKQgAQkIAEJSEACEpCABCSwpwjoDNhTzWllJCABCUhAAhKQgAQkIAEJSEAC8wnoDJjPyDskIAEJSEACEpCABCQgAQlIQAJ7ioDOgD3VnFZGAhKQgAQkIAEJSEACEpCABCQwn4DOgPmMvEMCEpCABCQgAQlIQAISkIAEJLCnCOgM2FPNaWUkIAEJSEACEpCABCQgAQlIQALzCegMmM/IOyQgAQlIQAISkIAEJCABCUhAAnuKgM6APdWcVkYCEpCABCQgAQlIQAISkIAEJDCfgM6A+Yy8QwISkIAEJCABCUhAAhKQgAQksKcI6AzYU81pZSQgAQlIQAISkIAEJCABCUhAAvMJ6AyYz8g7JCABCUhAAhKQgAQkIAEJSEACe4qAzoA91ZxWRgISkIAEJCABCUhAAhKQgAQkMJ+AzoD5jLxDAhKQgAQkIAEJSEACEpCABCSwpwjoDNhTzWllJCABCUhAAhKQgAQkIAEJSEAC8wnoDJjPyDskIAEJSEACEpCABCQgAQlIQAJ7ioDOgD3VnFZGAhKQgAQkIAEJSEACEpCABCQwn4DOgPmMvEMCEpCABCQgAQlIQAISkIAEJLCnCOgM2FPNaWUkIAEJSEACEpCABCQgAQlIQALzCegMmM/IOyQgAQlIQAISkIAEJCABCUhAAnuKgM6APdWcVkYCEpCABCQgAQlIQAISkIAEJDCfgM6A+Yy8QwISkIAEJCABCUhAAhKQgAQksKcI6AzYU81pZSQgAQlIQAISkIAEJCABCUhAAvMJ6AyYz8g7JCABCUhAAhKQgAQkIAEJSEACe4qAzoA91ZxWRgISkIAEJCABCUhAAhKQgAQkMJ+AzoD5jLxDAhKQgAQkIAEJSEACEpCABCSwpwjoDNhTzWllJCABCUhAAhKQgAQkIAEJSEAC8wnoDJjPyDskIAEJSEACEpCABCQgAQlIQAJ7isC+EyevPVWjFSpz7hNfusK3FvvKDS9/2mI37uIuyz8dnvx3IVh+VQISkIAEJCABCUhAAhLYswSMDNizTWvFJCABCUhAAhKQgAQkIAEJSEAC7QR0BigZEpCABCQgAQlIQAISkIAEJCCBkRHQGTCyBre6EpCABCQgAQlIQAISkIAEJCABnQHKgAQkIAEJSEACEpCABCQgAQlIYGQEdAaMrMGtrgQkIAEJSEACEpCABCQgAQlIQGeAMiABCUhAAhKQgAQkIAEJSEACEhgZAZ0BI2twqysBCUhAAhKQgAQkIAEJSEACEtAZoAxIQAISkIAEJCABCUhAAhKQgARGRkBnwMga3OpKQAISkIAEJCABCUhAAhKQgAR0BigDEpCABCQgAQlIQAISkIAEJCCBkRHQGTCyBre6EpCABCQgAQlIQAISkIAEJCABnQHKgAQkIAEJSEACEpCABCQgAQlIYGQEdAaMrMGtrgQkIAEJSEACEpCABCQgAQlIQGeAMiABCUhAAhKQgAQkIAEJSEACEhgZAZ0BI2twqysBCUhAAhKQgAQkIAEJSEACEtAZoAxIQAISkIAEJCABCUhAAhKQgARGRkBnwMga3OpKQAISkIAEJCABCUhAAhKQgAR0BigDEpCABCQgAQlIQAISkIAEJCCBkRHQGTCyBre6EpCABCQgAQlIQAISkIAEJCABnQHKgAQkIAEJSEACEpCABCQgAQlIYGQEdAaMrMGtrgQkIAEJSEACEpCABCQgAQlIYGVnwM2vPdQcOHDglJ8rr58O9PorD55y78GDVzYzbrdlJCABCUhAAhKQgAQkIAEJSEACEtgQgZWcATgCLjl6oHnl0aPN0dt/rrhwX/Omyw40h64+XhX1+ubKgweb515zQXPFzv2/1hzaf03z3IOHmtNu31BFfawEJCABCUhAAhKQgAQkIAEJSEACnyewkjPgrMcfbo4efnxzVkHxvGe9sLlw377m2JHrmtIdcPzqVzTXNPubQ698VnPezv1nNhddfujkX481h19tfIDCKAEJSEACEpCABCQgAQlIQAIS6JLASs6A9gKe1dxv/8lPjt3U3Lxzw/HmuiPHmmb/weYRZ1bfOvMRzUHuv+bNbhfossV9lwQkIAEJSEACEpCABCQgAQmMnsAanQE3NzedtPub/ff7QsTA8esafAHN/c9qal9Ac/IvZ90f/u9vbq53Foy+WQQgAQlIQAISkIAEJCABCUhAAhLYHIH1OQOuf3PzphMnTgYBPKLF8N9cBXyyBCQgAQlIQAISkIAEJCABCUhAAssR2Hfi5LXcV9ruPt5cfeiS5vCxC5oXHilyAxy/ujl0yeHmZMKA5vBFp8cGcMLAc68hn8DhpuXjlYp17bXXNrfccstS333JGz+61P3L3Pz077n3MrevdK/ln45N/iuJlF+SgAQkIAEJSEACEpCABLaAwBlnnNGcf/75K5V0Lc4AjPrL3nSiufCKo82zvpAlsGludwYcu+CFzZFTPvh8WTfhDFiFwrlPfOkqX1voOze8/GkL3bebmyz/dHry341k+V0JSEACEpCABCQgAQlIYK8S2PU2geNXH5o4As6+9NdOdQQsTOz+zVmnBw0s/G1vlIAEJCABCUhAAhKQgAQkIAEJSGA5ArtyBtz82kPNxVfd2Oy78IrWbQDNmWc1n88RePMpxw1+vojHm5vff/JXmXBwubJ7twQkIAEJSEACEpCABCQgAQlIQAIrEFjdGXD9i5pLDp90BJx9afPKli0Any/Lec0jLzj569iR5rr6xIDbTxow4eAKreZXJCABCUhAAhKQgAQkIAEJSEACuyCwmjPg5tc2hy67pmnOPtS88vBFM08POO8Jh5r9zbHm8AuuLqIDrm+uPJlY8Nj+Q83l68ocuAsIflUCEpCABCQgAQlIQAISkIAEJDAmAis5A65/9eHmRijdeLi5+MCB5kD1c+jqIgzgzIuaw0de2FxwrLz3suYakgrOcSSMqSGsqwQkIAEJSEACEpCABCQgAQlIoCsCazlNoKvCbuo9ZuOfTtZs/POlbtvlZ34NvUMCEpCABCQgAQlIQAIS2GsEVooM2GsQrI8EJCABCUhAAhKQgAQkIAEJSGBMBHQGjKm1rasEJCABCUhAAhKQgAQkIAEJSOAkAZ0BioEEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLwaMGTMrDtR8NZ/ukd2aMR5yu5bZef+TX0DglIQAISkIAEJCABCUigJmBkgDIhAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGYHdOwOOX90cOniwOXjwyub6Nni3f37gwIGm/jl46Orm+MiAW10JSEACEpCABCQgAQlIQAISkEDfBHblDLj5tYeaAxdf1dx44sTcepx96a81R48ePeXnyOGLmjPnftMbJCABCUhAAhKQgAQkIAEJSEACElgngZWdAde/6EBzyeEbm7MvvaK59Ox96yyTz5KABCQgAQlIQAISkIAEJCABCUhggwRWdAZc3/zeNU1zwRVHm8MXnbXB4vloCUhAAhKQgAQkIAEJSEACEpCABNZNYEVnwHnNs0+G/D/7vHUXx+dJQAISkIAEJCABCUhAAhKQgAQksGkCKzoDli/WjVddfEoCwYNXtqYbXP7BfkMCEpCABCQgAQlIQAISkIAEJCCBpQjsO3HyWuobp918vLn60CXN4WMXNC888qxmoWCB669sDlz2pmbfvgsX/86Chbz22mubW265ZcG7P3/bS9740aXuX+bmp3/PvZe5faV7Lf90bPKfL1LbLj/za+gdEpCABCQgAQlIQAIS2JsEzjjjjOb8889fqXL9OAMo6u0OAU4ZOHxRv2cKnPvEl64Eb5Ev3fDypy1y267usfzT8cl/vmhtu/zMr6F3SEACEpCABCQgAQlIQAI1gc62CZyG/qz7NWfv29ccu+lmW0UCEpCABCQgAQlIQAISkIAEJCCBDgn05wzosJK+SgISkIAEJCABCUhAAhKQgAQkIIEvEOjNGXD8uiPNjSfTFVzwyIWyDNhmEpCABCQgAQlIQAISkIAEJCABCayJwMadAddfebA5dPXxU4t7Ml/AxVfd2Oy78IrmWfoC1tSUPkYCEpCABCQgAQlIQAISkIAEJLAYgRWdAdc3Lzpw4PajAi9urrrxRHPixJuay27/W3ls4HlPONQ0hy855VhBThK48IqjzRE9AYu1kndJQAISkIAEJCABCUhAAhKQgATWSGANpwmssTQ9PWrbs6lb/umC42kC8zvVtsvP/Bp6hwQkIAEJSEACEpCABCRQE1gxMkCQEpCABCQgAQlIQAISkIAEJCABCWwrAZ0B29pyllsCEpCABCQgAQlIQAISkIAEJLAiAZ0BK4LzaxKQgAQkIAEJSEACEpCABCQggW0loDNgW1vOcktAAhKQgAQkIAEJSEACEpCABFYkoDNgRXB+TQISkIAEJCABCUhAAhKQgAQksK0EdAZsa8tZbglIQAISkIAEJCABCUhAAhKQwIoEdAasCM6vSUACEpCABCQgAQlIQAISkIAEtpWAzoBtbTnLLQEJSEACEpCABCQgAQlIQAISWJGAzoAVwfk1CUhAAhKQgAQkIAEJSEACEpDAthLQGbCtLWe5JSABCUhAAhKQgAQkIAEJSEACKxLQGbAiOL8mAQlIQAISkIAEJCABCUhAAhLYVgI6A7a15Sy3BCQgAQlIQAISkIAEJCABCUhgRQI6A1YE59ckIAEJSEACEpCABCQgAQlIQALbSkBnwLa2nOWWgAQkIAEJSEACEpCABCQgAQmsSEBnwIrg/JoEJCABCUhAAhKQgAQkIAEJSGBbCegM2NaWs9wSkIAEJCABCUhAAhKQgAQkIIEVCegMWBGcX5OABCQgAQlIQAISkIAEJCABCWwrAZ0B29pyllsCEpCABCQgAQlIQAISkIAEJLAiAZ0BK4LzaxKQgAQkIAEJSEACEpCABCQggW0loDNgW1vOcktAAhKQgAQkIAEJSEACEpCABFYksO/EyWvF7+6Zr537xJdurC43vPxpG3t2Hmz5pyOW/3zxU36Un/lS4h0SkIAEJCABCUhAAnuNgJEBe61FrY8EJCABCUhAAhKQgAQkIAEJSGAOAZ0BiogEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSEBngDIgAQlIQAISkIAEJCABCUhAAhIYGQGdASNrcKsrAQlIQAISkIAEJCABCUhAAhLQGaAMSEACEpCABCQgAQlIQAISkIAERkZAZ8DIGtzqSkACEpCABCQgAQlIQAISkIAEdAYoAxKQgAQkIAEJSEACEpCABCQggZER0Bkwsga3uhKQgAQkIAEJSEACEpCABCQgAZ0ByoAEJCABCUhAAhKQgAQkIAEJSGBkBHQGjKzBra4EJCABCUhAAhKQgAQkIAEJSGD3zoDjVzeHDh5sDh68srl+Bs/rrzzYHDhwYOdn3v02jQQkIAEJSEACEpCABCQgAQlIQAKbIbArZ8DNrz3UHLj4qubGEydmuQGaK086C557zQXNFUePNkcnP7/WHNp/TfPcg4eaq49vpmI+VQISkIAEJCABCUhAAhKQgAQkIIF2Ais7A65/0YHmksM3NmdfekVz6dn7pvI9fvUrmmua/c2hVz6rOW/nrjObiy4/dPKvx5rDr54VT2CzSUACEpCABCQgAQlIQAISkIAEJLBuAis6A65vfu+aprngiqPN4YvOmlGm4811R441zf6DzSPOrG478xHNwf0n/3bNm2duL1h3hX2eBCQgAQlIQAISkIAEJCABCUhg7ARWdAac1zz7ZLj/s7+w1N/O8fh1Db6A5v5nNbUvoDn5l7Puz9fe39zsVoGxy6H1l4AEJCABCUhAAhKQgAQkIIEOCazoDOiwhL5KAhKQgAQkIAEJSEACEpCABCQggbUS2Hfi5LW7Jx5vrj50SXP42AXNC4+UeQFOPpWTBi453JxMGHByO8HpsQGcMPDca8gncLhp+XilYl177bXNLbfcstR3X/LGjy51/zI3P/177r3M7Svda/mnY5P/fJFSfpSf+VLiHRKQgAQkIAEJSEACQyRwxhlnNOeff/5KRevEGXDsghc2R551+p6CTTgDVqFw7hNfusrXFvrODS9/2kL37eYmyz+dnvznS5byo/zMlxLvkIAEJCABCUhAAhLYawQGsE3g/s1ZpwcN7DXO1kcCEpCABCQgAQlIQAISkIAEJDAYApt1Bpx5VvP5HIE3N6fnCDze3Pz+k5/tv18z6zyCwZCyIBKQgAQkIAEJSEACEpCABCQggT1CYLPOgOa85pEXnCR17EhzXe0NuP2kgf0HH9Fy0sAeoWs1JCABCUhAAhKQgAQkIAEJSEACAySwYWdA05z3hEPN/uZYc/gFVxfRAdc3V55MLHhs/6Hm8nVlDhwgXIskAQlIQAISkIAEJCABCUhAAhIYIoEVnQHXNy86cKA5MPm5uLnqxhPNiRNvai67/W8Hr7z+C3U986Lm8JEXNhccO9xcvPOdy5prSCp4+CKjAoYoFZZJAhKQgAQkIAEJSEACEpCABPY0gRWdAec1zz56tDk65ef0kwPOa5515Mgp97edLrCnSVs5CUhAAhKQgAQkIAEJSEACEpDAQAis6AwYSOkthgQkIAEJSEACEpCABCQgAQlIQAJLE9AZsDQyvyABCUhAAhKQgAQkIAEJSEACEthuAjoDtrv9LL0EJCABCUhAAhKQgAQkIAEJSGBpAjoDlkbmFyQgAQlIQAISkIAEJCABCUhAAttNQGfAdrefpZeABCQgAQlIQAISkIAEJCABCSxNQGfA0sj8ggQkIAEJSEACEpCABCQgAQlIYLsJ7Dtx8truKuy+9Oc+8aW7f8iUJ9zw8qdt7Nl5sOWfjlj+88VP+VF+5kvJ9Du2XX52U3e/KwEJSEACEpCABLaZgJEB29x6ll0CEpCABCQgAQlIQAISkIAEJLACAZ0BK0DzKxKQgAQkIAEJSEACEpCABCQggW0moDNgm1vPsktAAhKQgAQkIAEJSEACEpCABFYgoDNgBWh+RQISkIAEJCABCUhAAhKQgAQksM0EdAZsc+tZdglIQAISkIAEJCABCUhAAhKQwAoEdAasAM2vSEACEpCABCQgAQlIQAISkIAEtpmAzoBtbj3LLgEJSEACEpCABCQgAQlIQAISWIGAzoAVoPkVCUhAAhKQgAQkIAEJSEACEpDANhPQGbDNrWfZJSABCUhAAhKQgAQkIAEJSEACKxDQGbACNL8iAQlIQAISkIAEJCABCUhAAhLYZgI6A7a59Sy7BCQgAQlIQAISkIAEJCABCUhgBQI6A1aA5lckIAEJSEACEpCABCQgAQlIQALbTEBnwDa3nmWXgAQkIAEJSEACEpCABCQgAQmsQGDfiZPXCt/bU18594kv3Vh9bnj50zb27DzY8k9HLP/54qf8KD/zpWT6HcpPv/Kzm7bzuxKQgAQkIAEJjJuAkQHjbn9rLwEJSEACEpCABCQgAQlIQAIjJKAzYISNbpUlIAEJSEACEpCABCQgAQlIYNwEdAaMu/2tvQQkIAEJSEACEpCABCQgAQmMkIDOgBE2ulWWgAQkIAEJSEACEpCABCQggXET0Bkw7va39hKQgAQkIAEJSEACEpCABCQwQgI6A0bY6FZZAhKQgAQkIAEJSEACEpCABMZNQGfAuNvf2ktAAhKQgAQkIAEJSEACEpDACAnoDBhho1tlCUhAAhKQgAQkIAEJSEACEhg3AZ0B425/ay8BCUhAAhKQgAQkIAEJSEACIySgM2CEjW6VJSABCUhAAhKQgAQkIAEJSGDcBHQGjLv9rb0EJCABCUhAAhKQgAQkIAEJjJCAzoARNrpVloAEJCABCUhAAhKQgAQkIIFxE9AZMO72t/YSkIAEJCABCUhAAhKQgAQkMEIC+06cvEZY71OqfO4TX7oxBDe8/Gkbe3YebPmnI5b/fPFTfpSf+VIy/Q7lR/lRfnZDoF/52UzJfaoEJCABCWwLASMDtqWlLKcEJCABCUhAAhKQgAQkIAEJSGBNBHQGrAmkj5GABCQgAQlIQAISkIAEJCABCWwLAZ0B29JSllMCEpCABCQgAQlIQAISkIAEJLAmAjoD1gTSx0hAAhKQgAQkIAEJSEACEpCABLaFgM6AbWkpyykBCUhAAhKQgAQkIAEJSEACElgTAZ0BawLpYyQgAQlIQAISkIAEJCABCUhAAttCQGfAtrSU5ZSABCQgAQlIQAISkIAEJCABCayJgM6ANYH0MRKQgAQkIAEJSEACEpCABCQggW0hoDNgW1rKckpAAhKQgAQkIAEJSEACEpCABNZEQGfAmkD6GAlIQAISkIAEJCABCUhAAhKQwLYQ0BmwLS1lOSUgAQlIQAISkIAEJCABCUhAAmsioDNgTSB9jAQkIAEJSEACEpCABCQgAQlIYFsI6AzYlpaynBKQgAQkIAEJSEACEpCABCQggTUR2Hfi5LWmZ23tY8594ks3VvYbXv60jT07D7b80xHLf774KT/Kz3wpmX6H8qP8KD+7IbA35aeLsRdym9I/ln8xmd52/ovV0rsksLcJGBmwt9vX2klAAhKQgAQkIAEJSEACEpCABE4joDNAoZCABCQgAQlIQAISkIAEJCABCYyMgM6AkTW41ZWABCQgAQlIQAISkIAEJCABCegMUAYkIAEJSEACEpCABCQgAQlIQAIjI6AzYGQNbnUlIAEJSEACEpCABCQgAQlIQAI6A5QBCUhAAhKQgAQkIAEJSEACEpDAyAjoDBhZg1tdCUhAAhKQgAQkIAEJSEACEpDAZp0Bx69uDh082Bw4cOC0n4OHrm6Oy18CEpCABCQgAQlIQAISkIAEJCCBzgls1hlwe3XOvvTXmqNHj57yc+TwRc2ZnVfXF0pAAhKQgAQkIAEJSEACEpCABCTQiTNAzBKQgAQkIAEJSEACEpCABCQgAQkMh4DOgOG0hSWRgAQkIAEJSEACEpCABCQgAQl0QkBnQCeYfYkEJCABCUhAAhKQgAQkIAEJSGA4BDpxBtx41cWnJBA8eOX1wyFgSSQgAQlIQAISkIAEJCABCUhAAiMjsO/EyavTOl9/ZXPgsjc1+/Zd2LzwyLOa89b88muvvba55ZZblnrqS9740aXuX+bmp3/PvZe5faV7Lf90bPKfL1LKj/IzX0qm36H8KD/Kz24I7E356WLshdym9I/lX0ym5d/OSflRfhYjsD75OeOMM5rzzz9/pdd27wygmLc7BDhl4PBF/Z8pcO4TX7oSvEW+dMPLn7bIbbu6x/JPxyf/+aKl/Cg/86Vk+h3Kj/Kj/OyGwN6Uny7GXshtSv9Y/sVkWv7tnJQf5WcxAv3KT97eyTaB06p61v2as/fta47ddPNuWPldCUhAAhKQgAQkIAEJSEACEpCABFYg0I8zYIWC+hUJSEACEpCABCQgAQlIQAISkIAE1kOgF2fA8euONDeeTFVwwSPXnTFgPVB8igQkIAEJSEACEpCABCQgAQlIYC8T2Kgz4PorDzaHrj5+Kr+T+QIuvurGZt+FVzTP0hewl2XLuklAAhKQgAQkIAEJSEACEpDAQAls1Blw3hMONc3hS045VpCTBC684mhzRE/AQEXCYklAAhKQgAQkIAEJSEACEpDAXiewUWdAc+ZFzeEjR5qjR4+e8qMfYK+LlfWTgAQkIAEJSEACEpCABCQggSET2KwzYMg1t2wSkIAEJCABCUhAAhKQgAQkIIGREtAZMNKGt9oSkIAEJCABCUhAAhKQgAQkMF4COgPG2/bWXAISkIAEJCABCUhAAhKQgARGSkBnwEgb3mpLQAISkIAEJCABCUhAAhKQwHgJ6AwYb9tbcwlIQAISkIAEJCABCUhAAhIYKQGdASNteKstAQlIQAISkIAEJCABCUhAAuMloDNgvG1vzSUgAQlIQAISkIAEJCABCUhgpAR0Boy04a22BCQgAQlIQAISkIAEJCABCYyXgM6A8ba9NZeABCQgAQlIQAISkIAEJCCBkRLQGTDShrfaEpCABCQgAQlIQAISkIAEJDBeAjoDxtv21lwCEpCABCQgAQlIQAISkIAERkpAZ8BIG95qS0ACEpCABCQgAQlIQAISkMB4CegMGG/bW3MJSEACEpCABCQgAQlIQAISGCkBnQEjbXirLQEJSEACEpCABCQgAQlIQALjJaAzYLxtb80lIAEJSEACEpCABCQgAQlIYKQEdAaMtOGttgQkIAEJSEACEpCABCQgAQmMl4DOgPG2vTWXgAQkIAEJSEACEpCABCQggZES0Bkw0oa32hKQgAQkIAEJSEACEpCABCQwXgI6A8bb9tZcAhKQgAQkIAEJSEACEpCABEZKQGfASBveaktAAhKQgAQkIAEJSEACEpDAeAnoDBhv21tzCUhAAhKQgAQkIAEJSEACEhgpAZ0BI214qy0BCUhAAhKQgAQkIAEJSEAC4yWgM2C8bW/NJSABCUhAAhKQgAQkIAEJSGCkBHQGjLThrbYEJCABCUhAAhKQgAQkIAEJjJeAzoDxtr01l4AEJCABCUhAAhKQgAQkIIGREtAZMNKGt9oSkIAEJCABCUhAAhKQgAQkMF4COgPG2/bWXAISkIAEJCABCUhAAhKQgARGSkBnwEgb3mpLQAISkIAEJCABCUhAAhKQwHgJ6AwYb9tbcwlIQAISkIAEJCABCUhAAhIYKQGdASNteKstAQlIQAISkIAEJCABCUhAAuMloDNgvG1vzSUgAQlIQAISkIAEJCABCUhgpAR0Boy04a22BCQgAQlIQAISkIAEJCABCYyXgM6A8ba9NZeABCQgAQlIQAISkIAEJCCBkRLQGTDShrfaEpCABCQgAQlIQAISkIAEJDBeAjoDxtv21lwCEpCABCQgAQlIQAISkIAERkpAZ8BIG95qS0ACEpCABCQgAQlIQAISkMB4CegMGG/bW3MJSEACEpCABCQgAQlIQAISGCkBnQEjbXirLQEJSEACEpCABCQgAQlIQALjJaAzYLxtb80lIAEJSEACEpCABCQgAQlIYKQEdAaMtOGttgQkIAEJSEACEpCABCQgAQmMl4DOgPG2vTWXgAQkIAEJSEACEpCABCQggZES0Bkw0oa32hKQgAQkIAEJSEACEpCABCQwXgI6A8bb9tZcAhKQgAQkIAEJSEACEpCABEZKQGfASBveaktAAhKQgAQkIAEJSEACEpDAeAnoDBhv21tzCUhAAhKQgAQkIAEJSEACEhgpAZ0BI214qy0BCUhAAhKQgAQkIAEJSEAC4yWgM2C8bW/NJSABCUhAAhKQgAQkIAEJSGCkBHQGjLThrbYEJCABCUhAAhKQgAQkIAEJjJeAzoDxtr01l4AEJCABCUhAAhKQgAQkIIGREtAZMNKGt9oSkIAEJCABCUhAAhKQgAQkMF4COgPG2/bWXAISkIAEJCABCUhAAhKQgARGSkBnwEgb3mpLQAISkIAEJCABCUhAAhKQwHgJ6AwYb9tbcwlIQAISkIAEJCABCUhAAhIYKQGdASNteKstAQlIQAISkIAEJCABCUhAAuMloDNgvG1vzSUgAQlIQAISkIAEJCABCUhgpAQ6cQZcf+XB5sCBAzs/Bw9e2Vw/UuBWWwISkIAEJCABCUhAAhKQgAQk0DeBDTsDrm+uPHiwee41FzRXHD3aHJ38/FpzaP81zXMPHmquPt539X2/BCQgAQlIQAISkIAEJCABCUhgfAQ26gw4fvUrmmua/c2hVz6rOW+H7ZnNRZcfOvnXY83hVxsfMD6Rs8YSkIAEJCABCUhAAhKQgAQk0DeBDToDjjfXHTnWNPsPNo84s6rmmY9oDu4/+bdr3ux2gb4lwPdLQAISkIAEJCABCUhAAhKQwOgIbM4ZcPy6Bl9Ac/+zmtoX0Jz8y1n3h/X7m5vdKjA6obPCEpCABCQgAQlIQAISkIAEJNAvgc05A/qtl2+XgAQkIAEJSEACEpCABCQgAQlIYAqBfSdOXhuhc/zq5tAlh5uTCQOawxedHhvACQPPvYZ8Aoeblo9XLtK1117b3HLLLUt9/yVv/OhS9y9z89O/597L3L7SvZZ/Ojb5zxcp5Uf5mS8l0+9QfpQf5Wc3BPam/HQx9kJuU/rH8i8m0/Jv56T8KD+LEVif/JxxxhnN+eefv9JrN+4MOHbBC5sjz/pC+sCUclPOgJUo+CUJSEACEpCABCQgAQlIQAISkMCICPS8TeD+zVmnBw2MCL9VlYAEJCABCUhAAhKQgAQkIAEJdE9gc86AM89qPp8j8Obm9ByBx5ub33/ys/33a87qvs6+UQISkIAEJCABCUhAAhKQgAQkMGoCm3MGNOc1j7zgJNtjR5rram/A7ScN7D/4iJaTBkbdHlZeAhKQgAQkIAEJSEACEpCABCSwcQIbdAY0zXlPONTsb441h19wdREdcH1z5cnEgsf2H2ouX2fmwI2j8gUSkIAEJCABCUhAAhKQgAQkIIG9QWBzCQR3+Jw0/g8+t3lTcWjBvguvaE0quDeQWgsJSEACEpCABCQgAQlIQAISkMCwCXTgDBg2AEsnAQlIQAISkIAEJCABCUhAAhIYG4GNbhMYG0zrKwEJSEACEpCABCQgAQlIQAIS2AYCOgO2oZUsowQkIAEJSEACEpCABCQgAQlIYI0EdAasEaaPkoAEJCABCUhAAhKQgAQkIAEJbAMBnQHb0EqWUQISkIAEJCABCUhAAhKQgAQksEYCOgPWCNNHSUACEpCABCQgAQlIQAISkIAEtoGAzoBtaCXLKAEJSEACEpCABCQgAQlIQAISWCMBnQFrhOmjJCABCUhAAhKQgAQkIAEJSEAC20BAZ8A2tJJllIAEJCABCUhAAhKQgAQkIAEJrJGAzoA1wvRREoDApz/96ea1r32tMCQgAQlIQAISkIAEJCABCQyWgM6AwTaNBdtWAq985Subw4cPN//xP/7HrazCX//1XzfPfe5zmz/90z/dyvJbaAlIQAISkMA2Evirv/qr5pd/+ZcbxmEvCUhguwj80z/902Tuf+ONN25VwXUGbFVzWdhtIHDo0KHm27/925v/83/+z1Y6BHACXHfddc1v//ZvbwNuy7gFBG6++eYtKKVFlMDuCWDEoUP5YWLoJYFlCPyP//E/mt/6rd9q3vrWty7ztUHdi77fNmNoUAAtzNYSQPaPHDnS/NzP/dxW9YF9J05eW0vdgs8lwGTkhS98YRNv893udre53/GG3ROAO6vrDOjf/d3f3fyH//Afdv/QDp+AMwCHxhd90RdNtj1sq9zES3vOOedM2sGrWwLwz6DIatc3fdM3dVuANbyNwf2ss85aw5N8xF4nwPYwIsPiBEBuWCX66q/+6r1e9cHWD/6Z/wy2kEXBcCYx/jJeMf5u0/WKV7xiIv+5kPuDBw82l1xyydbVhTow92H+fODAAecP2ySIPZeVeT/zf/ov856zzz675xLNf72RAXMY4d1EweGp3cawLTxUDCwPfehDt1IZw/zd7373fEke2B0oAQaRbY0QeMQjHjGRl//yX/5LQ6QDk6ltvNiuQR94+9vfvo3FbzBEt3mFkUGR/nvRRRdtpSMA+UH+t3mVbisFvyj0tkSVoCuRFyZ+GD/8puyMA9t44dDAuUG9tvXCEYD+R/9sy/UVX/EVzfd///dPxl8MChYShh5hgtH8Uz/1UxNHAHMe5B9nBvM3ZIjPtnEOgSGH7t/GsiPvjL3bPH/Ylj5bl5M+gN4vF0OGXpc7Pu/kNfRC9lE+GvGXfumXJl4dDIkbbrih+Z//8382X/VVX7UVXh6YoQRwZvzN3/xN86IXvai54x3v2AfKld4J/1/5lV9pEM///b//d3P06NHmgQ984IT/tlzw/q7v+q7mve99b/N7v/d7zUc/+tEGI3ubLgbz3/md32muv/76Sdm3KUIAGfrv//2/T4zQZz/72duEfbIige5BB8GfPoD8b9MKIw7Uf/zHf2ze+c53Nv/pP/2nreKfwn75l39583//7/+d/MD/a7/2a7eiHpEfjAnkh2ubojLK8jPuMgbj0B6q/sHoRN4xgp7znOdMyopBd+zYseaP//iPJ7oTI29bLnQnBhzzHqIbHv7wh2/V/AH5ISLpD/7gD5rPfe5zk/4Lf/rwNl3/7//9v8ncgTkEc4mhzuEYq5Dzn//5n29+4id+YiL/yPy/+Tf/ZjLv4TP0EFECQ+3DtVxk7kM9Lr300m0Sm8n8Ad2PcxLuyD9tMjQdhH3CYmXdL9E/v/qrv9q8+tWvnuh+5j1DK/s8gWCuQL0yf8BBMOQ66AyY0qKvetWrJp0I7w6DOw2JUDIpZ1I19Ekh+9VRBn//93/ffMmXfEnzr//1v54nu4P5PCH2DIIMJvDOYLJNE3KAbqNDAP7/+T//54njBblHEW+bQ4DVLOrA6sqDHvSgyUC4TRerQaxIPOlJT5pMxNE9tMG2yD8rEuifm266aeIdf/zjH79N+HfKyuBNH9g2hwDjFiuiyD2rWjjzMEyZ2A7VoCgFhP57zTXXTPQ/fRjHNvI/xAkVkYPs88b4xxAqL2Qf9sj/EI0gjAZ+mCOUF7rzAx/4wMQhyQrvNshMWf4k8MIJjMyjhyI/27CggCFKm1B2jOkhOwQYp1i4ecITntD88A//8ClyRN/FifHZz352ModjHNsGeUJ+MEbpv9/wDd+wVfMHyvzTP/3TzYc+9KHmKU95ymTOgFMpCwpDsl3gjO7kKudolJ/xi7ELhwF99+u//usHt10P1h/72Mem6nZ0DexpCxY0hzh+pcOO1hlAI/7d3/3daYMgYFDErEjTkfBkcqGY413+sR/7scGE3KezMKCXXie8+XiT3/GOd0xW57ZpMv76179+EoVBNAOTQTrQt3zLt0yU2Zvf/OatMYh2OtmWRQjAHWfSvn37mu/4ju+YRMJsm0OAvkACRJTwve51r8mEZFsuVhiRdSbi6B9kn4GS+myL/DMIRmbQtdu2MlrKyrY5BAhNx5jDGYNxmhVqVkmHvsKY8RdnBhNCxlqMB9oA2R/ihIqxl3Kha+rJHpNYxmgcevweUmQP/RIDDr3CYkG5P535D5+h/3MxL/qLv/iLyX2182BIuhXjAflnHKM9MCLQ/0SJ3fWud538bchXDNEY1kN3CMAVg+j5z3/+VKcR8o8zEqferbfeOvg2QMYZg5H5+973vqf0gyHLDmXDiYGux6GKrDN3YDxGfw5t/oB+wVhGf8YhwPwHvUkffsYznjEpPxFKtAf6c0j779GTRF+0GflZ1ETm6csskGBDDtUhMFpnABMNPFJtoc94xBkgmUgRJpqQM4SVCfpQPPzsxUoYPeXF64oTgI5frkhTn20KUWcwvOCCCyaOAK6sVBPul5C/oa6Q4s1kcES50QZJPLZNEQIoYSZPhPzl2jaHQAw42gH5H6q8tE0smMTiBEg0D/KP3mECjmNvyCHrGKLoTK7IDCujDPjbsM0E3YO+rycc2+IQwImHjsTof/rTnz5pBya26NOhrzAmNJQy029L4yJbZPj70BwC6HgmqXXZWDFFl9Jnmdzyw5yDbXt8p+95BGPSn/zJn0zKXidXZQwjqpDP6NOE66KXqAOO+r5X6TDSiJqir9ZRX3BPNEZ0EboT9vTrITsD0D/0YfKUlKHTQ3YIIBv03R/5kR+ZaSdTB2QHZ83QF6cS4o3xTHmHOH9I9EgNnX5Kf0bncyUJIjqH72TL7RAiBBibmOuUDoFPfvKTE90YeUIHMR+lT6N/huQQQO7bxqQygThRnsj70LcMjNYZwEA4LfSZiAGMawY8Ogx7z2pHAAqClRc6XB8hdBgHV1999cRgOPfccyeruHigMBSS12CbDNBSoeEBJOFPwvmYUOFVy0rpEEN26fw4ZjIw0hYoife85z0TrzJKb+jtAV8GP7z8j370o08ziLbBIQB3DDdYb4sBVw/meMEf97jH7UT6RP7x9DOhGqL8UwfKR46DcuK0DTIT/kyasseybcKBPLFlaagRSjgimQiSowHdWRt4QzEoEnlHH2WMzYXeQX7Qmzg0nvzkJ5/SNSJLQ3QI1GVD31MX5g+EqjNO3+Uud5k4JtFRGKaslPK9GKwzLakNfcj8hck449ev//qvT9qDsvP/ODDQN0Q1IE/MNXA0MXmfZ/xtqMiTxxKFwfznPve5z2l5eCg/RidGBSvS/J+tHJSZuRz9mPkbK5A4OoaQR6DMcUD9GAMIraf8uYbSf+t2RT7giIzPihihv+MIQ/5x4AwpSoY6JcoWQxSZiUMg+mZIDoFEj7Q52JnDEdVMPejH6J9ktWf8Glp9aocAOvK88847xclHXajr0BwCbWMSZc1JYjgCMg4PPYfAaJ0BsyapDBYMhHjN6Vi1IyD/R2j78HDGMCbBDxMmFCsCR50YROjsdDDCi4dqgDIYU4+snBPlwASQAYKw1jgCSC7CfjSUHxMV2oZBnYkj9WRC0oczph4QyTFBeTCoSTZDWNDx48cn4VoxIvhO2R58hsezz8lgWQ9CQJmkMjFh0EB+6muIxl1WFIlkoN+yqkUoIuVP3oOhGtBtE2Ym6Nnyw8QJZwBylSQ6yD8OS3RTsk5vcuK9zLPbJhpDlJm2OqEzF5lw0EeQK2RqSPxjWDNh4mo7mqw0KD784Q/3sn2GrWtkHb/HPe5xSvgtk6jkZ6BPt+XmKSdf1LNPg3SabqQP0EfRP/TdRA7gFGZcQHbYw84YSHsMwShiTzo6hnLjHKAdKDcyhRw985nPnJQ1pxJF9/S1XQD9SLn4QVaYi0VnMp5iSGPs01dxDDAvYr5EHXD44TRLYughRE2yLQYHR1YRKRMRAsh7eaxp2X8//vGPDyIhMfMF+CLX85KU4gik3yJjQ1iZpg8nWSlzTOYPOJmIikHWYY8TYGgGNLoDjm2JnXHKJOqILbeUnTk0fRXmOLOZa9NmQ9GfpUMAp0ybk692CEQ/LTM/2cS9tUMAu5H8GKUjIO8tHQLwr3NsbKJ8Cz/zxMivN77xjSfOP//8Ez/6oz964iMf+cgOjbe97W2Tv/Pzrne96xRKv/EbvzH5++/+7u/2Qu/lL3/55P2f+tSnTnv/+973vkld+Jy65frMZz5z4hd+4Rcmf3/xi1/cS7nLl/7kT/7kThlTH7jW1wte8IIT3FteF1988YT9H/7hH/ZejxQArq95zWt2ykPb/PiP//jkp62daI9aroZQmbQFjNvKnTKm38y7r4s6ISPf933fN+H/lre8ZUfOkfdc9AvuufDCCwclNynfBz/4wVZUs+QfHTW0iz4J4zbO03Tt0OrAONCmQyknfZa+/olPfOLEEPlTxvThabqHe172spf12g/oj+hArnLc5f+L9FX6+VD5R87RN9Rl2lXXu+9+sIjcUMbLLrts0j+Gcr3kJS85bb5D2Zgj0Ad+6Id+aKcdmPugm6grOpe6pD/3VR/kgDKU8xn6BvKD/m+76L99yD9lZZwt5RpdGJ0/bRxLHfhu37xrnswvkRF0Cm2QeXI575w1rvUlN+mvte1Sloe6lDIUuUJ2hqB/KM9v/uZvTpgjU5k3IyPUr+2i3PTrWbp1E21CWSkTvOmbtaxH788qe8oF/67LP4/JaCMD4i3Bq4MXMPvMEnaDtx5PFJ5yvOB4n/FY4VXG08wRQtnTvrDnZU03slqYrKz1qjLe8axu4RFkdYK61BECfSf0IvwtIT/UBZ5tURawxutPeakrEQR8j/2wZYjpmtCu9BjkghUIvKx4/qblmCj3eNEeQ8xqnP2XyHxWicrEUmW/SQQNW1TKcMaVIK74JUKjWWXMFhK8xcg823zov9l3X24Z6HpFnXYnRwn9sFwNWeT4NLz4RNDAF3kh3BWP8lOf+tTByH/ZdLNCK0sPOqukQ1gRLcOF4cvqSb0CkVUiVlOQM/aA//t//+8HUX7Cc1lRLHVJ+nBWqFmFq/swK799rsxlKw9bS2BaJlVaZHtPVttXVBtr+xpjMSu4SQ4I50W3M/SdM6CGME9u0Fc55YFVr3LFem1AV3gQ84C28GH+DmNWe+9+97tPtvAxz2MVnnGB+UROe2Ds7ivKIdnSKVN0IvMD+i99tEziGDw55WcFXCt9JUc9w46VT8L9y+TalJPy8hnlbZNtxsFEeA5lRTTJ6pjXJxIJuck24ey7L8e15KNYCeQav5T+Oi1CgFcRvcb8gTZBvum/jBfJh7bG4iz9KPQJ8yLmOIxfiaCtcwjUOUGQLSLyujymD/lnixE80e+PecxjJhEjpc4ocySxBWxWosBBHpU4z1uwVz/Hy3PVVVftrP4nCqAtQiCrRNyDR6iPiABWzeNJStQC3uFpFytYeGvxoJUX9R6KR4ryh3sZxVCWF49s2Tb8G0/ikC6YwpoVimkRAXjP27yJfdYjHlnKTfnKa9FVItqD1ZW+LmSolPGs6k5bFUX2WQHo8sKD3BaVEPmH/8/+7M9O5LxeTSwjlPhsSPLPKtusfjstQmBWxElX7UKfpfzRLfymvGV0En0COSrv6TMirNbjrPiUurHW64v24a6Yt70nK25tq+iLRAj0VXZkOCuIaQPqUOqWRSME+qxD20pum9ywopv+PK3Pd1kP+m9Z9mnRPNyXKMS2vsvYRXRbnxeylLka9cgKJOUt53y0C+3Qtf4sGTJm1XOFsMt4Rj+oozb5DmMc9ZwXPdBlW6BDKVeu6Bz6diKXyvIwHg8tonNWhAD6qNRPdQRKl6zrdzH+IittPBeJEOiy7JkrLGJ7DF3vT+PWdAl0SO+KI4COFOU6K4wVBdaXEkhnL8NmMkmdFSqf73Vt/CzSzgx6DAwMINNCcvMc2gWFzc8Q60I5E27IxKLNEEWZEIrWNsAswmud91CGlLccKJY1JiJffU4OMaThyjXNEUAf6XtLSZthUxufOBn5W20YUXZknzbrux6RQ3TmvH6bicgQt2YkXJjJNRM8ZBg5oj8gU7niNI7+GQL/bPlCThjH+GmTG+qgQ2CdmvMLz0J+kP/oTOQi8lMaO31ODNGHjEe1zNJ3S0cY41UdMlzLDd/hb0MJLabMyHw5Zs3a3hOnajlW4fjjGX2E28O/NEIxMjIWR45ieJSLJtxTL/BsRsK/8NTMlReZe2ULbcqJzFD+OMP7nCu0cSq3vExzBFDmPvV+5siztnbNcwhk/tCXDVOzR5/UW2vb7omdM23LwKZln+dHd5Tzgnnv7VPvzyubzoCCAF7KaSuaQ9vXmk5e7/PPyv+sfYmpZ58dqU3w4nyJh3nWIL6qYG/yewwaKIjSQ09dMojXuQ+GYDSXPPCGlwYag/w8Y6KcuORZTFbKPAmbZD7t2emvTFiYnLc5YvjbtL2XXZa5dAhk8lc7h2atlHZZ1kXeNa/fZi9s9th1vaI1rQ44XdpWCSlfIjSGNmkt6xIjpjQ6U6e28QD9Q/8eykQQma8NsHkRAujWLo02ZGGavNKP6xW29IW2FUVkqQ+jc1pEUhxhGBdxCk+Tmxh1Q+m79IPIeluOoVk6CT2Ec6TMK9NHPw//2sDk/7QHsh6nS+6lrvSb5EfoanU9ss742nbxOTqzdMrQT+uIKqIzuirzvLGrLGs5f6AP1P0X5rTHtPrPe9duP0+OhTI6LbkkKHsZpbFIDoHdlmdd349czVtpT4QAde5LB4Xrso7QbXMIjDIyAKVE55rWwePdnJWYY12dYtZzpjkC8p1yAtg2UYr3bSjOgHIwq9mXg3ipIBgcu5wEzmqPOrS4DgtFwcUhwKAC94SSDqUNIvt1csmEUrZNChmQ+vSMz2sTJnj0Z/prPWBk1XQoW2PiEMjg3la3veIQGGqyPSbU0xKgIT/04b4TpDHJQ3bbJkCUr9wiljBe+sE0p9600N4uxrG8o96al8iGfD4Uuaec0yK8SmO0TICIvEwLLe6Scf2uOiKJMtdbjeY5g+sV+L7qk2RjzA8SDdZWlmkOgcyXqD/f73pMoy+XWxbatnxFZ6KjuLeOqsoqZVeGdaIC2iIay7Gsbd5AO9SLJn3JTt4b50r0avp6nF51PRPK3pf+LPsvc0jao3a04IzBZkEmhmK7zGvnbK2tk4OX30MHUyfaallDfN77l/k82/FWieplnj0vkewyZdnkvaNMIEjSBxLTcTxdWxLAnLFLRgySc/SRKJBEeb/6q786OTqHZD31RTIWElaQ2IQyktiChDjlmbkkCyH53jOe8YzWhC5LZ/zY5Ree97znTY7a4wzOmmmZtIu6vOc975kkFiHhD8kDh5CsiPJz1CHJhh71qEdNzvOmjDmTnIQmJAHiWCASS5GAj6RjtB8JT4ZwveENb2g4UoyjonJRL5LKHDp0aJKcDv5l8hMS8nWVbIxEXDBGtusrfQLZoDzIO4mWSK5HmekTJPBCVjh6j6RAr3vd6yZn7iJDfV8kzEFWYEuypWnHp5XHz5DscCjH/9AuJGykHumP25RsL+2P7kfeSWJVH0uK/JAgMEc2dZmkqJRPdD/nviMv9TnoyDp9NcljOSYN2ecYO/pqjtEs+3BfydHKOnH0J/offciRqhyNds0110yOYOX/QzmHGZlAf0xLwIjsJDkv95JYiv5AcrUkaiRp1y/90i81SUDWl+6pkzHyf3T885///B3Zz/FpbXJD8i7GtK70/yxOHH3L3IFjGemj0451LnVSefwwieFIToas/czP/EzndUI+mI+RNI1yIP8kqqOfJgEov0nOR2I75qeMXaUMcexdEph2IVMc09vGmqSHyD366aKLLproS1iXOod24PO2BMRdlL18B2Mt/ZFkn8gzcwbKVc4fmHvcdtttE7kgMSv3c+QmMlfr4K7KX/Zf5pPf+73fO0mezXySct7pTneazJH5jHEN2eE7lD9HOA5B98Of8SzHVcP9ve997+QIPuSkPpKS8pMYmnZiLthnslX6LEnOKcsiSY+Ro5SXsqOn+ppHLCWnm/Q0DPnZCbdqiw7ICkUfycbCLOVrW22I5ztbB/C+JrkYXkM8iPFAzwvD6aqN4tGeF6qKBzZlr/dUd1XWtvck5KeMUsBrSRnxKvcRbrgKD7ys5d4/ZAXZiee179CmeGHrSIo6xwHcy3rQFrXHnHuG0i705zLR4iLJ0ZC1IUTFtCVLoy6lpzz7k7PqNi+fwCqyu67vZIvGNN2YPtDXahD15N1E5MxbjciqbrlykhXFWaun62K56HPCtN7jTR8tjwDleRl/+y7/tHwLWdVi5WpaRACrdbNWvRbltq779kpEUnl817zVcfrEvPnGuvjOe07Cosvy5Ei+aYmgka1yG14fOQ4YU5kf1Bd9s9yS1/e8YRb/MhldIvLqI5Hb5g9tiRDntfOmPi/7bz2nQR8xDiQvVZkHqssVdRii89remW2cJZ8y71A538t2vaHk2IrtskiibOo+tEThi8rkKCIDWM3CA1V6n/DysOrGahdHR+HRzIU3lOvHfuzHeluRpnx4zvD68RtvNt40vE54ZHN8HR4nvFVEEODV5H6Od2FFmhXfHP+ylIdoxZvx/uHJZuW2XomFM941jkTLahztAmuO/qEOOdoLzy3fh39fR9bVCDj+Cu9wViOoK8fk8DvHFyVCYEV8nXwtK+e8jLI/+9nPnrRZOOORRd6oCyspXUdkUA683KwycLEyhUyzUsqK4hVXXDHpx9xTRmWwSkofoI0oM/LD6k99LE0nkFtewmocq6BZBVrk+DTaYBFP9KbrxIrWO97xjoneof+y+sCKSamX6AOsYH32s59tWMGj3FkB23T55j2fVbby+CL0DKugrJxw5FLttSeiKvp/3rM39TmrOayioCvRM4lUqN9HWWGdSCv6NBEx9Gv06FCOL2UFlDGJIxm5Mo7RX5GvMkKDFS/qzpjXp/xPO2ovx8IiUxkHyiN+aRPGNsbfofCPvtnGiKRS5svju9CpOQq6rR+ik4bCn0hB5pv00+ibRKgyzpbzz9SFtqLfMz9lnsTKL9E1XUa5EbVD2ekLZV9Eb1KXcgWUzykzkZF9R8SU8sDcjXkN/ZIj9ZAJ5pxwzbGN9F9W23O8IP/m3rYIxU3p/FnPLfsvjMu5Jvoocx6iCDPHIIKgS/2JjcUR2xmrytV8xlt0fnmkJHNR5Iq5XI4G5TcRAazGM4YN4fjwyDVzoLYohrLdiDyhDrRDn9EMq8jonncGYEAQWsU5swkNAhQdCEWAIBK6iHLAwOZeBnImsl0aQrwbgznCT/mYDJUOASZODAY5n7xUVAwsKAEMaCZcOfN+FaFY9TuEVnKWL50cw6y8mDQxeSK0HmcBIVgwJ9wMRc1nZbgcym8I4U2pA+V+9KMfvRNaSEguoaAMNNS17ZzjVTmu83uUEcMNnrVyQrnBnUE9YaBMOriP9ulS/lNnZKc+Zxa5IhyOwZmLstI3auYZFBlgGNSHpIzpu0zmkP1sGVnEIbBOWVjlWegkBmcM0ky80aMYdwzYpUOAtqMP4zDDEO1Dfmqdgx6nrIS6MuFDLtArtAeyjw7i/+hS7qE/U2cM1C4nUrPahvLTh5lk14YAdcD5wt+pH04z/o/TZgih3akX5cxkMI6AOrSeiVS20gzFEYYuwSBiostcAd2EnCMvGBPoUGSI8Y1xDP44/Zh3tJ0Pv0ofXNd3SoOCyTl9oJaRPhwxcGM8Ledn1DnzHMK0YcxF/41DgL+1GR7r4rXO5zA2of+RJXQk/3/Vq141WbhBR9E2jNVs42NORB2pK4YfznAcaeikLh0BaQOcGJQbAz9OO3RNHf7PViXkCrlvc26sk2f9LGSFn3rOyN8Yu570pCftcEfuWZhiu0+9fRP5p88zDx/S/JP6znIIlDxwdlCHruc/MENvt/VL5j3MF0pnQOrE/Bldyuf8UH62vg1hIRCZRg6yFRV9Qzu0bRvh3pR7KNuCl+lze9oZ8IpXvGLijWWChxDWyiurWRnUUcwYHqyAdbmiToOhsJh0xzPJ32qHAIMJF/UZiseSSVAGCDoNHRtDgL8xuMUzn71jmbzSmdj3yt5FBjgUCKuKXQ92i3YWypWJE4M1xjLtwIQWOULZscePwRtF0PdAQruwMvUrv/Irk0ksHlv4lgo2Dho+Z3DnHibk2Qu4KJt131c7BNgjiryXslHvVR96VAbycOutt06MOuoSQ3noDgFWmWGLk5Er0SQx/OsIgXXLwm6eh2GGYc8AjXFcRoYldwODO2METkwcwRgmRMp0rf/b6pm9h3EKtzkEEpXE2IDTAMPhp37qp3b2Zu6G37LfLfdK8l1WFONQYVKOocDFCl3tCMie3n379g1iElgaokxQuZjslQ4BDB7qwbyBVWp+cCghb0MYx1jUQGZol8wXFtE3XTticJ7ghC7ZwhsnAOXHsKEO9NVjx45N2DJ/mGZ4LCu3XdzP+Mr4S13TV5EXFneQI/Qsc0CMVDiQ1wcnPQY4/R9H+Kadk/RB5jClEYmBR5lwen3yk5+c6uDiuzgr+E27dTn/4Z1PeMITJvoPZmWUURb4iDTKfnXam/kmfWEIen6a/DF/xh4pI9cWdQh0IdNt75jmqEN+6Lu1M4BnMJfAgcQCJguZtGHfET2Z5zAnQEboe+h65vf0W2xG6ho5p62Qe8YI5t1lpFhfbbH0exfdT7CN97Hnqi0nQNteM/apzNuDtkkG7Plhv3TbHtGcK81eIPYizttHuslyls+mHOwba8trkCNRFs2iz/6gZc7x3HQdqds0eWjLRs4eNPZyDSVrfbLK0g5kUU7G/fqIyvJc4CHlaKB9y71+0/ZrlZmjqedQLvaBIvtlX80xRW3nROckiq4zXM/jhV4qy5Qzj5ONObkchphJHXmep1PYt0vuAPoF7dXXGJA9odkPmizWkZ9yDKj7MN9hXOCnL/nJXsmULefYh2e5P5R9pfUYhlzRXn3maSj7Qn2kG59NyyHAZ7TfUHR/KSvl2fXlfvVFcpbM0w3r/Lxmm6z60enlsZ+lrhnaUdAwyakZ6ZPULfqS+iD/zHciL+krzFXpL9GpXfWFnM4QWWF8Ko9tLI9Nhn19wkn2ivP9Mo/POuVj3rNgNu344ORQoU7oqeTjSj6eHDVJ3YaQY6LO0YMdU5drVg6Beay6+Lzul8xDuz4edtV61vqznFfSDjkxDHlHtpIfaUg5Jlap+56ODGClPavrhASx+oP3Ei80XkQ8hfFA4Z3q05uD1yl5AVg5yWkBeHfKCAHCFcvQ3KW9P2v8AqFreMnqvAa8Ao9yvfd72qvJ+M7qHCtym/Z+pwx4jFlBS8hn/p4VKrx7ePCpA3JSygZ1xtPJ3ykvWe5ZtcB733dodOqBR5OysG+etiBaA7mpVxdZLU2GZVZ/uw7vmyWOZYQAq4xcdQ6ARAjQTmX0xhrFfOlHsYqFnmFFhUiYhKXTj/lhVaKMDuAFePz72Nozr3LIUCJi4vUmBDorjaykJ8SPqJO+PfqpD+Ui0uXcc8+dmTcibYPsIFt9jQHoI2SFlQfkhogGInQSjliOAXUfpi2IyOKnr60B9FW2UlE25Jv+ipwkEonP0TXZOwp3ysrKF+MdeR3YI1pnlZ4nn6t+jiwzlrbpa/ovq7SsULFSlZXGaTkE0n+HkjGaaDDagfGULTuMUUQv0C4wZzxYJEJgVbarfK9mix5hdZx9z1k9ZJyq8yglQoB+w/ypb/3D/IGIR+QfxsgZc5vkJ2HOgOzTFmxdZU7K/AnZZ9U04fc5BWGTK+zoHFYz0ZNwQy4YT4l8ZDxlJZf5AGWiH6OXWAFlbsG/iYZkLk0EFs/KKSGrtP+y36GP5jQAvps5DPzZfoFOTCQwzOFJO1BXIn2Se4HoTvoLET3UG/3EXGmT3OfVlTKhm5AH+ivMkZdyW08dIYAeG8L++tStjhCgbMybqQd2GT/IEP+nLWm3vsausj0S2UKfZPxFb97rXvfamRfTT5APItiQGbbkJbKBiLChRGzPk7G2z/e0MyBh0ChcDDs6FcqNiR//TkKX+nipVUCu6zsMHiinJNWLcLXlEIjzYF3vXvY5s8rUtve7NuQYMAmPY0C55JJLTsszsGx5lrkfzjiEas6wZ2Kao1tQCgwQTFLjqEAhMHHnh8EFJceetCHsEUWxJqTyQQ960I4hNMuYYLCnbl3vMavbKwM5hnQcXovIEeUu8x4sIwebuJfykGSPgQLumQzCmD6LvDAQ9rWvjIkbV5veK0OLmWCU97z+9a+fDI4cS5m/I//nnHNO85znPGcQg3naM9teaIdpnJm006+HYMRRXsYmdBL9F8M+yfZSp1l9eBNyvMwzUzZ0IqHGjFtlsliehd5ERyL7TM7R+8gP9cWQ6DJkF+MLo6ZtexFzA3Q+OWLqvaGMYYR7Y2zXYe3L8NrkvRgThE1jTFA/yowxF4MIHYS8xaBAPyUUdpPlmvfs0iGAnkH/lLmHps03aKOh6H9yH2BUYiBTJn6QF5x7jAvUEaOH+qFrkX2cNhgYuegTLLRs+khZ5IR8WcxdLr/88glrdCXz42wNQMb5e4wgtrpRZgxqxjfmUdyPIdSlIw9mlLGeA9MvaYOybyLr8IU/3Gkb+gMOP7ZtkLOB+lN+5oMYrn0ZddneydjE4gxs03frPB/pv9S1TEw5r5919XnpEMBxRJvB+AEPeMDEgEZ2kCGcTkNJdsu4wJyf8YgyMVerc0tQdtqEvpL8bMhhnw6kdbTpnnIGsMKMcYkXlgajseIxo1PlfE4aEsXA4BglsQ6Y63gGAkVZ2xLS7SWHQJQeHY0V+ra9ROvgOe0Z0/acowQoz5Of/OTJQMPgjZyUnlmUMDLEOcEMkvVgvslyT3t2eDLAx6Cg7KUDZsjGBPVCEWNMwP3BD37wzkR8EYdAH8xnvTMJA9nzydnADCq0C04OVqsZ2Odlpt1EnXAEMNFgUlROpMo9ckyy0D+0RVbeKAsTQOqB3GNkMGllMoXR1/eKXBsrEu4x2UV+yv2i3Buna5JFbYL1ss9ktYTJEXKBQdpmqNZ9uD4JZ9l3rvN+zpFGbpgEYhC1RbChO+kT3JNz34le6sqQSH15P3q9zszN54zBOCo4nactKzptwPeIaiAaok6Wu06myzyLVd6cL84kteyT/Js6M46x4p56JSKpq4i8efXJeIV+4oJtmeupngOhi5gvDeEse8pLRCH6NfXAcGaBAflGzhMdxryTNqLPJwcC32cOi+xt+iQKcgPxbpxGyQeTtkkfxUgjAjKMKTsOS5wUcRyg+7s0hBi/cJSg29vy1WR1nP5ZOgSQDz5jzOLvMEbHsvAQJyTPZdGQunUd4ZmI1OgWTk2Kw52+C3fmDG0OAebOQ3Bos7iXiJgYxnEIJAkl8gJvGCfyiuilocwfyE/FfC06nf/jHEDmh7RoPE+PrvL5nnEGYMTRkVG+DIgoA5RZjtqos4vTqbivDANcBeC6vpNy0ylmJUerB0OM0r4H8lUiBPgOzhoUWV9e2JozAwaTkFIRJ9FYrYhpJyZU/HQ9cLTJHKFxGJswpWzIdsL8yoGiNiZQzH2FRpf1YBJE/8VbT5+tV+SG7hAgmiRHY8agYEAkKgnHEj+JEsCg5mJCkyPh1qVH5j0HjshFPZGqQ4sJYc1pEzFKmUzRPzCwkTU+xxE2hIgYJnY4JpDlyHOOj2UsqJNnkgAURySTk6F49Ak7hCWTo2mGKu2bPswk/bzzzhtMREYy0V966aWtx+JGNjMxx2Cin/fBf1YiLspDH0HO2zJHM+HF0YHBRh36Hn/DNYli+T/jUl0u2if1akuoPE93dPV5DGkcS23RF6X8E70xFP4Yquh7+jByPe3UDBxlGZNxziBLOJaIVMnxgZvWqSya8c5yrlO2L300UWwYQ7VjkrlT1/MG5jREMTB+Mk+Y5hCYtp0negcDj7Zh7C2jxogYIKopTpuu5J330Ba8n3GVi/lCeQ1tW09ZtmwRwbmURQTmxJkXD/H0D3Q45YYrjhjmP9mqXdoj3MNYXNpZyA7fH8K8f60yukqigaF9hwQgJHMgSUWS+ZAMhL+RDKVOVkTCFD7jd98XZSN5UpK3lMkqyuRoSSyV8vK9ISQsSrKclD+/64RiZTK4RZMKdtU2JWfK33YNLeFSXUaSmCBHuegTJOQiqUmbnAxFflJeErHwM++KHFE32m0IV5IwUqYyWRSMSdxY1otkTEmW1leyN5glaVX6KXqy7pcky0F+qFcSGFEn6ttnsr2yzZGHJNyK7imTXyH7SZ5J4h+SeuX/tU7tS5YYh8oyZwyDPXUqy4n8DEHvl+MQic9ogzKxWJmEqRwL+PsQxt2Uf1oirjLhYd021IefIV51v67LmER9Q9GdsxjOStg4RPaUiXEYfZ85RT0Pov+W+pT5Hv+nn/PdrsaEelyaxpN6JFFa38wpMz+lnpkl77Pkh3Gg7MOZgyepYB91nTXfr/UVY9kQriQRpzzMORmr2sYtyjqkZJ+UkR/mNcgBfbCt7SP/GQPSRnx3KInc1yUHWx8ZgFcHbypeyiSbSZgTIZTs1UqYE3u0CEVmlZdQrq5D09u8OKxQEbLFChv7lsoV0XkRAkMIDWJ/FquieFlhSngN+3TrpIL1yi739b1HPe1Rcs4513W0Qu2Zpb5DCE1kWwBeZTyy5F3IKgleS2QpEQ2EmdURAkOQn7QBKyqE6U1bKU/CIFbtiGbAU9tXREndj3P2NSHD2d7D6lUSlBKSmO1KlJ+2IDSzz4Q5hKaWKyusklOmOrSYVRZWK1hNyZGh1LfPZHslfyLCiAog2Q86hZXPHGFHGcuxgBU5VpdoG1Z1Wfnq82LsYr8qq4NnnHHGRF6iU+qVa/6OvJBsj+0bfeWbKHlRfrij6w8cODDRNyl/HS1GRAljNKtfjNdDCbtku8hd7nKXSZQLfTcroNQD+UkSXD7jXlZUWRVCfoakP9Mudb+u91QjP1z09b7DXpEf5AHdn0RiZeK3WQkb++y3eTflJ3qkXCFk7sM8M0liCUMv5wnsrWe8JnoG/kRbEcVBuxGl1NWYkNwe8/ISMDdCp5LQrs85G+M/ssIYVEZNzJL3WfJz/PjxybybLXFEZFC/JBXsS7YWOS454wIyMwT9Q0QqOhI7gPEriZFZTS/1KUwTIcDfkaWuI0vKdqUszBOY2xANQj8tj90ubQPuYcsY8x7Guxw7O5StDeuS1612BpDFnXAhjAgmInVjMukmcQUhsRgQKG3uzT6ndUFc9TlMTjHmmBBOMy5rBTGkrKFMrJN1mX32OZ8452JPcwgkPHRVbuv6HuXHCJq3NSPviyIekiHKxBpjk4kJCrYMmWRiMcshsC6OqzwHhcrEFPZwzYSDPtumZAlBY99Z9ocOJTQ0dadfZu8eEwzKmvAyQtSZfNVnIK/CbZ3fKSdShKi3hRbTFkOYDLbVm60lTLpxqDJBpA34zb5Q2oALXZNsv4TfJ+FPV5NuyoCs0z9r5yETKBwZ9IN6bzTfKxNEIU/0c/I2oGuHkDmaiSBGPiGWcK/rF4cAe9QZC+gP6Fwm3fU2oHXK9SLPSiZ1yo5xBs+EhMYhAP/SuY1MMX/AEVDnoFjkneu+B6OTCS2yQblilJb9GgdlwloZq+FP+fsOcZ2XdT8LBUN2CCD/zN+iZ/iNXNAnmFcwT2A8ox9kTzhtVvOnrl2PZxjDGMD1qTZtMorMIPvMofsygGCEUcacmfkl/49jC4fGslsG0D8Z1+j7LBJuemtGybbNEYaxiYE8LWdYOQ8dgiOA8qBTkIvkIIleRa5qfcr9/J1xuE9HAOVAjnFi4AhggWZWAkZ0KA5gxq84AoayELXOMWWrnQE0IgoCZYUSbvPs0OhMGJOEI6tF64Q471nZz4oCKr3xDAwIJHuUZq2Sl8enDSnhFRNT2D7mMY85ZZV2Xg6BLifibW2TDo0RgZEWB8uintm+J1KUH0cYE4gcGcjkg+NOGEjKq3QIMGmctxIwT5bX9TmDCJ55yswgTF2QJbzGGezzLgZODCfuqeu3rvIs85yceoCDgjKzYsiEAmMoma0Z7HKUDu3FPfSLMqHjMu/c1L0xHJhksarVdkJJJoOsRnc9iMON1TTavp6IMhlkUI5MJwliMqUzeJcT9U0xnPVcykTUF4Z86Qzi7/QBEniVk1D+zio1kz3khd9MtliZ4N84AobQB6gz/Bl3ywR6GJ6Mayl7xoIYHayIdjnpntY2lJ1yknSPiELqgOFW52qgT8Mb2af92Ms7hPGLcrOiiayQdDI5kqhDyoyBRGQkhhwOScpN9N4Q+LPKy7xoVtb9tF2ZQwD9NBRDCJmuj09G3uGbY3yZXzAO0P9pKxxhfUckwZW5DmVDNjDkZuXtoI6UnaOT+4yGRH5TZhb5iEiFNWPvIhECyT+R4xupN87hnJbQ1fgwzRGGnNB/M89pSyLeVRkXfQ8Olcc+9rGTeUHGX2QkDvpZuW8Wfccm7mOBGNuR8Zc+gFO1jp7NexnTkucJ599edARQ1612BpShlCir8hzO0pBg9RRHQdfe/HiDMWTwFqO0yhUdhAwDDY9g20pPjD4GwxyfNoQVobJzsgqHQVcfC8WgyGoFCg1DldWhIQyClJ0OzUSQZDTPf/7zF96asQmltMozMSKQ6RjSicSozx/Ps5PYiz7QtyMjZaJPUG4mR1z0ZYw9lDIGdhLQ0Idor5xbPoSJIGWmjAx6TMTp28g5fBkUkX36NAZEklLyN4zWvg2JNnmbF1qM0wNdRGhx15NBkgIykb7rXe+6c9Zv6kA0Q7lahdMAnYpsMcGjTdCvfToEkjSSdi8z0/N3jDn6MJMQDCM4UwcmvPTvHGearSXUdUjyw0SPclMmnElwx8jOyRll0kb6M+NYXyuLtdyzEgh3nBO55iUVHMq2NhwB2RpDAjjkgq2QGP45Cg75Kh19zBtYkR7K/IGy/OAP/uCOY6It637ZZsgOju8hyf+0pLb010T64GBl9ZFy027I3BAu+iHbaIkOYPxChtp0O85YQqjj5O6z7Jm7oHfQNzhGyyMZ5zkE6sjJvuoy7fhJ5m85fnLIEcElN5hngYCxGgObrVT0AfQp+oi5A7+JnOx7a1LKXm7PmRc9y+fYL8z79qojYMJlXckH+nzOrORuJBghOUQfSZeS3IREJm3JJkiEQtlIHFMmRQlLElqQvGVIyX5IgFNeJMuhjCQPqS8ShpCYjMSOZWLELmQF3m3ckIMy2eSsxDm0C/d2XfZ5fCjTS17yklNuKxN2IXdDvSg35YNtWwI3kosloVKZlLJO4tVX/UjwRLmS6Il+SwI1/kYSnbp/UE7+9sEPfrCvIi/83ugrkiuhs/ih/9ZJ7BZ+4JpuRLdEf7bpSV4TXVnq+cjZkJJNIt+pSxJcRc4pJ2VGnkhQNJQkUdOaMQkmU37KS51oi4wLQ5V7yvyCF7ygtWqRpb7lvq1w0T9tY1L6b63/5yUVXFM3Xfgx9GHY1km56mR7fczZFq5EceOQkyPPqg96KP2U8ThJYvMdxi0+H5L+TGLwJAdvGw+GJu91G8CzTKI6Ldkk3+MzxuCh9AXKjY5nTl/rdtqGuUMu5IsxAX06FBsGGafs5ZyC8qJXk3C7TJaM/LfN6VbRE0P/zlZFBhAajXeGhDN4avAUJiS0PIcTTycrd6y0sKLICnDXq9J47vEAEpY3LVkPnlg8aPWZqPFe5fiXIST7oUyUh1XpMpyGaAtWsliBqyMz4E8dCcPsekWC0Fzej+e4DIHL1gzCPWetUpVbM/B+DmFFglU35IrQLM5CLb2U9ZGBhIgOJZy49CSzkk40Cd5iVj7raB1kiL5KWDTtRh9nFa/r/tu2asDqFZELyAbhhVzId46d4TP2l5WrFdxDPboOr19l1SMrK6wwEoZJG1A/VmDqyJ9Vnr/qd5AB5JsIEfZ4U856lZZV9iTmynvo/yTVZPW36z25bXVF96A/CSFGnhOpg25k1eoZz3jGTnJMvk9kA9ElfRy911Z++ix9ILKM/qTc6EbGKHLx5Kg9/sYYTD2HwL6uD6GhrIoSrdG24o+OotyMzUNJFksdGGuJgiSirb7oF6zAUa8yQeO8yJ9V++Wq30OnIBuMUfQBknLRx8tke6xIM2/j86FEk5CslLllPa4O/djbae2ETkX+iSphnoxsMbdgWxhyhK4iqoF6dx1V21ZmogTpt8yp0S/T5s2lvPcVkUo+G+SijmRc9PhJ5nnJZcUY0HdEJP0R24uVf9qAfoC8MBYk/wvzH3QTsoJOZaxGlthe0vf8h/ITjYQNQ9mRHcqbbePldlrqSEQP91J++A8lKmxVnbvI97bGGcBAwQDNxInJEQMewsj/GUjKbO80IP9/5CMfOZm0l+GZi0BZxz2EzCB0TPBmCRIGUZK5MEBSN8JfMfwIG8Ko5Z4hXIT919npowzoXJQ/gwlthVGBAuljMghTBrtkQA+/bM1AgbUlsUJZowRweGRrxhAcAZQfxnBlUESJ1XJROwQIAxxKWGL4Z/8nAwqTEPpmHZ6ITLEXEEODz4cwGcQRSQg37NtyF+CYYQBB5mmXocjMsnojEymcNuQCQX8NZWsJxn7yStQOAULTGRPos5QXRwCZvjFQhyA/tANjVZ3oCrmhT5RZ1GP0ZWvGsm247vuTY4UxmO0L9N1sXWO8Qo/WjHHOkFOmjzO7F6k/csJYlsRopQ5i4kg9qcNQ9E/qhJwTIl07ufN5FhfKc7H5rDSQ6s8W4bWbe1bJus+eY9ohWfd38/5lv8v88fWvf/3ka5m7UAfG32lb8eIQQGbK5KXLvrvr+7OdhPkyJ8ZghFJ+jDrqjgN2KHluUlbG1nmJJZF35j9sRenakIYZC5bIS70PPY4wnBTTHGH0b+b91KHrsk+TP/pjtuCh06kXDqMY1MgK4xt6kzE6+h9HUtcLgW11YEGJ+QNtg3OC8YoFzCR2zmk9zDtxwuMcw97BfhmCI6wLvbAVzgCUM42IB5nJKZ56JnwII4KX1Yhyzx/71DEm+lodZTJN+egkpdHG6hB7YDE46TgYRKy8YQAhnEk6RsdDIUw7aq0L4ajfMS07PX+nEyU7K4MJAzn16mtFF2VF+zOAYMjFy8pvDGrKympnverGYIis9XmMzrS2LfeAsh+X8td7sOIQQK4e8pCHDEIR1/XJQI68J6lP13vRl+0/DGgMEvRr+nTbSjn9gD7N/vauk3ShL0jIuA7HYSZSDIJ9OzUwRFmhwkGaPZ9tDgEMUtijP5NYjVNa+p7IUn7aBfkp93FjVCRCoOzDGB2sqJAci/FuCBMpxirqwFiEEY3ThTZoS7iE3icpHMbUEE4NSD9ngl1OrJk/5Ohh+jWyzufwxxFPm7DHte8VrTY9Bfs73elOrQmTccCgV3OySfl9+jU/69ARy+jPVbLus5jS9akHyfGE4UNk1K233rozf1kk8o4xDCckOgdDcJrDZhl2Xd2L/kRmkA/GNv5N9OQQ5P8Vr3jFhCtMGQeyiDPPITAtIdymmSK3zDPRhW0OgXnHTzLeIW9DiQhOPhjqFfYY1qygR1ZgGvuLfsN9jL9tSd03zb9+Pgs0zAngmnEYvjgysE/KuRx1YJyj3Cwkd60ru2ZzyvuGvo+B/Sbsj2vbP8k+GvZ51Ht1k0Ogzz1/7DOhXJSBfSfspWEfaLkPOv++7LLLJs3Ad9iTw17qoeyxmbZvMftr6r1M/J8262OfDXt96twM/A3O7IkLU/hmz1ldTvY90W5tOR6G0leGvieu5BR5aNs7nD3T7Imbthd8KMwpx7y9odQRuaJeXV/sf+bdQ84XsQqTyPrLXvayna+n/5Z9mg/hz318JzkdVnnnOr+TPbl1zou2PsxeRsYIdOtQcmSgB+s9rvBv0//sw0QGqUNbPpB1cl3kWZQ9+TxSrpor8pJxmDE6eWLacuAs8s5N31Pu8y73Hee91GFo49c0vcnYS3mTb4V/X3zxxRPZ6lp+Sq7IzLTxqM7NU84TqA914feQ52+bltF1PT9tgj6JXMOXf5ftM7R5BPN5+iD9M3qnnCeXslaOa/w9+og59FCujLeR6dhX9VxjqHNmxtXSfpxW/qHw7qscg44MYBWd8A5CarI/sfRk4MVhZRdPOJ/HizMrK3BXnhfKxWoDe4jxrLFyl1Ay9rFefvnlE49UzrCk7ISK4lHj9xD2qOQc13p1cNb59bBn5bTrfa54jwnjrlfbkIvy2Do833iUCdfl7GvChFghyp5k/jaUrRmsDrLKRvgecpHV86HtAW3rUzlHlzZhJYtVW6IAWDGPbMzz7HfVVxd9z6y9oawAs6JLRBJhaF2H9+HJhi/yO9R8EYtyzn0wZUUImWGVPBf6se7T6EtWsVgNGkqOD1aG0KHoe85Wrldp6y0DyY1A9Fvf23vSfykz/Zc96olgyDhVbxmj/JSbFcUhrKgQmcBWEfYYM9aydSx71RMxSHkpa/ZNI0dkfe86sqfuG+FPHYhkQ1YYAygffZ16MO/h7+gl9nYT0UbUBjq374iesj7bkHWfcZb5JlthZuWIqCME2ArKPI+/E1GAzmJFcQjzt2X17dDuJ+cWkZqMq0QqkAcjx2UyvkbHlPMIIj772BZcsqPtWTVn1Rk9k+P1EqmQ4yeZ+xMhlkg3thYQnk6f7yuiOfVA/6BTqAsyTRnhTeg8YzHlYwtALlbfiRwYUiRzykY0J7qSyELssGnlR8/2rfd77YN9eSEWfW9WUPAYt3me+BveN1Z06yseIDy9fV6UY1pW5WS372M1cRYTvNtZpZq2ylauBPWZ7TTZiZOFvs5KTD3bVhPrzPVDWZErVx/KTN014yFHCFA25IeoHrzcZcb9uh/Hs19mou2zv5YeevjjrS/LXK501VE/fa7oluXa9ggBTp0gYiSnkbTJw7QIgT5lJ+9GZuoVlbZy9d2HszpbZ6dnFSj6nz7QdpUZmPvU/9NkA31ejrv8m7+1zRWGIDNlGRJRwu9EK9AeyXRN++SejBF8PtSIBuo2L7KqrzZI9GB9Qk/Kg2zTBuU8iPGA++tIz6FEJPXFcl3vzby+jBCZlXWf9zL2DmVFHXuFsauce9I/az3JqnX6OBEFQzh9hX5K+cuIa/5NH6AObXML6ko9hnglYpPytZUfWaO+006XGWKdNlGmQRwtiDKedfzErAlTlMa0ye+mw48pN4MCHQVjhnIsEyIWZ0BbyN8mGnyZZ846spHnUM+E+PUdmkhn5idHzyzqEEB+mAgziVqm3ZbhuOy9KCWUViYWDBjTtmWkb2SrybLv2sT9OZqrHJhhi4wwaLQ59ajjECZSccTkmDdkKs7GaQ4B+n7bUTubYDvvmetyCDAJ6zpUt6xbDE3YT5uklxMt2mkoF3KCnMc5WR/ZVZczx9/Ou28T9ctRdW2My+120/pm2mloxyDCtHQuzjMkNsF21WeGaWnYY+ggT7WDg3txptJX+9ia11ZHxt628Zd7h+gQQHejZ6YdRZztnbCv+wFtxNhLffvov8hFtqPyu0+dvaq8t30vc8v0gWn9dwjGc1v5aRdkKjIRx3CbQ2Cd3NbxrJS9lKXM6Sh/zRzHd1/Hty9a32y/aLNTmG/XenXR5+6l+3rdJpCjAgmpIQyFMA1CXQm7KhOXTAuLTmguYSAkq2vLWr+pxGRJ9ERoHsk0eDflIUyXuhAyuUgWbr5P6ArH73UdWj8vJKU8oYGQ0ProwGRdJsSO0MU+QxNz0gEhViRooR3qLQNt4cXIWU6kGEJoX5K1EIKVUDG40y8IQa8T0iTZ2znnnDOIZGPIFOGWbG0g6yxXQrNgjby3yfkQktVRVpJdIeuUk5A3fupwbsL8ytBXEpxS/r6SZU4LyV11ywDJ4ki203b04zydsdvP4U74JMf5IPeE98F3WjKo9GnY96l/ynojH4Slk8wQHUlCyVlh//Rhyl8eFbpbjot+H2a8n9Bayk1fjR4st9u16X/ewfcj+32cGjOtnozB1IX+G/1TH1+HnHN1vaVnWpmZUzCXITSarWtsN8pFX6Q/UC9C03NKTjKrIztDmD8k637b+Etdhph1ny1sJF7k5JHyYiwmpBi5Zn5JoknG33IehEzR1/s4dQIdTWI0xlXKgZ6kjJR3N7qEfoEO6HM+hJzQLiRKhnfb8ZO0D8dPDjHZM/xJFE4/jm7PUaVtSQUX1dfruA9ubJ1ijlZuR6DvvuENb5jYM3DP/I13Unb0JOMxYwFzbPQUyWXZisV8te9kgTn1hm1e2JTYBDkJgK0k2APUnXEZ+aK/sLUHXcV29L6TDa+jbXfzjF6cATRaGoxB7QlPeMJk8neve91r0jAogdrwLB0C7K1hLymKkMETwe5ynxDlJ1Mm+3uoB4Y8Cok65Kxf6jBLKTNJZG8fe23Yo953R0KI6CjUCaOTsjM5LB0C7K8v68ReLhQIWU/7nggyGOJM+uQnPznZu0THX9Qh0OegV3de6oAyRqZy4eAgi+5FF120MyEpjSP+PYSs4ykvxxIxKWGfH3LOQA5jDL2wpm3YLzekY1uQZWQHfZQMs/wNfcNvJoylg2mo50uX5VrWIRBHAPvc6dddXzgW2feM7NCnGQfqvel1mZh4DcURkLKVbYCO55o12eg6aze5DChjJnnoev5GHy11yzyHcCaKfev/Wiayz5U6sve4dgTQn5kA3nbbbb3nZ0jZf/3Xf32yZ50xDH1e7xtGxjEumHzTLxZZbOi6/5Z76mc5BJi/4eDAuGDu1ucYTBnQ7eiccvEIAyfjVo4izv7ven7aNWccAehq5r7k82AenVMMyLHFXHSVi9xL6AGe1ad8IUfk+OBUCZjTH+gbZfvklJk+su6TzwmZSZ6XmjXlpx9T/pwqEcd1nUNglXZa9TvoxSycMq8sHYiUFeOYxQ/KX8sQMo9ccFoYOojffJ926TvHDTywxSgXc0ryHWD0k0MCPYrcxEaEP/NT+j0OA+o8hPKv2qZr+17XYQ4JoSRco21/DyEohN0SttEWdpWw6Ozv7iO0m7CwOpN1uecyoXCUsS4f/yekLCGkhKj1fdVZlwlvonxlnbJvjs8Sks+/672mfdYl4UqES5b77mdtGRhCaHq2XOR3WSb22pd7t7K/fmjhZshxmW0W2Ug/aTstgBDeIW1tgH3yZJRbiygj8s7fpm1XGmLoax2Su0gOgYQy9pm/JHlIytwLQ9mbjnxM23bGNi+41SGUQ5SNyHGd32IW53lbxvrU+7ybbQ7lfly4Z689e0XrrUkZK4YUZlyOWdPyp2T/66ytM323Be+fNf4OLet+W1h0xoO6v6ePIFt9XclV0LYlIGPuKmXL3KKPrQbofdqh7I9lHy7nychWdFgf87e8OycFMEdr26IzLR9Yxtk+trZlfJ3GLTLA/H/WFutZY+Eqsrfb7yTvR2xGZCQnLNXzfz7D9uxjW89u67nJ73ceGcBqOKv5rConlIntAqwG4XVihQRPDqvQZThcvB+JEOAZ+/bt2wmXW5t3ZM6DXve6101CUPAmxXOaSAG8aXil8ELhaSI6AC9teY4ln+GtwsuP53kIocW0CV5msrUSdkW9OGeXFTnKmzOYiX4gPIiVX1ZWWPHtMiJjXhuzigVzvJVEWsB2VoQAns/dhNPNK8+0zwlPgjPebuQADzfe+JxrnVVOVtXxuuLJzQo6Ia94zFPHIazIsQJEHfC20j+RH7zLbBdAfujr5coPqw+Eu+LJ7SNEF/5EWqRM9GnKjO5BJvJ3vP/ZMkA5qRsrWkTOEGKXfl2uAiNPXUc7wBm5xxOODor8LBMhUEYEkA27r4t2wHOP7ifEO/VZJEJg02Wmz1I22j0rVOhBosQYE1gpoR3QkeifejsJ350XIbDpOmRFse2Eg3mnxDCmJUqj75XRklO2VlG2RDXQPqw88zf0KP0XfUu/J/qBvs3K2BAi8lKXclWd+VDbqSBEjSFj5557bqdhrYw76E1O5ykv5J+tVehFtrIxLiFHdYTAkLPuo+9hyryMvp3VUn7X20yRH+5lLtTXaiKRaqx83v3udz8tegQ9xJygnHMuolMYk2lD5qTUrauLvkmEDlG+yA/zfrjTd2GfSNus5tJGzJUIUaf/dj1/Zq6PDmVFmbLxf1aj2RJAf0XPpI/wb8YE6pWxDK7MEfghYqCP+Q/yS0QU7LLdmXGXfpDoNfor5S7HulIm2vpGVzJT6x+2NtAOjLuZu0T/tG3x5DP6SK3L+ij/kN7ZqTOAEHQMAwwcJhNcDDAIHQLKwEwDIZQ0FoqtLRyur6PVEkb82Mc+dkfZokRRZAzSdCA6GEYFdSBMiIl6eVQNgpjjr/pQBLXwEcJKaC4KGWMU7hgzKIGE0qCYGeCjnAnL4qisrg1pBgCU8LSQwlr5Ut5ZDoG+9lgykDPoMVHN8TI4VtIn0kY4vLgPAzUGHtsI6CM4o4bgCKCsKRvyEodA9kxjOONYom2oNxMO6oCDo4/jc+jDGEJMLng/Ewv6L4NgZDz8YYxOisMrWwZwYvD3kj+yRjt16QhIqDPlZ5KKUwaZYgBEx9TG6LQtA0NxBIQ7fZwQPvRojo8qDVU+w3HZ9cWEA7kpJ0mvf/3rJ8xxFFCm6PxZ20niYO26/KUjYJrDZxGHAPyHcnwjDNEtbc4i9CRHReEko40wougrySHQpdEzra2RKfpxjM766LrSIZCjKik/+3m73FqCvkZvl06gLILQJygTYdNwxlkN94y/9AnmGczx4M+cj+1YQ9naE46MXfTbhBXXbUY7YYCinxgD+po/MKdpO0YWPU4bwZdxlvkz7OE8axtGX46ALCghOzHsMZ7RL1yMyZQbo/nWW2+d1Is5IPNOnBZ9HAOHTCeXDXMb5s20B4YoMs58LU4xnI+Un7/VdgzGdx/zf2QdncKWAH5TNrZrwjLzmW068pmyM65ljlnr9L5sxa7H9nW8r1NnAMkmUKCXXnrppOw0IhNujB4ULIZREuPQkVg9ZPW/rdPXjdzFCjWCx8D3nOc8Z1KPOAIo30Me8pDJaiHKLMmY6FwoZybmfRluOas7Z+HWQsOggSPjmc985ikfocRgTBswQK66B20dQsozYE0EAzyZbKDU2phG+SI//NQrFOWK7rrKtuxzsg8XRcwAhxOmPoecZzJYMoGizKkXK1o4Dobm1cwAEocAAyT14vxuBkkmiUnqxUBOP+/jSh4MysJkCd0zLUKHFUTkLLoFpxkTAPpKX/25ZEZ5MPDRoehUeDMowpsJYJx1ZYQADtk4LHlWn44A9D+M0f301RhElJu+gdyX5xb3nayubZKEcYN+f/KTnzxhjqzMSjjJ+ICjrGtDCM6soOAIa3MElIkD5zkEcHp0Xf55umJamdG1TBCZfCNXtBWGdN/JotDtjGf8IEOseFI2+kDtEGCM5ofVxzgyuo5ogG+9X56xiL9h2F9++eUTpozNyRWQeRDzI9iTlAy9OcRkXTgdWcwh6pE6UZfSWMMIZZxgvOZ3nJTz5HIdnyMr5JOIjmyL+OJvyBLt9IM/+IPNfe9730lZaQvmTIwLzFnrPAB9OQLggiMV1slRQP2SJBM9GYdAFtAYC5gndZmskf6G4yeOCcoUXZP+QHnQ/8yXkXGieviMOQYyBHsihPua89QyiJ7BQYpssEDD4mytT7bFIZBcWdSHC11fR/OUtiLz0T4WodahBzb9jE6dAUxaUVQoUlbMmcwyIcS4RvgY7AhfiWBiWDBRnBbylEa+3/3u18ngTjgQg10Sa6EkSDaGIqD8CCYDe+qApxyFgALr0otfCg2TCLZh1Jn1cw/GJquKGBL1hQEajyfOgL484YSBJnkMEwucMnBF4WaAY8DgYrKBIUE7RflmcoUiePSjHz2IiSxGGB5kGDPRaAu7TYQJdcVbzn04AoagzErjIXLT5hBAOcf4QYYwWrucSLUpUCamTDYw7Bms6b9tKyfIEIY1cgZ/vOmsYAwhWSMTRCalZbJDVg6Z+MGXOqVPwCATyEzM+VsMi2kG4qYHH/o1DmAGchwz1CnhipQdBxJtVU5g6d99OmLqSRKTKRJ7lmWathpBG6CT+jCkGXvR8/THOqIr25Ton5lIzXIIbFouyucjE8wTamc2slOvrE0rM3WizrQdz+kzWR11y4oo+jxbw9AzZcRJ6RBAT1FmdD+OjK6ij9APjFOJDGSMKh0C6ETKkigd+gCGEYZPnTSzz6z7i8hrGVaMQyAnXDEHZU7HTyICug5NZ9whCWYpH7VDAF3JvBmnH7/R87QLbYJzMkl9S0dwF46AOgy9bAvmdMhLnO0sXDGmRT/BPg6BRdpwE/fgPKftE/EY3VE7BOgb9AV0fxIG4gRgbENuGCf4rI9ogJoL5aFc6BX+fac73al1Tjkkh0CZcDqO1CwilPPOaVsbcurWYx7zmEG0wSZkdbfP7MwZkBVqDIOs/DB5zfEVKC0y5eIBpcNxP4bqgQMHZg5+NHJXXn48fnjwYzgT6YDizeCMgsCAwGOO8mBAoWxthvZuG27R71O2afvmYxBQ1nrSnednGwcOkNrjtmgZdnsfCpQBjVVcysCAx3FdKGomJ8gJsgN/DGgmvQyOpfJlsB9SaCuDAwM2jqJZ+3CZiNFnGGwwpPvap1i2YVvW8WkOgTCnHkwI+3IoleXHEYnjEcMokyTKWRsJ9G3kDjnL3vAuIpAW6S84GtEvWaWddnwaOjbM6TtlRAn1Rba6ntxGb6IbMUDp3+hV9BB9mdBWyoWxMYSopLo9ykkS4xRyVDsohhaeiCzHkCtPhMnWAQzN2kk3hK0ZGEJsLaTfxaGO/s82qdqxMRQnxqw+TH1YWMDAo17IOiuKOLmnOQTo7+wR71L/wBk9GYOsNoCIKGR+Vm5vY5zN1gz6c7lFchG91uc92dbAOIUOYu6DwYT+ZNxl5b3eytdFeZFxxiEMomkOAfR82/G2fBcdi85irIhjlTEQ+dt0jgDmzLynNqbhxkLTox71qB3jjMU15Ie+zZiEvsqKb1dz/Lo94YW+ZEFmEYcAfQR5obzIfmwC5qR95Qio60S/xcFB2zNvRu+05ScpHTGRu74WNZEh5jvoSRY86AuMu3GsL+K4mHY8cRd9eCvescnshOWzyUxJ9k2yLnORgZOMlWWWX/7NPfkhC3mdBbir8ra9h7JTtpSJjLKUsbzIxkn2d7IBk81yVkbOruoyK7MvGeBpB7LTt53MQCbOPjPnloySxTXZ6akXbZKs0bQNzDnhgDotkkG9qzaY9Z5pmbrJ2FpmyB5CWSnDItndyeBNe9SnbgylDuGazL5DLec0XugVZJys6PRbyl9nzU3f7loHIbdkSm7LWBwd2lYv2oK+Hf2PHuXfZEAeyoXcJAtxMi+3nZaR8qKDpp2M03WdomdgCuvo03nZw8m83HbyTxflT/8s31/Xo60cqdvQTl1Jvy1PcsiJE5H3Wp7K8bvLMW3aSRjR/+V8rm6DtNuQThvqQl43+Y56/pN3le20qHzwna70avTkrDE2We7LOShzaL5DH+56DJsmz211SH9Az0/L0t922sAmZWXRZy+qW/oufynjszgvMiYvymZs93UWGYDXFc8O3m08x1m9xYuWlXW8goS1J0EXUQN9rUa3eXIIS6mTgeAxZIUtqyp4D/FWsY8O7+YQyj/r7F/Kzmph9jjhBSUMmhUvVgbwGtIeXYa2sgpLQi7CDcuV8Ky2xUPOKgmyQ+QFHnA8zay45PxQPPsJ2RqCZ47tGng4WVlnPzSc8bTWZ3kngzr3sVJa7pseQj0WWX0j2gGvOitarEp2KT+LMEq4Xs7+jecfeYv3m1XTJOJb5JmbvofVH/RmMvmyas4KD6zbzmFGfohAybamTZcvz+edeO8pV739JecTt+1bzyoWupQtPcgOF6sBy2bHXndd0YeEtcKUMYAyZhtSnVSwfDc6i3Gg62SrbfWPnkmEAKH201YGqS8RMfTbPrdmUA76Jis/YVjXo4x0SL0T7cZYwnf73FpStgXlQX6Y2yRih/GVfk3EAPOFWp7qHAKMc10kTytD0cuTMKL/GWfZbtW24oauov8j+0PYVrVufdDH8+r5TzK9L3NqTMrNd+r8AZuqU719sC0Kj5Vq+nrGhSTrJWKJ8avv8Pp6nlDWoW3LQD3fGUJEJNuSsjUyWwhnJSwt5aHL8jNvT/6LMpKx3NoA37ZokUUiBDYl59v+3M6cAYDCAGIyiHHDAMGeGgb6TBgRVgYYcgjwNwQVpUB4+BASplEGyktIKxNBFARJZxj0KCuTYMLq2JdeTv6YRE5LeNeVAM1yCFBWlC2djUEfhwzKmckiWYS7DE2EBxzJ/EyZp2UHrUPmGNi4N0lcKDvOG8re90BCnZh0IzuUh4kpThacYyg1+kImuLQBfQA5whjCKdJHaOI8uawdAijh9NHs82UvNYml+nYEpDwMMDhXuMqQ6HKgZ6JOiChtg6FdhifPY7Kpzyk/TiT0COVjEphjgJApJt7ISalzCMUnQVMfWbvRddOOoWM7A4barOMLkZf0ZXQtoaZ977fEMYrOQR9eeeWVS4Un9hVaOc8hgFzBtXZUMClnEh5HZN8ObRxL6Jeyz9YOgZwoQJ3TXx75yEcOJtlnaYQRrp3JNcealseXUk90D2Mg+TQy/pXj9znnnNOZc2meQyBb3EqHAPKDY4Nw5J/4iZ8YxNawTenmrp+7TodAl2Wf5xAgDB09H8cj8sP8h3Gi77l/5g/MzZBtxttFtwx0yXjau3J8I7lXmC8wh2ARLVwXdQh0VRe2hjH23OMe99jJH5etDYxLLBLOOqY3stb31oaueK3rPZ06A+joGDmJBkAgMXxyxisGIMquTJCGAGOYDmV1NBEOTD6YnLDqSR3yw0T2qU996k7yLhLwUC/2bfWl1CgDBj7c8bK25RDA4MSLTzIR6sjgzvnZXe8nRrBznExOlmCFqi1BV+0Q4Ls5Dx7eGHJDWJEjhwQTPFYVKRPyjQOAiRS5DyLvlB1Dj2N0aKtDhw51duYvRhrlbEtORURDBhJyYlD2nCedI70YZPhbPPo48OgHXXqUpylF9iBiGFNuPOMM6hiZcI+HPGf/8hnyhncaw6+LFbh5yhyDHucRBj/9NyttsIU/E5Mc6cUECn1Jn+/DkZe61NEucfjipJvnDCifwffoO6yG9hUdgJMaZwwTkbaM0Nu2GjFrZT2OAOQf51PXq7q8kz4YnchYxPj5gAc84LSM12U9GH9zygxtRfkxRIfgiEHmSaiXk0zK/k59kZ/IFfoTRx6Oy/r4Ur7fx5i2qEOAyTfjAOVHD3WddX+eHh3657R9cmHMWsAoHQIsqMVhVJ8ag6x0nSyzzFFT82a+TD9lDG4zpjFS+ZzxK/IzhIUQ5sEsDNBPccShi5h7znII0Bf6OP62Zp7jP3EuUg/qwAJmIpyzUFM7BIjG6/rEkpQdOWE+hs1HnyBqCj1OBDDjEfMA+LY5BLifuiQfUV8219B1TWv5ut4Xcdlll032UH7wgx+cvJo9QuwvZf8Ze17LvUHsE5y1L63rsud97IemDtl3TJlf85rXTPavlzkO+Dz7evsqK0xhyD5Eysg1K4dAX+Wc9t7sAeJ3fU3bQze0OiR/RMo1bY93n+V+yUteMpGTes8hZY/8ZE8re/iyb5oy00/5W5nvI7lB+qwT70bPZI80/6evooOib+qcJOyNY79r9FPf5WfPLWWdtfcWeUqduHfafv0+6lLnw0h9kJlFGSf/RF/7RtnfDde2nCol0+gq+kyXF+Watu8fnU956Nc173rvffZlztqTucl60ReTM6LUQ+idWXuhqX+Za4LyD0H/wDNjVHQjslzKUfIORQ8l59AmOa/67EVyCJDDhDoMJdcNe9F3u9+5q7pkvrhongvyIyFX9dyIdlpUt64qC23fozzT8gKUc86MVfW9lJlcYsxFyvnFOsu47LOi++v8CrNyDTG2dSUz8+pDf0SeSnmIXdWm52kndFaX5eddyETb+I790paTp9RF1JFyZ/yYlrdhHquxf950DQDFzOA+L2EXygAhRkiGdjGYU7baKCrLyaSXz+ukXl3WZZoiowzb4hCI4dw26FGPbXAIIOsMlFzTHAEo6D6TZbYlksmgEUOUezAuaIvSoZd6IW9MTIYykDNgMzDQD2u2kZs+++ciuoCBDt7bfJUOASZ7pdOIf5cJV9ucHrRhmXCtaxZJbjXNIcPEhHbion90PRmZZhSUDqL02boOpUMAPdWXIyBt2pYMjckg/XTeBXecAPOcNvOes67PaRdkG+bo0sh+mRCt/FsS4Q456d48h0DXjrBpbUU540SE8apXHHxdGdeLJOdNXRjTkmBv1fqt83vTEgWWc4s4LRdJKrjOsq36LPowOrHtGkryYeZbzGfanF7omtJZlP5LP+WzvvU9XGOntBn9sxIClrqIfpDFqi4dGavK1RC/1+k2AUITCG0l1IMwlSRiqpP7sI8uCSRI4lWelz2E8AtCrwijJ0yFEFb2phPWRSgLIcaEyRGWT6gKYYB97bmEHaE+bQnEZuUQ6IoxIUxcbe3LHl3+TpgYYXGEZLWdO1uGzJHMqC2Mt6v6THtP9j0Tgv/sZz97krinlIscW4dc9RUW17ZvjHKxfz7Hf3IPdSCMi3BQwnnZjsHfk0SzzB3QJ3fC+AivZ98t/a8O2Rva0W/TWBEOR5g6oaBtIZ+EQxNSOZQEaakHehDu6PtyywD7QjlOk/3cyNFd7nKXSb24n/DR8rigPItQxvrYuy5li/Kzbz0hubU+R9bYAkTZ2VbSdY4MdHwdNkmZ2NqDniFvB2GX9Fe2k5QJ98pQ+yRJ7PP40rZkaLQ19WFMTaJPdCr9gotyU4/kMek6NLpNFikv8wDCvuEJc8rHnAEdn3EKfXrbbbdN8iJRB0Lry22SXcp5+S7CotmegczAM/pl1pYB6jKUZI1wJDSafrnq9qJXvOIVE5njWV2FTC+SnDftxLibo2/7zqlCmdryAiAvJMikP5TJSuflEOhL7uv3sm2BbT7IUL3lCJ3KnDNb39oSI3ZRD/Q82wKxq+ptsZSPuU/KTltgr6CXGKtmHWvdRdl5R8b2tkS8s7bgIVuMucxRmVfQH6hfW2LBruqyze/p3BkALBQeypWBBmOaCXv2ETGAMuAjqBizfRnS8xqVgZsBnf33ODXIe5DJCnV5whOeMDGi+iw/eydRENP2/bMXh31lySFQ71Gcx2A3n2NoPuUpT5lMYilf6RBAuaKsKA/KjcnIPIcA56ViYHS9x3URBjEm4vyqHUQoc4yhpz/96b3usa8dAsgFirWenMbYyckZQ8jLULdDWUY+w2lR98XSIUBy01UnjYvIwKL3YNgwoKET0YH0EwZJ9sy39WNyCeA47frEgGn1obw4YdDjnAiQMpdG5zve8Y7JfkD0J/qHAZ1EUdSha0N6kXZBbphMMXFCXyE3ZS4MHJdcs5IiLvKeVe9pM9AwhHC0PPnJT548FgdkHNjIU+0QQPZpjz6dLql/7RBgnHrc4x43qQ8TWZwA/DDRZa7AHAJnDXtKh7JwQL9Ep5A3hYucLOScyKkfZTZvxjkcZOiovuWf/ovDGqbIOEYc4xZGZ05WmeYQ6PLUCXiiY2BXtznzBz6jX646HygdAXUS41X7adv3cFagG8scAcs4BOIsvvTSS3uda6ZutZHPHB9Dre3UkvJe+jLyP7QL2UJfYnC2jb856QR57NIhwyIA4yh6HZ2dvfR1XygTIJO3hJxtyBxzamSOuqFTmcv1meNgltE/6zPqyzyJsRcd2tUJGUOT03WUpxdnAAUnsQNKlsyQDOwoDZQ4Qo2RSOMOZWCfBppBkc7GIIkCxzOOQGLUtQ1S62iwZZ5BB2fVkIl3G0uMDuoAaxRdlxNBFBADGZMNjM7SIcCEhMldmel6nkOANlh14F+G6bx7WVFhIpikhzm6kYQsKG8mWCivrF6RnA8n0s///M+3Ju+b9751f146BJAdytk2GULpMrBwVOgQVrLaOJRZZZNZts0hgCPpwIEDvU/EqQOygJef1UPkBM6sgiJTbUl9cPjFMbluWVjleTjx0Oc4cjHOymtaUsFV3rOb7zBxwyGHvi5XkXOcKnqRJFY4M6LHaQ8MIvQVTgH0Fz8YHEx2SdbYp1OsNtCQmURVhdWsxIFw6CPZHgnH4Fj3y7I+ONfvc5/7TJxMGAyMVzgvGDMwQOnnjLt9G9KlTKLrGX8pL5mwcQTUEWFMzpGnLsfdef0GfcLYxW+MA35wajCuwTcyXrYP9ez6CF+iRxl/6rkD9UP/YOQwbjHPpL/Tn6kTjnf0PX1/2vyyK0cA5URfUtb6eMZFHALRV8x7hpJgG/6lkQ97EiFPKx/3onsYK4Zw6lPdP+izRITRV5GbMmqKeSqnHnBqEnP+LsvPAgCRO+g/ZJl+iTzjdMmRnrV8x/GUtihPWYJ/3xFVqzoE5uk0P1+MQG/OAIrHgMKAzoCD4ib7L8b1tnl3GHASIocS78KJgeMEo4HBjSzKrJ60cWOgaVv1RBEwkeU7THi7VGS0/axtCgxytTOA78xzCCwm8pu5KysqTDrwcvNDHTI4whhjDqOOv2OcMpCQ2RXnVx9e8Zw7C9dyMl62DYYORlBt8DOBp64o8D7DisvWZMBm0krfQJ5z/B73zDoLPs68zUjG4k9l4kRYIjqE1blcWdHlWFaMPOrFyi/9l4k7jqQhGEKUHyfArFC9ITgEYMZEqs4GTdk51giZRr6RfZzUOc87YaC0Ef2WVaEYeptcPVxUgkoDjbZgolhHu9QOAfR/H05UjDnkFx2IHmElGr1TGsZtWwaih3JUL201lND0sp1w+lInxl6M1toRwL04pBgT+jixp02mGHdxuKBPMjFHz9A+tAtRJuXcJu2T43IXldN13Ef5GJcYT2uHAPoRgwj+9FOMIJwzmZvlZIe2cOKuHAEwYN5IH2VsmucQIDoDmc82wkSQ4ShDb/XhyJvVjmHLPIgFv1kh9MhW1/PPuuw5jhQjm/lZTurhPpzyzNeQG+qDfOHExLmE/icCuIs5f1lm7A3GL8agMsoLeW/rE3yXPkE/oD70XWwHIgyIKhmK/OgQWId2XO0ZvToDyiL37ZVaDV/334o3kgGAjs+FkcBgggczHZ2/M3BgPKDE+I1REaMPRYbRhAOmL0U8zSGAIs4xk/VqW+0QmLaXuuuW4eg6BmwM+2c+85mTCTbtgTFBiDftgkOAgY/jG3He8O8+jm9kwoPBxtYWBhMme5SV8iX8uS2HQCbiDISsaGBwUP6+5CdtnCOZCA1lsGbgZiKYydOsAaZrOZn2vuwvhjuTxNL5kr1x9GH6OoM67cZEHXljMj6EC31CuSgPE28mrBh96BoiHgi1jOMRXYRRjbHadb4DDDPemf3nsEaG0Kms8LPKw0pJnHdlVAl9ls94Bg48DKS24zj7ao/6eDHKURs9cQgwmUR/dskf3YHBie6BJRE5lA+DAbmuj/yc5RDoi/Ei74VxjFXGLPpA6XDFQCUqAD08lIk4hgF6k5VDZCJbG2pHRnl8XLbQLMJk3fdMy/vCGIaeQaZw6qFjcK6y6EQEA3oHXVQ78Lp0BIQF85t5DgHmEswjKHd0FvKD/kd+hqR/yjautwz0tad+ntzl+D0MZdoDA788ti46KLmf+CyOYBxnfThTy3lw6RCYlQsJPZNtVcz5GK+Rn6Etvi7qEKA9hjL3mSdj2/D5YJwB2wCr7zIyOKN8mERw5vjzn//8nb2GGJhECiQ8LhMPJt0xIvB44kBAEeQZfa9KtDkEGLxxBuzbt2/igWWizk8mTVGE1K2vhHu1LMCUsuBlZTLCoMLEA0MCAy7eW4wkFDYTEX53eQ4qLJkUMSBgyDz2sY+dKFNC/VlRZzJeRonUDgGMB+SL1Ty2EGCIDmGLAB5uVnRZaXzGM54xcXplPzEGB8yH7hBIcjG4YkjUg1y2JGUVlN+sSOBkGspFGeOoQM/QHvymPkzK6QcxTvkbk/MuDdGSUybhmVzDn7KSbC+rPEkaVkeVUE++z3fK3AFDaodZZzFTzj74o39wtmDE4Eyk/bOyjwFKGC5jGCu9pfwP3SHwW7/1WxPZJtKKMSrjFHoImaJPkwMkK4oYctQTR+pQoqqQCTgzjjEeYCC0bW3AgEgkW9f5kJj/wC55hCjzNOMnOpRxln6cxSb6No4o+m4592G7HuNI2972TffreQ4B2iJbaulD/CA3Q3YEhNk2OASI0EGuka04jOqErOWWYOZs1ItFnz7nn8s6BJKIl+1vlB/90xYds2l5L5+frQrMKVkQwVaBb/T/tKSC1J35dd8LUV2y2vS7dAZsmvCanp8wdLyWrDIwCKKgGCDpPFl1ZqBL1usM8HQsOg+ecrIWM1nBKBxCaCtlbHMIEP7GSgVKmQl7maAxyWaGEBqNwUPZaJdzzz33lMGB9qGdMJCYFE7L3bAmEZn5mHi/MxFHkeLRZqKBQcnkAs4oX+SlLUIAzzlylOSYQ5jIMjFiUsTENYYxZYc5A0UZ2lpOTLpMlrlI+5YDO320DP0rv5890tRlKCuKKV9W5JhsoK+QD/QMiQFZTUe20EF9bIlpa4PSIcCqWwzk8t6hO5EwYghtZSKLs4460KenJXlbRBY3cQ/yQD9FD2F0RXdTbmQaWUZeiMbAUKYe5US7jnjAkOtb/tE9OOdZTWdMQsczFtCXcUIyrqFLb7311omzNSuKfK8Po7OtXSkLY1e2ijF3wLFKWZPssDT6c7pTnQ9kEzJTPxNHBRF45favWQ6BtjIhbzhuMIRKRyQ6FwfaJudEyDXy3+YAnecQQLdSPrhjsA5B/hdt86E4BGh7+Jcr+cwxmU/TH1NOdBVzIe5N9G0+iyOA/w/BEYwDEv2SEw0yb5jmJEPv9rEQ1SYr8EV/ohszZrE1j7kbnKNj2hwCQ9hasqj8b8t9OgO2pKWYQBHuj+JKWA+r+wxqMfbp6AzchKszuJThP3QejFGSL/F7CIY05WfiQVlRrAxwOdmAiSGT3CQ2ZGLIigX1Y0V7COVHdJhIsScUI5uy1tsaqFeytRLO11e58X7jYMH7GrkgLJJBBNlA+cKcySw5KMq9xqWzhkkTHvGheGQpDwN39r0xwOAY4MJRUw/YDOL0lz6TvU1TOdM8/UNVUayI4tHHEMpqHXKRSTXOmdJgY5Dn/0MK7cskPMeWUvZ6y1rpECgdrX22S44jRfZTB/oyjLMtaUgOAYw4JnX0yTIaiu0jsEcm0DM46WDMvbXztNyjPoTQVsZidCq/idJhAk5foA0SwUOd0Ks4wDBCmOAyBvedNDDJ5xhjkaHIPWNUQqBx+pYOGcYODFqcOn1E9FAW3tvmVJ93VCzblXBk4AhoO76R9tjkmIDcM4fLtjxySbBVkPrE2TLPIdCnvtntu6NDWdyhr3c9f4A/Oginb+loZ4EDfUNEIVcW3WgT+jXOgHLLwG45rOv7mefgIONCH1L28ujYeX1iXWVZ9Tm0CfM3osRYMEBHoisZD6JD45yblfNp1ff7vYrACa/BE/jEJz5x4sILLzzxxje+caesv/mbv3ni5S9/+eTvP/uzP3tKHX78x3/8xE/+5E8Otl6f+cxnTlx22WUnzj///BM/9EM/dOI3fuM3dsrKZ7/wC78w+Yzf/H/oF+1CeX/0R3/0xEc+8pHTipvP3/KWt/RSFd5L+d72trftvP9973vfiRe84AUT+fngBz+48/fXvOY1k3v5vL5oi/LeXipz+0vpE1yUh/LSHz71qU+dQPb54d+5qAttM5QLji972ctOfN/3fd/kh35cXsgQ5aVeZZ8fUvnTfykjP9SjlK+6rFddddVpMthnfZCfsq/O68OUlb7xh3/4h30We+fdyA99913vetfO36gTsk97lDKVfsH9bfqpiwohz8gAF/KP7ons1OWlTvxtKKzb+MC6LmP67TaMW8wZkAfG3lom6Mf0Z+pHP6fdLr744tPmIF3IDe9okwMYt3F+8Ytf3Dp3oO8ic23jWhf1YJ4Dz4xPpezTFmU7RBfRBn2Vt2SyzjG/HJe74J53IL/ooMh1Oa6W8h9ZTzkzv6C9kKGhXJHzsm9MmzfkXn4P5UKup81vqAftRJ/J/J/xjL+tUxaHwmIo5TAyYAvcQ3g08V6yIstKAx5uVqNvu+22yUob3k08mUkkg4eQ6IC+zr2eh5TVREKDCBF6znOec8oqyaxTBuY9dxOfU048+mHOyg+r++XqVr3/uE6Uw4oKkQOErPeRKDOnRuQselZ2CJljLytRC0RjsG2Ai9WXhLrW+8lom75Dc5Ft5IY2YTUre+1ZccDrn4iAkjP153tDCE9PuDQZf2HN//GElyc2DD1CgNVEwvmSo4FVNTz5/FCnMvolWeOpL/vF6+z2m+izs57Jigp9mR/CuxNuO68P88wuI3umHblHOZJJnJXbMsoiocTIU5Iz0l+zok6kRh/JrghlZbxKslH6LivMbCFJrgBWTCkfK4boViIGiBLY5GrtbmQP+We1Cp0K42nJ9nbzjk19lzGN9iCRY1sCXlZOs0ed6D1O30BuaK+uc5QQvcbKIVc5Hk3Lmj5tNZS+S1/vekU6bYgsIy85au+pT33qZIWabTHwZfwipxN9lwhIyhsZq48d3JRctD0XPQn/advWli1L13kmUj4iOGFLVEhW+1OnzBUYi4mgfNzjHrcja6xck7zxkksuOe34x2Xrvs77mcMxlnKkaq5ZOQTIx/KYxzymN/mv647MM0YRKVVHGWXLEp+jd/ih73ed7Had7bUNz7rDNhRy7GUkqQaTouQIYCKFUmMyjlGHUmDyRJgoF/f1YXQu0k7JMI4SmLY/j/KjlBkEmYzw764vysl7+WEAx5BEITGxxajBwC8v6kKbZFLIJIYfzqClDnynj9BK6oHiffSjHz0pLqHdbDdhMGFyQpmpE3uPIzvIGoPHEC/KTn1oj0zs2BaA8YT88+9S9mkDvgP/IVzIDeXnN/2Xfouc06eZeOVCVvg8v2nHIVwwxpiAc0Kd+U054+hA3nPxN9qJuvWxz7hmRn9GHjj7GvZluHndh+nLfVwwQ15h3NbuKVebPkH26dtctFOu7GPvoz51eeGP0ca4hU5FB6Xc3Ev/4BrCVoCaF3qGK7qHsk5zBNBX0P9Du1hY4JqV/JX60VeSRwZd1MfWhhgA9FV0ea7kXMiJDPSZRT7rqy0YU2GInKMLkRv0IX/DKRnjDlliLM54HOdlH+WGLeMS8zHKzL+39WK+QD2Q/bIdyjrRt+Fd6lzahrbD6B6KYzKy3jY2MCZkvly2GePJUMqPDGWOFpullqss3JDTIVdfjrxtlflly60zYFliPdyfM6N5dSZWZceIAcRvjAwGzj5X4FCqydBa40rnP/PMM2eSjEOAycB5553XKXWULMozEw2Y8n/qxB4tjDcG61kOAdoAY5sJFN/ra1W6lhdWIJiARz7gG2cSxgN1xjnwoAc9qFPmi7ysTMCEMZdVBuoTY59JIpPGOMxoB+7tO2su9UOucMZQntLQob9Ql2kOAQb1oTj3kA/KXuoX5JvyM8niNxPbOASYRFH+ISSbpEzp05SrzZgegkMAhjjv4tyqJ33R/UQptV1M+nK03SL9atP3ZPJargqWxhuyTf9FV2E8M44hX30Yn9NYUF76LSuElDMJrNAvbVn3eQ6O+qH027Z6xbHRNkbHIbNp2Zj3/NIpuopDgHqUBsW8963rc+SFd/MTWa8dAjFEkRHkHb2J8RnHafoxY1ofV/pr8kmswyHQl4M1x6ky/jJ+tTkEknwVOaMt6O9DWkiIDNAuzGcYy9pkOzoH+UEHlbq2Dzlqeyflhzfz6TaZyN+G6BAeCsN1l0NnwLqJbuB5dJp6RQKDLRedn8k2nR4jlQ7U50ooChTDkoGtvjIBxyiddmWlF6XXR9ZlBgJYlk4Vwp35Wzz7cQiUq6DUJ8YE/84EcgjH75WyUg8gTHATIpesun06k9rkAs5MRpIwp74nqyy0D+3GvfQRfpehdBvongs/MgNc6RiKFz9OpjaHwBAcGakkZWeSlAuHGPJEPbLK2xYhsDCkDd4Y43lef0wfRuf2NXllixf9ss0hwHiAMYqstBltOA8o+73vfe8N0lz80dH50TuZyJbGKLqe+6gzY1cfBlDO3W5brYJ1VvpTH8aJHPVGuUtnB5Nw2ibJTBentf47k2yMMnE95CEPmfyundl5c3Tt+kuy2hN34xBgLOh6RRSuOPNoe34Iz0Y/0g7THAIlGeYWiT5k60DX5U9Z6Ke8G7mftpq+TIvipKef9BXlRuJpxiYcAm3tEEc282fmsPRt5g998Z/FNhFHOaGlvDd86e/IYl9bM8oyMRcrHWOUKfP8RNTmftoIeYsDZxkZ897VCZgzYHV2nX2TbQIoJwweOgh7n9j3VB4Bx6DxpCc9qXn+858/MUhzVnZnhbz9RQwc7I9jn09Cs8oyYKwxKSerb33iAfflLGH2HvexvxVnCnuf2Rcdr2S2DLCvO3sm+U0IJWFn9ar/IvuPu2oXeL/61a+eTLRjVJJPgrqFL1mNkZ8cz0dm/r7kZxqX7ENH9mkP+kI9yFHHbD+hTX7iJ36it9Mb2uqRs6+Td4FJCbJG1mI+Y08rbUUfSkb4ruRk0ffAPP0iEUCcOx7ZouxkyuaeoR3fSG4VdA/OgLaQQ4xV9unSL+jD7AfvemsPk08MmGxLol3aMimzp5h+zL7KbNNIG/IMstyTIXsIK9OwZo/6ne50p4nTmpwAlB3didMRXcP4Rg6cpz/96TvH8mVS24UuQpbJaUAOlZQRnkxMOfGGPccci8n4mgvZoG45/pYjNdljTPvhDGeS2/Ue+7Z+jEEA34c97GGTfkrfpB/wN67S2Uh9MSKo1yaP2VtU3+S+cj90Tv5IuWdlTe9S/uN0oe2RoUc96lHNfe9734mzFLmgH8fA5nP+z8+69uMvy3TR++mrMCa/x6plxhFAvyDfT18RP3BGdphPZ5th3Q78P6ducYRjX6c/lW3DnJhxNXvp+SzlQv/TJplzIoP0X8Zp6tGl/LfJE3qV3CTooBwRzn2MX5lHUAc+Y35NP2E+xG++14cNsGi/2Gv36QzYghbFeMBYYxKFkUzH5/84BBhcSE6HomUFtJzk4l1jQt7FZAqMdHiSzTCJoLMndDjJ3sqwbjo/ihkFXXZ4ysxElgQ7fZzjigJioKAOTIxIdkiZUGooKHjnOCDag2R7bUmYhuIQoO2ZdL/zne+cDA6UHeULe4xPBgtWgkgiSDJH5IvvUHfaocuEgbwTJxHl4d+1IZbJHxNZJuAYEm1eb+rUZblnqRA84hgTyArlKgdnEnKxahSDAd7IE6tCXSarm1Z+2oC+i2OMfsAkijZJ8kz6AxNF5D8DO/fDHoO0a0N6EVWO3sHR0hb5QpJD+noSbS7yvHXekzBcZCKynt+1QwDG6E3+ThvQNhgd6OAcOYvuH8KFPsFQph8gK0xkMbppC8YwnEfIPfUuj7Jj1YtjTruoB044uJVHr8IOmUD+cQRw1XkvKC/lQyfxfX7TbxgH+3YEUA7mBkToUU6OP8yF0ZNxANlBL3EvE3GcZjgyuu6/9D10YhKqMv6XiXoXdQjQVoxtXV+UP0cX4oim7yIDyAxnwSMfyDzyQntsg0MAHUPf/OQnPzmpxypljiNg01GeLOQg04xF04xg+gRtgEMCPZTV51WdHJuUsRz/ybiQIylJOMncAJ2asYH+wuf0c9qKcbmv4z9rHjh/cGTEuU3S6jhkcDAlSSx6E0c8vxnb0LlDiojcZDsP5dk6A4bSEjPKgcLK2ctEA6DsGKjT+fmNgijDoQlrZzWmzVDdVJVZYWalEw9fJtvxiJfGG4oaY5l7UcLUDUMoE1kiHPrYY0wYE8o0Wa9f9apXTZwuhLZRHyamDDYoNpQxkxU+Z2Bp82CWDgHaqy+POOWkXsgNZUJW+D9GBHVCTqhfyRzjj3tyysCmZCbPxZvNRDBGD4NbBu1yQjjNONp0+ZZ9PpMO6oNMY/AgJ1zlAAfj+9znPjuJvDBIcDpdfvnlg1iRoB8wgUUGmDixkoiuSVQJjhhkhPpFxrIiWrbZsuzWcT/8MWz4Qa6ZYNAHE2XVFnmBAUe5u5L5sp5xBKBr6lNgpsk87YCxQR+OIYqRjUNzaNt8MH7QM/BnDKNOJCnF2MZhRhtx2koc14xfyBYnJnSxOpeokXLFivEgBv2siCRkBkcrYy0GE/XoW/6Rrcg//TROi8hcTp7AScwknLEYfUsERB8RDbCmvFz0XcrE+IS+wVnE32DKXAgjgvZoixBApliR79qRQf9DnzMHY0W5vJDpnAiQqM4kRlzFuF6Hflz0GZQdXck2GeY99MVlytyVIwBHDFvt0CWMtXFw1bqD+Q96CDmJjiwdArQP7dfVAtqsdiBSk/kz8wjkBYcM7cDCTU6RQY/yg5OAfk4f4f6cLLZoO2/iPpwALA7QNoypGP78Zr5Pf6E+6FfGMfQm7YEjnj40BP25CSaDfuZQzji0HLMJcC4n5wJztm4uzhjl/y95yUtOOVedc4K5N+c6d8mW8tTn1HNGaM7YLc+Z5czQn/zJn9w5b5pzRPs8V52z6ilnLs45LRmmDTivmCvnYc87C3gIZ6NyvjH1yZm6yE7OPuac47Jd+KyrM+45rxsZQF45Ox3ZpYy0RcrXJhPTZKpLWZ/1Ls4kpk78/t3f/d3JOd0wLc/6hTt/43f+/Za3vGUQVYB/fS49ZavrwPnYOTM755YPoQLoIfQJ9UDGcnFuMX0h3GkbZC56q4+z7XMONDI965ol8/Tfvs7wXrS9U/6ynuhO9Gh50QbRB4s+e7f35WxrZIZ/p02iL4eub9rqX547ftlll01FhPxTP/py2Vd2y3SZ79Mv0wf5jQwwHkRvRsdQD/o0MsO58fx9Xr9Zphyr3ktZKUvORZ/2HOYT3Fe2B30AueNn3vdXLd9uvsf8hTJTx1wp86x5QvpMF3O6yAJc03cpG/LD+0uuaata1tt00W647ea7beMv5aNOpQ2wm3ds6ruwhnHmcPV7+Hxo851Nsdim5zbbVNixlzUTb5TdtEGDCTuDCgqjj4ElBjMGXnnNmkwxaZlnUHfR9jHg8i44lgMgf89gnknK0BVz6sKAzgQbQ2iWXGQiPmvyuK62oBxw5Kc2CHgHg3UMNyas9TXkCTqDXSk7GGqpSxwCyH2cYX07wmq2lD9OLz6LYdGmV5At2qcvQ6Iue/pxDLn6c9qCusXA4HdfjgwmqnFMtPUr9CKTqlxDlvlF9EIMPhzYbXqItutrwhtnF7LQZuRsI/vSIdCFUbaIDEy7p3YIRD7QL8x9yoUD2icGYFeO61l1i1wvUn/GO2SslH/6eR9zoBjOsJ0lH9QP53xdZsYt+ONUbZvvdSVzpZzTTxmLmKulfPzm/5lrUuY+FssWkQ/uYXxiDM4V50tf8/pFy819sQGQcfrotHGNNijnGMu8w3vXT8BtAoOO2zi1cISZE95E4jFCcwlNTzgN+4vIG0CoHWFDOe6r6+oRckX4D+GfZYLAWeHdbBsYwhmi7JkkTJ1wOMIoCRkjfJQQ0ISNcQ/bIAg7JlyOUK4hZGud187ZY0wIHVsdCCOrmRPSR6g04VyEGm86VI59YexzZotA9pyz74/wYPZ80gaEhGZva7ZnpK7lnjnCzYYQWkZ9CLWlDgcOHNjJRIyMEAbHdhlC5JAhQv8ImyMsfEjnGMMXXQJP2mHaOerUA7niPsJyu8zxwXYK5KfMYRC5IDSR8FD6bS7a5Q1veEPDnkVkn3olkSC/2U/dx9Yk+iDynQz25TaSnCRAWGj2qm/LNplp+gju5A+gLW644YZJ+Dc/bC8hzJpQdfoFoa6b1j91GZNYjy1rtAvh/uXe421kX+6zh+2Qk9XR3sgH8p48Nvw/p2egKxkDmPfc5S53mYRQsy2GOtb5kuaNh+v+HFlGt6Dj5+WrYTsl4wBbNzLuUceu50DMI5NcOHMftmVQPspV6nP+zbYN9Gqy6ye8nrqga1P+rrYGlG1Y55OgvPRf9CbjEzJFPgfmP8yhqSPyU87t1i0Tu3ke23YYsyh/xoEcU535JlsGsn1mN+9a93eRA2SbuTScmZvVss3/0Ud83tex2+uu97Y/T2fAlrUgE1YG9OynQ3nzbyZSGK4Miuz52/RECgOOQQAFVRvD/I2OjgIuTzYY+mQqOQAYPKgDgzpsSf4TQ4FJyl3veteJsYyS2wZHQEScAT5tk72YKGOUNvLD70zEN10v9ojyTgy65Ftgvx8DYPIb8HfaJPkxkkCz7LLIFPvn+s46izOOfpdcC/wfmSkTorU5BOYdc9eXemJfH22E4YxhhuyUDkYmITjC6CNlHTdd3hybx8QuGerrRG05rQTZYSKFgzS5G5i0s5+USTsTEuSHPtFX1uU4vOo90JkAUq4c61U7weiv2YO/ae7rej7jEjKfzN7JJJ28EyScYgzb9PjVVh8cEsmzw1hKm1DWbXAIJNkticPQn/BLjpq94BCIPNBfMEZxErC/mP6LvPR9HjlOCWQ5J2bM6i84m5AtdFCf5YYlRieOVZLWokfR+5SNfoDDGh3JuEs5M2cojTc+zylXqTPzwu/93u/t/DSKtgSTSdZIGZEb8h8wdjCOMPcpnRvr0nHreE4SHZILgPGrdgQkJxFOsS4SrNZ1YnzCGcH8mMUC5KDUk3CNQwAZS86MPAf+5HigXn0k+1xHG+21Z+gM2MIWRalhANEBkziEc205lqmLxFEogpzjzgCBkVMmx+P/8SRjLJSflQ4BJu19JOua1uQ59jDlwsBkso3SYxBhxRdPOiu+ddZrlPMQz6Ot64qSxuAn6RhJmjAomPgy2GPcdZU8J8ffcIwhF+9mRTdnwZPYKkdnUjYmKDhl2gaOvgy5ki3GJsYEEyUmTzg1qEM9CJYOAYxt6jNvJWnTKgrZxblFmdM/KVOSTNYTEcpDW1F+dE5XEQFMOpi04mhkJZ/+luNLmVzEgcXfc+QSxj+GBOcyYzwweSKrfXl83Kb5znt+PYlF1+BUiiOgLRka7UR9MVa7SLA3rw7Lfk4boWsYr+gD6IEujTrGMOSpjCZC38MTmYJ5TryZ5hDIiSxdr+jWrOm/9Av6I+NSHLwYc3E2DskhQDlZocUYYHyl75bO3GkRAm0OItppCPofOWIsZbGg7cjkss2oPwYzEWF96v5EN1Ju9CX98JnPfOaO0UzCWIw9ygp72iiG3awovGSIX1YnrOP+WSdOMI9g7kOfYN5M/09fX8e7d/MMZCJGNawpK21CG/BvIjbLBRr+TyQKjvquxl/ql2O2mb/hwEWPIh/YAZS7TFwYhwAyww/1wPHEd3BwE42C87LPPrCbNttz313/zgOfOAYC7CnPXtskaqmTbyVp3bS9ofU+syFwS1LAJCUqk51QT/bWlfWhDvy9j8Rj6+DVtld/Hc+d94wkd+O+7JtOXoA6UWP20HWRx2Beuad9zn5K9jvnok7smaOebXtB2bfeF/u6DkmoVO+hzB5p9rimDkkO1Mc+XfZQsgexzgXA/nN0TZlAj3IiTzXjJMMaou4p970mkd2q8uj32gkg40lMmpwR/K1tjIpeapM5nj6UHBnIP/KSRLX0g+xhLxOWUubIWL1nvQt5KXN18P4yB0BbHqRpOQS6KOsq70DXUC9+ps0HYID8oa+Gck1LBsjfy2R8yaXR5zhM/pRSbhgT2vIJ1TkEhsK6LgfyUCfRThJh+nNyHiTfQZnstutkw8gDuhD5Zfwsc3okIWCtb6hv8lCVOXp4zhDH4KHKSRflMjJgz7l3uqkQ3m+8xqxQ4VHOGbqEmbE6gbePe1gBKMPsUzo8iH2HdreRwuPNigrlpvyUMeeoE0bH+cHx0OLhxDPLvrNyf3I3LbCet/Sxzz75LZAbGLMCh8f4qU996qRSrLThZc7+voSU/eAP/mCnIemLECZChvLh+Wa1Ol5u6kU/iFe8LUKgD/Z1neBOBADlJUS7vLL6zMoRnn9WQokIYDvHU57ylM73+sEajnU0UdvxpchPWz4Bwl+5n4iGTW+FqVmz8kP0CGGq/JtVrHJVs1zVol34v2ctL9IL598DT+SblTaiER73uMdNwmsJ6yZ/Aatc6KNSJsqjYdu2DHS5IjethtSL7TuHDh3aOQaRSAH6NHoJWW+LEKCuXR6/R9RRzhxnNfA5z3nOpB8Tvs0qLfvXieKhbdIGy0QIzJeA3d9BhCDRDETt5KhJZCQRC+hzZIJ6sKrLv8uoSNqKCCxWdIdyDnzG27bjAnOMI6vn9BPmO8gWclUfn7h7urOfkP7LXIEVZo6P5FheysQ8ARkqw+VnRQhsuqzLPJ8VciIziexhvsD8Obk9qA9RDEQYkoOLeub4T/p8vT1umfcuey9tTvQmOoOoBOSarTFEy/I35sjoGfoI/bctQiB9gqgCIsGGOP9flsteul9nwF5qzQ7rgtGDkU/nf9KTnjRJ1kJiKCZbTEQIdUWR8TfCchn4hzB5WgQRAyMDOgYQA3ycAuXAj/Mj57kyyeljj+sidRnqPWy3yH5tBnQGiiRupMwMJiSxw/DkMwbGOAuGUicmRjjEMDC5mCC17Zub5hDooh4M4pxdz+/asGRrQ7Zr1OeQp2y0A/2Y8Po8g4lLH/v82ELC1pYkJGIixf5bwsu5cFoQslgaFKkHk0n2Xr7+9a+fGCXlJH3T7ZD93Ezg0CvUA2MC/VIbDNsyid00s3U+n7bHWKYdyFGSJHTIPLKSHDw4BNiaVOryeQ6BdZZzlWch/xgIz3/+8yflzl7iyNxNN900MSRqh0CXjkj0Bn0OIwF9ky126H3YJw8S/YFylrqldggwn+g6zwrlx3hHz7MFgzLjzEt4fZmMF72CzNDP08f5N22EE4HQaFh0XQecMczDmLfQH5i/lfOxJAOkTvyUiSa5j/E3yfjyexV5XeU7sGaOifFJ/0XfM5bBMFsecehto0OA/sAWNhaTqBN9gTGsdAigr5Arwu75NwtSXW9JJR8S/YAxNwser3rVqyaLA8kLRnvEmVHP9+stA/XiyCpy4XfWS0BnwHp57smnYZC1TR4YBDGG8FxiCDGI08mZgGS/Gffg+eSEga4HwFUbgwkI9WByyASF/fX8jclM9juixFGCKMmuVxhXrddQvgdLuJKIEZlgssH/b7vttlMyuuMMwIBiAGS/99CucqLKpJwsxbWMl4MgTo2uV1QwCjLBg1/pEGBQhztl59/T8o1kooi893lqAxMiyotzhUkHk1vKzMRoVnJSJsAYgzkVgXp0dfFOnIY4MXCiED2CUwv9gl6JAVTKjQ6B9bYO/DHicH4lvwKTWvpvEoilL6CD6oRccQjQjxjjujSk55Ggb+LAKCfoGBM4vviM8ZcVRQxv9FMfJ2agw9ExKRN1IhIAw46+mKSA/D1RSmVivehZHAHkRuo6ooEoqJxeQt+lzElIhy7CcCuNG8pOf2bOA3fqjh7ACUJ0U5cJ32LAsZqLXOCIZBxi3gbHcnV2lkOAtqEdqEOX8s/49dM//dMT+WbOlf7Lv9H5yA5jALkncAjwt1I+Sl1K3ZNjZl6/2vTnOGfgiU7CuZEyJxoDR1J5+gf1pm5Jqrzp8pXPZ/xk8QadSTlpE1gzz+ezUmci2+ibffv2nSbnOgS6bLUV3tXFXgTfsb0E2KuUvfJte5xzNjPnAJcX+4HKvZnsNyv39G4DkXJ/dH0meVfn524Dp1XKyD7XUiZy7nv2wWWfWfls5Kfr3Ay8j7KyJ469ksh5vb+43NvatmeOOrDXr21v4yrslv0O3NijigwnF0aeMW2/6LLv6Or+5OhoqwtlmHYWPPXsWv8gF3DnJ/u5KWO51zx7cut24b5y32uZj6Ir1nvhPfTXcj996kRfZnwqZYK2QCcNJRfANP6Mw8hDWznr3CXIHXVir3Uf+od+V+bUgTdtknkFuQ1y0V8o/1DOHqes5Euh/5asy73a0Z/sgW7LO8Hf+soNQ9koP/LPfAV9QnkoP3+fpkOHNCaQzwaZKPPEJO8C43KuebkY+H5b7p6udVyZzyNzynk5D/qea6Irmf/kIscBMsXfIkeljHN/2a9rxpnb0a5tfabrNvF9nydgZMAKDpQxfQWPLCtYrO7jTSaMjxW6hJjlbOYcS5e/48Ek9In/40FkVazL0Nx1tFEiBFgFSPgf2yHYb9x1mNY66jOkZ7C6wCoQoX2squBRzt50VjDwLuPFL1ey8KITqpkz1zdZH7zfrKYQ2plzx4mQwWOfbQtZjSsjBOqQ3JQRj3qXK1olm/IEAxiXEQLzVoM2yXiVZ9P+rLZxsRpUhxtOixCgnl1H8CA/lJXfWdF63eteN1khJYwyx+yxYpVV5zKzcla1+JzV3208NWCVNl7nd1iJJZqF1Vz6NCHa/I2VOaIFsp2Nd6LTkS/GriHq9+zbJWKKqDXKioyU4yr66v73v/+O3iSMl4sxqw/9Q1nhnC1ehNuzmg5j+iMRMwlJpz+wmk5ejWz9WacsLPusyAn9N6vhRAYSDZgVaPRKjt2rT07KanqXK+mpY/bYM/9iRTf5X3LqEfqHo5+Z0+Vc+Hy3HhOoXx/7u7Ot5wlPeMJEnrNdg/ZApsiHkXYoT7AiUqDOUE8/6fvUD/giU6ymMzemjahTjrotx6c6Oow5T19bUZl3nXfeeRPWbAtm3kZkBn2UcYmxi60w/Js6MEfimhZpyDhGxBJzvj7kalk9MJr79YpIYBECePPiBcQryMpEvHrJ/j5tVXSR53vP+AgkOiCecbz3yYKNd7lctUP+8KSzwrXpi1WgrKjUGW/x0iP/bacELBIhsOmyz3r+XogQYAWdNkim92mnNSRCgFWMPq6siGYVEdmgzMg8clye3IC8sXrLKpjX+gikDbJqBXM40yYwT1uU0Ua0zVCjMJCPrPIjS4m8K6NKktUbuU80UB8RAWlFypMV3JzUU/JG35cnZ9BGrLL3fSEfyEL0P7oT/tSHNqgjARivhlDukjvlKcdQ2JYrvIlcmrZCm+zxfclPosASlcH8MpnsKRNjdBndw/yBNuurvPNkFt6Ur4wsSYRMfRpOnjWEiIby5KCMq2Vd4c091KHUUfN4+PmwCNxhNF4PK7orAnhm8fKTURTvH95CEpORGyDnfeM1zKrdrl7ml0dBgH3ceOtZLUoyKTzneJrZZ5pkfMgY9+QM8E3CYTWCd3Eh4/Fu483nYoWRlRYuysj9uegX/I2+Ql/Aez6EizJSF3inf9KXX/GKV+wUjz5MvWBOG1D+vi5W3ygvuoYysVKYi7O5aYPk68hqaa13uI/6oqP6uMgFkL3DvB+Zykojf3/ta187yT/ClZU4Ik+81keAfdrhy2/6MDqEH5gTrYbc02eRH/QM11Aj2JAPoqX4Qf7pw5S/7MusWlN+7qVvIHN9nkhBG9zznveccCUag6uMUKC8XLQFfZ7IGfIC9H2h/7I6S1mih2DLKi2ruqV+P+eccyZ5AWDe94Uco1vQOdQB/U+OBsrH3/k3F+MV/KlL/laWHdni9IS+5CcnrmRFn3EAuWdMpkz025x7Tx0zBvQRATOrzSlbIgK4r8wPkzGKsjPe1fJTJnLsS67gT3Rw2XfLsSrRGdSB/kv7oKO8touAzoDtaq9OSosSnmbU08mZfDDJZhBhwGFAOXDgwGSChdLzksAiBJioMKBnMthmgGKwImMMODHSF3n2qvcg28g+5cqkgkksMh6HAJMk/s/f60lUHAJMWpggDuGiTzJIMwlhUstPbURQztIhwD1dT2xjvDApwljmgi9tkUlryXOeQ4Awxj4SplFGJt2Z9DE5R3YwduCKEYFs5VhK7i9PoRiCzOzFMtA34yCgfvyfyThyx2/0SwyNIdUfPcMP4+3+/ft3iobM1H0ZuUK+cKhiyPUl/ykk5SEMmitJAaNH+RtzhmzJoM/DfwhbBDB+KFdkBkMUhwVywg8Z4NFNqQsyxL1D6Mc4InFaxKkVpyryE/lIP0jyVbYiDe3CiE7oPP/m5853vvNOMZEn2oE24Df9l/np0JwByEacM22McVwzn57mEOi7XZCRyDljWhYDy3Ll+Gf0Thx8fZfb9y9HQGfAcrz29N0YDCglFCsDHgY+k41y9TMTVxQYkw0m5CgKBkqUBAqtz1XFPd1Ae7ByDDQYSfzGOEL++D//Rg4xzhng+f+m93wzWaIPIPtMNLKiTh/g3aXxlhVG+kB9ZcWl74k45aJvMpGFK30Upwo/8xwC1LXLiS2TU8qH4czklUkFZSSjMu3BZIrPS2OO+s1zCPTVZShnJq5ZEY0xBFcmrjndAJmj3uzL9FofgdKZx1ORe1a0Skc3fRWDFBlD7rpwOC5aw0S90Hf5qWU/Y/G0vrzoezZ5H3od5uhSjFP6ADoTXZsriwoxJDat5xepb8k6ZS31IQ6LOIWRGcapLnLZLFJ2eMcRje5H3ktHZMayPAv5r+d4i7xn0/dQruyrp8w5TaYsK21CO/BDH2aMGNpFPZKJn7K1zY9Lh0AWSIZSD8YlZIgfeMOY8Zg5QqJO+F3mZKDdkDmv7SGgM2B72mpjJU1iFlYUULh0diZGGDx4v9sm4RSGzo8XkE7PRCsDaJdGxMag+ODOCDBpZ7BkMGfQZ4UIIxZZZMBBFru4Eiaco+coE4YaE9hpoaGZrHRRvlXekYlsHfrctqqY55dH9a3yzmW/w0QiR3SigxJiyKQWeWDizQSJurRNlEqHwFBWJeDLUW5ccQKUoZW0B3LPBCvHZA3FmFi2/YZ6P3LMGIVDieuxj33sRJ4SXszf4E/7IGORO8bDrqNi2hgyriIzyEVCtTE6a6dA2ZdrQ7vvtsGQoN9mqw+6PMY/v9HzOMvKowTRB/UWrK7rQXmiO/k3ckNi21z8H/niM8YNdFBfW5JqNshuHGFEZcRgzpwtxhxODMbaoToiI/ORHRYHaiOThNbcxzyBPky79NF3MY7R48g3v8utbXDPHCcRYdMcAok86VreZ70POyDbB7kv25SoA1t6mCfVRzaip1wUHFIrLlCWYaUwsDRdEyCpSRKxtCVeIYkLCXNIDjLvGBASA3V99FvXvHzf3iVAgqIkWEoCqTJhYZLnJAEQn9E3hnwl8eK05HSpU5+J0+BeJhGDJ4xhWx7JR2K3MplRzZ3vDCV5FInR0JlcOTKtTN7F30l+RZmHcOTVkGV4N2VL0sAwTlIykqvRJ5C7+lhc2m4IyXCR9bJsGYspe3nUWviQLK7sL7vhts7v0g/KRG/UqTyqt2adNuv6KNCyzuh2yhjOyAr/L49QQ076PvatrZ3Qm0mCGda1jin5k/xwqFeOr8vcM0cQ85s6Utd6zom8ddUuyCj84ElZksCT/1PGWobL42K7KuM62jb9oUxWCn/qy99K2yDJfctEiesog8/YLAGPFlzAYbKXb3nRi1408czjzczePVYkPve5z02OsuLoD3446o1jfzimadrF/R5/tZelZW/XDRlnZYEjcj7wgQ9Mjl3iCKDINKu5HKHDnswPf/jDkyN2uHdWn+ibGGWnvBwN+l3f9V2nHbnEisbd7373yd5ijvvpuv+y0oMOYkWFFR5WBV//+tdPVuFYteX4K47B4qJ8HFvEalf+VvJllW4o+0U5+gr5YVWFo8U44gt5YSUL1jmq9Wd+5md2ykzdX/WqV/WWsKtvWd3E+5EZ5P+d73znpK8mWoDjQWkDZI42yEUkHHqAFbqu+0LKwKo48oOscyRgIu0Yhx/4wAdO5IryZ8WuXK2uj1TbBNNln4neRPY5YpicANkucOuttzaPetSjmksvvXTn2DRWqTl6kyMg+0zkmKNvb7vttkl/RW7gzrGI/BvZ4WhHyh7mOboSmeozOhLZYK6GvKMPYf/xj398Jxku5Xz1q189WdEl6mTIEUmUH84cqwdXxlrkiCN8OV6TOv7Ij/zIjkiSY4jtJoTdb/ooQebNP/3TPz2J1OG4Q/oqESK8mwvujGPIfLa+lEcGErE0hASBi/Rn9A7jLro0R1GiW6kv7ZJjD4mkRK6I0mDu5LU9BHQGbE9brb2kDLwMCkw+ynOVGfBQwChaJrFMsjmPmYkS4UD8zUsCe40ASZQ+9KEPTWScCR594C53ucuOsc+A9573vKf52Mc+NpkMMhnHiO3r/N82/oR9crY4kxDqwGQjBgSODAbucpJEOB/3MKnpw/hB/+B4eeYznznhiGOASTdlRs/AmYkUEw+u/7+9+1exrOrWMN59MPICzAUTQdArEMxMujEWRdBEQTQyMRDB2Csw0aRBMTXqyEAMxEAQwQsQTM0Ewe87vwXjsKxTdlXRtfdau+qZUHRX1a6953rmvzHeOeaYQkAZe6+//vquux/HzXMwWPWnMaaEjzISGVXEGXPsFHfEMxAZUXvqU7sGfUHlcNSvjWUOkTGrLTBmpK8dCSHrwo39bitDlqOmD6ivwlFbO5ae5VGCwB7bynxjc0GfJ4ZpA+ND3187EsKK8Sf0bT2+zT0cajaP+9DZQOpqTGsfQs3ZrOmEPHOTPrWljWSOVEccsSe6fPPNN3f++uuv5Vm+//77ZX3gvM5aQJT1mi0FmPP6rrVJnyHQjYiEO4HG863HKXuWI+oYxDpj/yHGBMbWTPUjXhmXxu6vv/66iL/6it/p85zo9Tx/VhDQt4yHvRdMifPaYo5njMgxyX/NWwQCbCqnRSAx4LTa61pra+ElAkz2Xt/PNW92JhhPDFaFAcKItXjsbcG4Vii92a0lwCAihDEyLNh2/x8+fLiIAWM0MbJefPHFO59++ukyNvbktBH1LNR2KjjY6uo5GE8ME9/7Mq4ZLc4X//jjj8su3KF3Uf6tU82cwoCYHRZzEIPaz2T1ZlBNGxAHCDJ7yDj+qIGiX3AIOA/awJypHRjkHCPG7FpIYsiKznr77bebX695BmJs4y7ihGGOvTZZ93k7inb3GO3HylFy3mPqN+YVRjdhUj3n7PS8fi0IjNh0zciu/e08gw0FDidHlLg3O+rGPSeOMGju3ZL/+sHZRuP4m4tw1z9mThUVMGUcUeOXw71lUc9x2PQlrPUnYovnMZ8SKNcJbgmR5qq1OLblM6w/Wz0J2RzNmUs53L6mGL9zdv2tt946eNUnh81cx+sD2QrEbH3F3D8bbLhOfomp2AgC1jKv32r9vQooc5P+LxcOkYz9QBTTn6xd5iv9fz0urvL+vXZbAokB2/Lf7NPnntzJnC68xwLy8ccfL4P57t27y8I9quUYtqOQb1bxPjgCByLAuDAGOA4MkMlebMHzfw42g1UY4NoQ4bz6/ZahocL9GXSMlI8++mjZGWF026lS7DCqo+gHAoB///jjj8Xw3vLWA4YElurrWABjlaM/xhFD1s8YVJwJ4gFDdmuD+zJdkIDK2BvBw/fqzfgjboyQJFqAEclwz5C6DNmrv2b6i/5mTOhL+HOQGPRCq42RYziiIhA4Nr7MLdZizsL0h7UgoN8r5wkCxoaxu5ejMRe1ygh6xrN5dv4VnTSOxDEcuYvqOb9n8xiz+gxndFhrCz+fIhqLkGRc72H8qrc+hPFEhplbRAjYvTbXsvvW84+joWy/LaLDLmoP9SSkWrOMh7mq0vo1IioR37pwjPE7SV+ttexhu+KcY/1ZPya8TBJia646Yz8ba2tBYKI3LmKwp98bB8aA44We3Vp97969Ox988MFJrMt7YrmnuiQG7Kk1jliXORPNsaHQW5ANaovZ7EbYdTDBGfgmXouLsKx15t8jVrmPisBBCaxDQxmuDKMRBBiEDA5OxXpXmiE4uQW2EgMIAQwUDs677767MDKWGSRrQYDhweGxmFP4jf0Jvz8o2Ee8OWfIzuDkABgDduqlTRjiHCbPqe5CEPcUkfEodvqRNhgxY51fgmEuxJQh7ucffvjhyTzXVv3lcT7XOmY8W9c4EdY2DoZxLjrm0EcDGM4cCMd4HDWy7hq3hAh1Wu+WX0YQ4OidihAw7caJNvdM+Dr2r7zyyjJvbSlK/lu/wpdYOYKkOX5ygLjpgQgwO+360F6KvqRvq9vkfcLXmuDfmT+JYZ5h1oa91P9sPYSjq6NdaXU2ZrSJudWzuEXmWFENdsF95gg/Pts6RmSxXhHb51y91zluQvDdezTbVdreuJj+NHlAtjwac5W699rzCdyVnzA4t48Aw5qKOne8m9DOXtvCUKEgT2FM2UWpROCmEjAG9HlGn0Xfv8YB51vIrcYAAA2bSURBVIFBwpmec3J2+EQF+Nl6nByTjYieSf45916vP3/uKvcMrr6a5EbHrOOjPsv84xkYrbiahxjZI076W2dAXQvH6DjFwunXRnaPlEmUOFcNMhK36j+nyPM66mycSwBGHDjGvfYEL+utvmDOWO/0cxQc0VMP42Ht4M/rzTV7HL/X0Ran8B76inbz77rMveuzE7ynZ9HH51ros31Hv2LLcaytX153SoX9akzN2fxj1t04tiHmX3M4dljOmLaGqZ+x7HX+NcaF1VcisFcCRQbstWUOXC+LmMmJA0Gtt/NPaaX2TQg0R4IC+9prry07V9T7U9mROzC+3v6GEqBuz+0ZdlYmQsBCb7dlvaMitNvPt0wiaPwKS3SW3pg+a5RyMDjREyGwTsa3hyacoxl2STlmw95OKbaT20D48Dprtx117XEMR+5xOekz+hHD8Mknn1zEJc/ijmaJE8+Gjz7u5/X3FxMwzjndx1jPJsu8vqrfTrIwDv7c2KN/zE6nMfxvRwb2Nn4vJn0zXmG8ihwxRz311FOLzeTeezbRXnMo6ePrvCvsPfMq4ZXzStgQjXSsHfXr7AmThX+LaDxC9XPPPbesT9ZdNjJBd9Yn0YMYiwaT88ZxW9EvZ4/6XCeP3isCj0sgMeBxCZ7o3zMqOAhzTRdDdYwRYXx+L9zJmVdnkC14DBQCAePmFIzwE22aqr0xAQb6XMnkaMB8r/8zoIT5+uLE2S3aciysw4mN18nWvUY4ggBxgzCwp3OhDChzkLlnknRNFmZn7fE/L2u33zHOTyk0kRMolNRO3FzJtIUxu/HwunUfLwybAEQImFwYdg6FlY/47ue+OBEjjA2oGeMSf3I09jR+b1tjYq8NtBubacu5/zLsZ+43pz7xxBOL82rONKfqfzmol6H4z9c4EuC4AoZzhewcKfRKfNnWbGW82dPr6zOv/on9RQQOT6BjAodnvNtPmBDjCXGaowOMEhOdEDJG6zqETDjjnH3c7YNVsQhcAwEhgM74CkdkVHHchF76v7DLrc4AGn/K2pFchxMbs0IVT6UQWITJExwnXNquKYHAXOR3Z49m2JXb25GHU+FdPY9HwHyhrxINCUHGqZ1Fc4v1lpPm++nfooz8jZ9VIhCB/RFw5GvC/o1b69McsR2xz5i3Bie27K/9qtH5BIoMuMU9Q4jx3IVNvaR0M06EPVE0/Z56PIaKc9POP5no5tqUW4yvR7/hBISwc6z1dZlzjQ1n1995550l7PvYhSPhaIIvIZ+idtTD+FxHCHz77bfnRggcu76X/Tw7oXNcwJEHz2QXXeTFOtkVA4w4w6l6//33L/v2vS4CmxFw+wixS381RmVsd8+73WXiF9FLgrGZT4xxIlhC12ZN1gdH4JEErLci0yaCh30g8e3PP/+8HF0zvo1h0QATuTZr9/oWmTBHYE8EEgP21BpHrgvjRHiTiU2oLuPbWTjhtwxuBskIAXYyGDIiBjJUjtxQfdxmBPR/jqlF3Jiw8G8R2s2YsGtoN1FW5claLBzRmDx1QQBXVzqKRhKGifkkUhOZQYT0ZY6y43KMs96bdbo++MYQILZPLo+5kozA7pw2ocsNIBJLEgasxY76EMS2ijq6MeB7kAgciIB1yRpl7Z1NtDniw5b2O5sIfjfFsUJiNtt670dLDoStt905gcSAnTfQoas31wQyWiibDJTZqZvPdpzAbiTVs+uvDt0ivX8E/j+BL7/8crkfXYgiMYCxwXkWBfBvgoAdCs7zJDbaO1e7pUQBeQKcnRb9wLiyu+oq1DfffLMkpntvxOr3DwKzg2gcEgP0bQ7BCF36vEg8O4sE+bkv3c8rEYjAPgkQ74xt0XnWYptofvbnn38u0YMS3k4RUStfCDF/r8km90m5Wh2TQGLAMWnv9LOca6JsEgSEN0lUpDx8+HBxPvyMcSJEN1Vzp41YtW4sATkCiHDOJopOUEQK2ClXfvvtt3MFAREDI/adChz1nUSCd+/eXY4P3Lt3bwmz3uJoxqlwq577JMBZIALcv39/ieb56quvliNHRHdFhItIAOPZ0TzjW46eIl/22Z7VKgIIsJeNZ6K1GwPmthhrLmFgio00OblEAp3irQ219u0hUALB29PWFz6powCc/7n/2h/YqZMj4FTv+L7woXtBBHZOgBhgDK7vIJeQTPg8Q4PBIeGYser7LY4x7Bxh1YvAJgQmSa8oF9EAxq08AXMHuUrZMXTN5B7vqt8EWh8agRMh8Pnnn//f2kvEm4SB8oQY46ICCIHGeCUCeyaQGLDn1tmobpwPuxlbnY/e6LH72AhsSoABYexdFErojPGcoZ9wY6GJMhr7W4JeJQIR2J4AwY6Q5zpJzoLvRfgQ7OS+MGbdoGHMrpPyEg04EJOdfPsnqQYRiMB5BOQCIMJbu0eIn/+7dcjYr0Rg7wQSA/beQtUvAhG40QTsLgg35BhMsUvIGTjvWA6nYnYZvV6IsZ1Fx3gYI11ndKO7Sw93YgQmGkD0jnErCSghwLhVHBkgCEx58ODBstsomiAx4MQau+reSgJEPhE/P/3007IGP//888s63Pi9ld3hJB86MeAkm61KRyACp06A889RcCyH88+AUGQjFl7o/DwnYXb/53ntNDI4JmfAiAmSkFUiEIF9ETDO7RByDEQAGLuigOwo+pmxP6Ifh8KcIHqgHcV9tWO1iUAEInBTCSQG3NSW7bkiEIHdEhBGyOC3O2hH/+zRAGKAn3MWOP3rPAC+t3vod+NY2GnszPFum7uK3XICxjMn31EAAt95O4aO/xAL5OcxnisRiEAEIhCBYxDoNoFjUO4zIhCBCKwIcPTtGLp/2P3iypz1972ogKeffno5PuAu8rlFwOtc8fn3338vEQUyGr/33nv/uNM40BGIwL4IGM8ifNzM48sYJwiICJCfx9h3LMDd5AkB+2q7ahOBCETgphMoMuCmt3DPF4EI7IqA8GC7g5IOTUSACAE5Apw9dF54IgG8xo7hZCPf1YNUmQhE4EoEOP5zE8j6D413x39effXVK71fL45ABCIQgQg8LoHEgMcl2N9HIAIRuAIBxwPsFHIK5piAMOIpwoT9ThE94KYASQM7Q3wFyL00Ajsl4IiQJIKSjSmTbKwrQXfaYFUrAhGIwA0n8D83/Pl6vAhEIAK7IWDn3+7gSy+9tNTJrr+kYSIFJAC0MyhywJcilFh4MQeiEoEInD4BTr9jPwQ+X/6fEHD67doTRCACEThVAokBp9py1TsCETg5AsQARWSA8sMPPyxHBVwvxvEXNeB7xwOIBoQCf3M2weDJPXgVjkAEIhCBCEQgAhHYHYHEgN01SRWKQARuOoG5Y1wCMUcB1kXugLltQDIxO4fEgkoEIhCBCEQgAhGIQASuk0BiwHXS7L0iEIEIPIKAkH/Frr/ivLA7x0UArMtECQgjnvwBgY1ABCIQgQhEIAIRiMB1EkgMuE6avVcEIhCBC8QARwS+++675VUvv/zycjzA1WKTF4BQQDSQP0DSQNEDflfegLpWBCIQgQhEIAIRiMB1EkgMuE6avVcEIhCBCwjcu3fvjtsDfvnllyVxmN1/0QFvvPHGIgr4mgSD81ZyCPiqRCACEYhABCIQgQhE4LoIJAZcF8neJwIRiMAlCNy/f3+JBnCDgNwBrhKUG8D/v/766yVZoNdMmdsFzgoEl/ioXhKBCEQgAhGIQAQiEIF/JXD3P/9b4hOBCEQgAscj4J5xiQIlBvzkk0+WowDEAEcE1jcHyCUgZ8AIBserYZ8UgQhEIAIRiEAEInDTCRQZcNNbuOeLQAR2R+CFF15YrhHk7BMF3ChAEFgLAQ8ePFgiBrzWayoRiEAEIhCBCEQgAhG4TgJFBlwnzd4rAhGIwBUIcPi/+OKLJXeAKwSfffbZO7///vuSYFCUgOMCCQFXANpLIxCBCEQgAhGIQAQuTSAx4NKoemEEIhCB6ycgkeBnn312x9GBKc8888wSOeAYQSUCEYhABCIQgQhEIAKHIJAYcAiqvWcEIhCBKxJwdaBoAEKASIFKBCIQgQhEIAIRiEAEDkkgMeCQdHvvCEQgAhGIQAQiEIEIRCACEYjADgmUQHCHjVKVIhCBCEQgAhGIQAQiEIEIRCAChySQGHBIur13BCIQgQhEIAIRiEAEIhCBCERghwQSA3bYKFUpAhGIQAQiEIEIRCACEYhABCJwSAKJAYek23tHIAIRiEAEIhCBCEQgAhGIQAR2SCAxYIeNUpUiEIEIRCACEYhABCIQgQhEIAKHJJAYcEi6vXcEIhCBCEQgAhGIQAQiEIEIRGCHBBIDdtgoVSkCEYhABCIQgQhEIAIRiEAEInBIAokBh6Tbe0cgAhGIQAQiEIEIRCACEYhABHZIIDFgh41SlSIQgQhEIAIRiEAEIhCBCEQgAockkBhwSLq9dwQiEIEIRCACEYhABCIQgQhEYIcEEgN22ChVKQIRiEAEIhCBCEQgAhGIQAQicEgCiQGHpNt7RyACEYhABCIQgQhEIAIRiEAEdkggMWCHjVKVIhCBCEQgAhGIQAQiEIEIRCAChySQGHBIur13BCIQgQhEIAIRiEAEIhCBCERghwQSA3bYKFUpAhGIQAQiEIEIRCACEYhABCJwSAKJAYek23tHIAIRiEAEIhCBCEQgAhGIQAR2SOC/C2xIq+Rw+jgAAAAASUVORK5CYII=" alt="" width="623" height="396" /></p>
<p>In den Top 10 sind ebenfalls die bereits erwähnten Claudio Kuster und Petar Marjanovic vertreten, wobei ersterer übrigens der persönliche Berater von Ständerat Thomas Minder ist. Wie sich der Vater der Abzocker-Initiative wohl zu Transparenz im Ständerat ausspricht? Nach unserem Wissensstand ist er nicht auf Twitter vertreten.</p>
<p>Einigermassen erstaunlich ist dass sich in den hier aufgeführten Spitzenplätzen kein einziger Politiker, keine Politikerin des Parlaments bewegt, <a title="SoMePolis Liste aller BundesparlamentarierInnen" href="https://twitter.com/SoMePolis/bundesparlamentarierinnen" target="_blank">verfügen doch zumindest deren 76 über einen Twitter-Account</a>.</p>
<p>Und: Obwohl die Internetplattform Politnetz in den Medien ziemlich häufig erwähnt wurde, hat sie selber relativ wenig Tweets zum Thema verfasst.</p>
<p><strong>Wann?</strong></p>
<p>&nbsp;</p>
<p><img class="aligncenter size-large wp-image-1019" title="Tweets zum #stöckligate pro 12-Stunden-Abschnitt" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/12/TweetsPro12Stunden__stöckligate_stoeckligate-1024x582.png" alt="Tweets zum #stöckligate pro 12-Stunden-Abschnitt" width="640" height="363" /></p>
<p>Was sagt uns die zeitliche Abfolge des Tweet-Volumens? Um diese Frage zu beantworten, haben wir die Anzahl Tweets in Zeitfenster von jeweils 12 Stunden aufgeteilt, beginnend in der Nacht auf den 6.12. bis zur Nacht auf den 13.12.</p>
<p>In den ersten zwei 12-Stunden-Fenstern ist der erste Peak sichtbar: Am Abend des 5.12. wurde der Hashtag erschaffen, 24 Stunden später gab es schon über 100 Tweets — dies als Reaktion auf die doppelte Zählpanne, die kurz zuvor dank Politnetz publik wurde. Danach flaute das Volumen mit durchschnittlich etwa 20 Tweets pro Tag ab, um dann am Vormittag des 10.12. noch einmal richtig auszubrechen. An diesem Tag wurden über 300 Tweets und somit mehr als die Hälfte aller im erfassten Zeitraum abgesetzten Tweets geschrieben.</p>
<p>Der Grund dafür war die Entrüstung über die Aussage des Ständeratsbüros, die Rechtslage bei Videoaufzeichnungen im Stöckli überprüfen zu wollen. Zudem wurde an diesem Tag von der SVP-Fraktion bekanntgegeben, die Diskussion um elektronische Abstimmungen noch einmal aufnehmen zu wollen.</p>
<p>So rasant wie die Twitterkurve am 10.12. anstieg, so schnell flachte sie danach ab, und am Abend des 12.12. verebbte sie fast vollständig. Dies zeigt uns auch, wie schnell sich ein vormals heftiger Sturm in ein flaues Lüftchen verwandeln kann.</p>
<p><strong>Fazit</strong></p>
<p>Reptilien werden immer noch bei lebendigem Leibe gehäutet, der Ständerat bleibt intransparent.</p>
<p>Die Entrüstung auf Twitter und die doch ziemlich grosse Medienpräsenz scheint jedoch das eine oder andere ins Rollen gebracht zu haben. Dies mag daran liegen, dass der Anteil von Medienschaffenden auf Twitter ziemlich hoch ist. An denen zieht ein solcher Shitstorm natürlich nicht unbemerkt vorbei, und so finden sich Themen, die eine hohe Präsenz auf Twitter haben, schnell in den (Online-)Medien wieder.</p>
<p>Es zeigt sich auch, dass man mit relativ einfachen Mitteln die Anatomie einer solchen Entrüstungswelle untersuchen kann. Was wurde gesagt, von wem, zu welcher Zeit? Wenn man diese Daten mit Hintergrundinformationen verknüpft, lassen sich interessante Schlüsse ziehen.</p>
<p>Es sei hier jedoch noch erwähnt, dass eine Filterung nach nur einem Hashtag, in diesem Fall #Stöckligate, die Vielfalt der geäusserten Meinungen nicht abdecken kann. Gewisse Leute haben eventuell einen anderen Hashtag oder gar keinen verwendet, obwohl sie über das selbe Thema geschrieben haben. Zudem wird auch in Replies, also Antworten auf einen Tweet, der Hashtag häufig nicht verwendet, da das Thema aus dem Kontext ersichtlich ist.</p>
<p>Somit können wir davon ausgehen, dass das tatsächliche Volumen an gezwitscherten Meinungen zur Affäre im Stöckli wohl doch noch um einiges höher war. Eventuell hat sich vor #Stöckligate ein anderer Hashtag etabliert, der dann von jenem verdrängt wurde. Diese Informationen sind in unserer Analyse nicht ersichtlich.</p>
<p>SoMePolis untersucht, wie Schweizer Politikerinnen und Politiker Social Media nutzen. Dazu gehört auch die Untersuchung von politischen Ereignissen in sozialen Medien. Diese wollen wir zukünftig mit ähnlichen, möglicherweise noch etwas tiefer greifenden Analysen sicht- und greifbar machen.</p>
<p>Über Rückmeldungen zu der von uns verwendeten Methodik oder zum Thema #Stöckligate freuen wir uns deshalb sehr.</p>
<div id="kloutify"></div>
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			<wfw:commentRss>http://somepolis.ch/2012/12/stoeckligate-anatomie-eines-shitstorms/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
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		<item>
		<title>Klout: Segen oder Fluch für die Demokratie?</title>
		<link>http://somepolis.ch/2012/11/klout-segen-oder-fluch-fur-die-demokratie/</link>
		<comments>http://somepolis.ch/2012/11/klout-segen-oder-fluch-fur-die-demokratie/#comments</comments>
		<pubDate>Fri, 16 Nov 2012 14:14:53 +0000</pubDate>
		<dc:creator>Timo Grossenbacher</dc:creator>
				<category><![CDATA[Opinion]]></category>
		<category><![CDATA[Algorithmus]]></category>
		<category><![CDATA[Feedback]]></category>
		<category><![CDATA[Klout]]></category>
		<category><![CDATA[Metrik]]></category>
		<category><![CDATA[Politiker]]></category>
		<category><![CDATA[Schweiz]]></category>
		<category><![CDATA[SoMePolis]]></category>
		<category><![CDATA[Statistik]]></category>
		<category><![CDATA[Transparenz]]></category>
		<category><![CDATA[Twitter]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=938</guid>
		<description><![CDATA[Klout, der Algorithmus und Dienst zur Messung von Einflusssphäre im Internet, hat sich seit seiner Gründung 2009 vor allem im angelsächsischen Raum immer stärker etabliert. Dieser Beitrag beleuchtet Klout kritisch und frägt, ob die Metrik auch für PolitikerInnen einer Demokratie &#8230; <a href="http://somepolis.ch/2012/11/klout-segen-oder-fluch-fur-die-demokratie/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Klout, der Algorithmus und Dienst zur Messung von Einflusssphäre im Internet, hat sich seit seiner Gründung 2009 vor allem im angelsächsischen Raum immer stärker etabliert. Dieser Beitrag beleuchtet Klout kritisch und frägt, ob die Metrik auch für PolitikerInnen einer Demokratie geeignet ist.</strong></p>
<p><em>Ein Meinungsbeitrag von Timo Grossenbacher<br />
</em></p>
<p><strong>Was ist Klout?</strong></p>
<p><a title="Twitter-Account von Michelle Hunziker" href="http://twitter.com/m_hunziker" target="_blank">Michelle Hunziker</a>, die Schweizerin mit den angeblich meisten Followern auf Twitter,<strong> </strong>hat einen von 64, Bundesrat <strong></strong><a title="Twitter-Account von Alain Berset" href="http://twitter.com/alain_berset" target="_blank">Alain Berset </a>einen von 52. <a title="zerogeography.net" href="http://www.zerogeography.net/2012/07/geography-of-klout-scores-or-why-are.html" target="_blank">Und die Franzosen haben durchschnittlich den höchsten</a>.</p>
<p>Die Rede ist vom Klout-Score, einer Metrik, die zum Ziel hat, die Einflusssphäre von Personen in der Online-Welt quantitativ zu messen. Klout wurde 2008 vom gleichnamigen Start-Up in San Fransisco, Kalifornien gegründet und ging im September 2009 zum ersten Mal online. Drei Jahre später sieht die Bilanz ziemlich erfreulich aus: Gerade erst im Januar dieses Jahres konnte das Unternehmen einen<a title="Klout confirms Mega Funding Round" href="http://allthingsd.com/20120103/klout-confirms-mega-funding-round/" target="_blank"> Finanzzustupf von 30 Millionen US-Dollar</a> verbuchen. Zudem scheinen die Aufrufe an die Klout-API seit 2010 <a title="Official Klout Blog" href="http://corp.klout.com/blog/2012/05/more-ways-to-use-your-klout/" target="_blank">um einen Faktor von über 4000 gewachsen zu sein</a>.</p>
<p><span id="more-938"></span></p>
<p><strong>Wie funktioniert Klout?</strong></p>
<p><a title="Klout" href="http://klout.com/corp/klout_score" target="_blank">Gemäss eigenen Angaben</a> ist Klout ein Algorithmus, der mehrere Indikatoren aus 7 verschiedenen Netzwerken (Twitter, Facebook, Google+, LinkedIn, foursquare, Wikipedia und Klout selber) so kombiniert, dass am Schluss eine eindimensionale, aber allumfassende Metrik zum Einfluss in sozialen Netzwerken entsteht. Grundsätzlich erhält jedes Twitter-Mitglied von Haus aus einen Klout-Score, da Twitter vorwiegend öffentlich ist. Auch Wikipedia-Einträge über eine bestimmte Person werden automatisch bewertet. Will jemand seinen Klout-Score erweitern, kann er dem Unternehmen Zugriff auf die Daten weiterer Netzwerke geben.</p>
<p>Klout soll anscheinend besonders folgende Aspekte der sozialen (Inter-)Aktion hervorheben:</p>
<ul>
<li>Hohes Engagement (Retweets, Replies, Comments, Likes) auf eigene Posts wird belohnt, blindes Posten ohne Echo wird kaum beachtet.</li>
<li>Verbindungen mit Leuten, die einen tiefen Score haben, sollen auch positiv in die Gesamtgleichung einfliessen.</li>
<li>Je mehr Netzwerke eine Person zu Klout hinzufügt, desto genauer wird ihr Score &#8211; der in Folge dessen jedoch nicht in Mitleidenschaft gezogen werden soll.</li>
</ul>
<p>Die Frage ist nun, wie das mittlerweile auf 40 Mitarbeiter angewachsene Start-Up denn Geld verdienen will. Die Antwort lautet, wie bei so manchen Internetfirmen: Mit Werbung. Genauer gesagt mit <em>Perks</em>. Perks sind Belohnungen, die Hotels, Autohersteller und Filmstudios an Personen mit einem hohen Klout-Score verschenken. Die Idee dahinter ist natürlich, dass die jeweilig beschenkte Person in ihren sozialen Netzwerken einen Aufruhr darum macht und so als Markenträger figuriert. Damit Firmen jedoch solche Leute überhaupt erreichen können, müssen sie dem Start-Up eine Provision zahlen. Dieses Geschäftsmodell scheint zumindest in den USA gut angelaufen zu sein, so hat zum Beispiel der Automobilhersteller Chevrolet verschiedenen Leuten<a title="Venturebeat.com" href="http://venturebeat.com/2012/04/09/chevrolet-klout/" target="_blank"> drei Tage Gratisfahrt mit seinem neuen Modell &#8220;Volt&#8221; geschenkt</a>.</p>
<div class="wp-caption alignnone" style="width: 660px"><img title="Klout-Perks" src="http://s3.amazonaws.com/com.klout.perks.assets/f771ff67-109c-455a-9fcc-ed28da3e2371.png" alt="Klout-Perks" width="650" height="299" /><p class="wp-caption-text">Sogenannte Perks. Quelle: http://corp.klout.com/blog/2012/06/klout-perks-a-healthy-two-years/</p></div>
<p><strong>Kritik</strong></p>
<p>Die Kritik am Klout-Algorithmus und am Geschäftsmodell des Unternehmens kommt aus vier verschiedenen Richtungen:</p>
<ol>
<li><strong>Messung der Einflussphäre in der realen Welt.</strong> Man <a title="Businessinsider.com" href="http://www.businessinsider.com/100-klout-score-2011-11" target="_blank">wunderte sich</a>, wieso Personen wie Justin Bieber einen höheren Klout-Score haben als deutlich einflussreichere wie zum Beispiel Barack Obama. Klout hat als Reaktion darauf die Wikipedia zur Bemessung von Einfluss in der realen Welt miteinbezogen, und Barack Obama lag plötzlich vor Justin Bieber.</li>
<li><strong>Quantität statt Qualität. </strong>Wie die meisten Scoring-Algorithmen basiert auch jener von Klout auf der Annahme, dass die Einflusssphäre eines Menschen mit ausschliesslich quantitativen Indikatoren gemessen werden kann. So <a title="Süddeutsche.de" href="http://www.sueddeutsche.de/digital/klout-peerindex-und-co-schufa-fuer-den-ruf-im-netz-1.1343063" target="_blank">stellt zum Beispiel Johannes Kuhn auf Süddeutsche.de fest</a>, dass mittlerweile ein Wettrennen um einen hohen Klout-Score beobachtbar sei. Dabei würden Leute möglichst viel posten und möglichst viel Interaktion provozieren, nur um ihren Score um einige wenige Punkte raufzudrücken. Die Qualität der Inhalte bleibe dabei meist nebensächlich. Wie auch immer, bis ein wirklich robuster Algorithmus den qualitativen Wert von Information beurteilen kann, dauert es wohl noch eine Weile, und bis dahin wird Klout auf rein quantitative Indikatoren setzen.</li>
<li><strong>Privatsphäre. </strong>Diese Problematik ist schon fast allgegenwärtig, wenn es um die Stichwörter &#8220;Soziale Medien&#8221; und &#8220;Werbung&#8221; geht. <a title="Socialmediatoday.com" href="http://socialmediatoday.com/rohnjaymiller/385168/delete-your-klout-profile-now" target="_blank">So wird kritisiert</a>, dass die wahren Gewinner der Klout-Manie mächtige Firmen seien, die einen noch perfideren Weg gefunden hätten, ihre Marke an den Mann zu bringen. Die soziale Sphäre im Netz profitiere nicht wirklich von Klout, vielmehr entstünde ein destruktiver Wettkampf. Des Weiteren könne Klout verheerende Auswirkungen auf das Privatleben von Personen haben. Die US-amerikanische Wired machte jüngst einen Fall publik, <a title="wired.com" href="http://www.wired.com/business/2012/04/ff_klout/" target="_blank">wo einem gut qualifizierten Bewerber eine Stelle versagt wurde, weil sein Klout-Score zu tief war</a>.</li>
<li><strong>Proprietärer Algorithmus.</strong> Am interessantesten für die nachfolgende Diskussion, ist der Fakt, dass der Klout-Algorithmus proprietär, also von aussen nicht einseh- und nachvollziehbar ist. Die soziale Sphäre ist also darauf angewiesen, dass das Unternehmen Änderungen am Algorithmus möglichst transparent kommuniziert, um Verschiebungen in den Ranglisten nachvollziehen zu können. Somit, gegeben der Algorithmus ist ausreichend komplex und nicht allzu robust, reichen womöglich kleine Änderungen in der Gewichtung von Faktoren, und schon liegt Angela Merkel wieder vor Barack Obama.</li>
</ol>
<p><strong>Klout als Metrik für Schweizer PolitikerInnen?</strong></p>
<p><strong></strong>Auf SoMePolis vermessen wir die Twitter-Profile von Schweizer ParlamentarierInnen, um Einblicke in ihr Verhalten auf sozialen Medien zu erhalten. Wir überlegen uns natürlich auch, wie wir die Einflusssphäre von PolitikerInnen messen könnten &#8211; zum Beispiel durch Quantifizierungen von Aktivitäten und Interaktionen mit anderen Twitter-Profilen.</p>
<p>Es stellt sich nun aber die Frage, ob solche Quantifizierungen nicht <em>per se</em> transparent sein müssen, um wissenschaftlich, aber auch gesellschaftlich, anerkannt werden zu können. Deswegen ist meiner Meinung nach gerade der letzte Kritikpunkt an Klout auch der relevanteste. In einer Welt, in der Entscheidungsprozesse zunehmend maschinell verarbeitet werden, reicht es nicht, sich auf die (scheinbar) objektive Unabhängigkeit von Algorithmen zu verlassen.</p>
<p>Nehmen wir einmal an so etwas wie Klout würde zunehmend und mit Erfolg auch in der Schweiz eingesetzt. PolitikerInnen wie auch JournalistInnen würden möglicherweise mehr und mehr ihre vom Volk beziehungsweise vom Medienkodex verlangte Unabhängigkeit dafür aufgeben, um in einem Ranking mehr Punkte zu erhalten. In Folge dessen bekämen sie von Meinungsforschungsinstituten höhere Umfragewerte, würden mehr erwähnt in den Medien und/oder hätten die Möglichkeit teurere und bessere Perks abzusahnen. Andererseits hätten kleine, nicht-kommunizierte Änderungen am Algorithmus möglicherweise grosse Auswirkungen auf das Ranking. Die Frage ist dann: Wer profitiert davon, wenn plötzlich eine politische Richtung von einer anderen überholt wird?</p>
<p>Bitte verstehen Sie mich nicht falsch, dies ist auf keinen Fall eine Prognose, sondern ein<em> Szenario</em>, und ich möchte niemandem etwas unterstellen. Fakt ist, dass dank Klout gewisse Aspekte dieses Szenarios in Teilen dieser Welt bereits Realität geworden sind. Deshalb bin ich der Meinung, dass wir, die wir das Glück haben, in einer Demokratie zu leben und zu walten, darüber diskutieren sollten.</p>
<p>Wir sollten uns fragen, ob die quantitativen Bewertungen, die uns soziale Netzwerke erst ermöglicht haben, dazu geeignet sind TeilnehmerInnen von demokratischen Prozessen zu messen.</p>
<p>Wir sollten uns fragen, ob es Sinn macht, dass diese Bewertungskriterien geheim gehalten und vermarktet werden, oder ob es doch nicht besser wäre, sie selber einem demokratischen Prozess zu unterwerfen, <em>ergo</em> zum Beispiel als Open Source zu führen und allen zugänglich zu machen.</p>
<p>Wir sollten uns auch fragen, ob es überhaupt möglich ist PolitikerInnen ausschliesslich anhand ihrer (Inter-)Aktionen im Internet zu bewerten, dagegen &#8220;echte&#8221; Handlungen aussen vor zu lassen.</p>
<p>Die Diskussion ist offen &#8211; über eine rege Teilnahme und Inputs auch zu unserem Schaffen würde sich das Team von SoMePolis sehr freuen.</p>
<p>Ach ja, <em>last but not least:  </em>Mein Score beträgt läppische 34 und das habe ich zu Beginn des Artikels bewusst verschwiegen.</p>
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		<title>Themen von Mitte-Rechts während der Herbstsession 2012</title>
		<link>http://somepolis.ch/2012/11/themen-von-mitte-rechts-wahrend-der-herbstsession-2012/</link>
		<comments>http://somepolis.ch/2012/11/themen-von-mitte-rechts-wahrend-der-herbstsession-2012/#comments</comments>
		<pubDate>Tue, 06 Nov 2012 05:00:06 +0000</pubDate>
		<dc:creator>Ralph Straumann, Filip Zirin, Tom Wider</dc:creator>
				<category><![CDATA[Post]]></category>
		<category><![CDATA[BDP]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[GLP]]></category>
		<category><![CDATA[Grafik]]></category>
		<category><![CDATA[Nationalrat]]></category>
		<category><![CDATA[Parlament]]></category>
		<category><![CDATA[Politik]]></category>
		<category><![CDATA[Politiker]]></category>
		<category><![CDATA[Session]]></category>
		<category><![CDATA[Ständerat]]></category>
		<category><![CDATA[SVP]]></category>
		<category><![CDATA[Tweetcloud]]></category>
		<category><![CDATA[Tweets]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=851</guid>
		<description><![CDATA[Im heutigen Post präsentieren wir die Tweetclouds der  Fraktionen aus dem politischen Spektrum Mitte-Rechts. Hierbei muss gleich vorneweg bemerkt werden, dass bei diesen Fraktionen deutlich weniger Tweets und Parlamentarierinnen und Parlamentarier involviert sind als bei Mitte-Links. So stellt zum Beispiel &#8230; <a href="http://somepolis.ch/2012/11/themen-von-mitte-rechts-wahrend-der-herbstsession-2012/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Im heutigen Post präsentieren wir die Tweetclouds der  Fraktionen aus dem politischen Spektrum Mitte-Rechts. Hierbei muss gleich vorneweg bemerkt werden, dass bei diesen Fraktionen deutlich weniger Tweets und Parlamentarierinnen und Parlamentarier involviert sind <a href="http://somepolis.ch/2012/10/themen-von-mitte-links-wahrend-der-herbstsession-2012/">als bei Mitte-Links</a>. So stellt zum Beispiel die Fraktion der SVP mit 64 Mitteilungen die grösste Anzahl Tweets. Am unteren Ende der Skala bewegt sich die GLP mit drei Twitter-UserInnen und acht Tweets.<br />
</strong></p>
<p>Den Post zu den <a title="Themen von Mitte-Links während der Herbstsession 2012" href="http://somepolis.ch/2012/10/themen-von-mitte-links-wahrend-der-herbstsession-2012/">Tweetclouds der Parteien von Mitte bis Links können Sie hier</a> nochmals nachlesen. Angaben zur <a href="http://somepolis.ch/2012/10/wie-wir-tweetclouds-erstellen">Methodik für die Erstellung der Tweetclouds finden Sie hier</a>. Aber nun zu den Tweetclouds der Fraktionen der Grünliberalen, FDP, BDP und SVP. Erst mal eine kurze Übersicht über die Anzahl Tweets der vier Mitte-Rechts-Fraktionen über die drei Sessionswochen:</p>
<p><strong>SVP</strong>-Fraktion:<strong> 62 Tweets </strong>von<strong> 4 Personen</strong><br />
<strong>FDP</strong>-Fraktion: <strong>37 Tweets </strong>von<strong> 6</strong> <strong>Personen</strong><br />
<strong>BDP</strong>-Fraktion:<strong> 30 Tweets </strong>von<strong> 2 Personen</strong><br />
<strong>Grünliberale</strong>-Fraktion:<strong> 8 Tweets </strong>von<strong> 3 Personen</strong></p>
<p><strong>Grünliberale: Personenname im Mittelpunkt</strong></p>
<p>Beitragende im Nationalrat: <a href="https://twitter.com/I_Chevalley">Isabelle Chevalley</a>, <a href="https://twitter.com/beatflach">Beat Flach</a> und <strong></strong><a href="https://twitter.com/Juerg_Grossen">Jürg Grossen</a></p>
<div id="attachment_665" class="wp-caption alignright" style="width: 631px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_GLP_PVL.png"><img class=" wp-image-665" title="GLP-Tweetcloud der Herbstsession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_GLP_PVL.png" alt="" width="621" height="365" /></a><p class="wp-caption-text"><strong>Grünliberale-Tweetcloud der Herbstsession 2012</strong><br />(Zum Vergrössern klicken)</p></div>
<p><span id="more-851"></span>Die Basis der GLP-Tweetcloud besteht wie schon oben erwähnt aus lediglich acht Tweets, die auf drei Personen aufgeteilt sind. Aufgrund der kleinen Menge kommt es vor, dass in der Tweetcloud die grössten Begriffe lediglich zwei Mal vorkommen.</p>
<p>Im Fall der GLP sind dies Namen: <em><strong>Isabelle Chevalley</strong></em>. <a href="http://www.twitter.com/I_Chevalley">Chevalley</a> hat mit zwei identischen Tweets ihren Blogpost auf ihrer eigenen Website beworben:</p>
<!-- tweet id : 248749357514498049 --><style type='text/css'>#bbpBox_248749357514498049 a { text-decoration:none; color:#D02B55; }#bbpBox_248749357514498049 a:hover { text-decoration:underline; }</style><div id='bbpBox_248749357514498049' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#352726; background-image:url(http://a0.twimg.com/profile_background_images/640707595/tq08evr8w4io2l2lkr05.jpeg); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#3E4415; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Isabelle Chevalley cuisine pour les d&#233;munis &#8211; Le Matin <a href="http://t.co/1PHeHsIR" rel="nofollow">http://t.co/1PHeHsIR</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 20.09.2012 13:44' href='http://twitter.com/#!/I_Chevalley/status/248749357514498049' target='_blank'>20.09.2012 13:44</a> via <a href="http://dlvr.it" rel="nofollow" target="blank">dlvr.it</a><a href='https://twitter.com/intent/tweet?in_reply_to=248749357514498049' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=248749357514498049' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=248749357514498049' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=I_Chevalley'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/1406312470/Isabelle-Chevalley_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=I_Chevalley'>@I_Chevalley</a><div style='margin:0; padding-top:2px'>Isabelle Chevalley</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>Zur Vollständigkeit: Im Blogpost Chevalleys wird kein sessionsbezogenes Thema angesprochen. Das waren übrigens die einzigen zwei Tweets von Isabelle Chevalley während der Sessionszeit.<br />
Alle anderen Begriffe in der Tweetcloud kamen im Ganzen nur einmal vor.</p>
<p>Die Begriffe <em><strong>Atem</strong></em> und <em><strong>Aarena</strong></em> (sic!) gehen auf Nationalrat <a href="http://www.twitter.com/beatflach">Beat Flach</a> zurück: Er schrieb in einem seiner Tweets, dass er nach Ende der Session wenigsten noch tief Luft holen wolle, bevor er zur TV-Sendung <em><strong>Arena</strong></em> im SRF gehen werde:</p>
<!-- tweet id : 251696318492340227 --><style type='text/css'>#bbpBox_251696318492340227 a { text-decoration:none; color:#93A644; }#bbpBox_251696318492340227 a:hover { text-decoration:underline; }</style><div id='bbpBox_251696318492340227' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#B2DFDA; background-image:url(http://a0.twimg.com/images/themes/theme13/bg.gif); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Die Session ist vor&#252;ber. Rasch Atem hohlen und ab in die Aarena zum Thema Frauenquote!</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 28.09.2012 16:54' href='http://twitter.com/#!/beatflach/status/251696318492340227' target='_blank'>28.09.2012 16:54</a> via <a href="http://twitter.com/download/iphone" rel="nofollow" target="blank">Twitter for iPhone</a><a href='https://twitter.com/intent/tweet?in_reply_to=251696318492340227' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=251696318492340227' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=251696318492340227' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=beatflach'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/1478935446/BeatFlach__4klein_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=beatflach'>@beatflach</a><div style='margin:0; padding-top:2px'>Beat Flach</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>&nbsp;</p>
<p><strong>FDP: Die Frauenquote in Bern</strong></p>
<p>Beitragende im Nationalrat: <a href="https://twitter.com/AndreaCaroniAR">Andrea Caroni</a>, <a href="https://twitter.com/hhiltpold">Hugues Hiltpold</a>, <a href="https://twitter.com/F_Leutenegger">Filippo Leutenegger</a>, <a href="https://twitter.com/ChristaMarkwald">Christa Markwalder</a>, <a href="https://twitter.com/IsabelleMoret">Isabelle Moret</a> und <a href="https://twitter.com/cwasi">Christian Wasserfallen<br />
</a></p>
<div id="attachment_664" class="wp-caption alignright" style="width: 628px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_FDP_PLR.png"><img class=" wp-image-664" title="FDP-Tweetcloud der Herbstsession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_FDP_PLR.png" alt="" width="618" height="434" /></a><p class="wp-caption-text"><strong>FDP-Tweetcloud der Herbstsession 2012</strong><br />(Zum Vergrössern klicken)</p></div>
<p>Auf den ersten Blick fallen die Wörter <em><strong>Frauen</strong></em>, <strong><em>Quoten</em></strong> und in Kombination auch <em><strong>Frauenquote</strong></em> auf. Alle Einträge zu diesen Thema gehen auf das Konto der Nationalrätin <a href="http://www.twitter.com/ChristaMarkwald">Christa Markwalder</a>, die in einem lebhaften Diskurs die Entscheidung des Berner Stadtparlamentes zu Gunsten von Frauenquoten in städtischen Betrieben verteidigte.</p>
<!-- tweet id : 249136127255130113 --><style type='text/css'>#bbpBox_249136127255130113 a { text-decoration:none; color:#0084B4; }#bbpBox_249136127255130113 a:hover { text-decoration:underline; }</style><div id='bbpBox_249136127255130113' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C0DEED; background-image:url(http://a0.twimg.com/images/themes/theme1/bg.png); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>@<a href="http://twitter.com/intent/user?screen_name=david__marquis" class="twitter-action">david__marquis</a> Dann sind also in jedem Verwaltungsrat alle M&#228;nner klar die best Qualifiziertesten... mhm, das wage ich anzuzweifeln</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 21.09.2012 15:20' href='http://twitter.com/#!/ChristaMarkwald/status/249136127255130113' target='_blank'>21.09.2012 15:20</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=249136127255130113' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=249136127255130113' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=249136127255130113' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=ChristaMarkwald'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/1474288339/Markwalder_Christa_150x225_72dpi_rgb_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=ChristaMarkwald'>@ChristaMarkwald</a><div style='margin:0; padding-top:2px'>Christa Markwalder</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<!-- tweet id : 249065895085879296 --><style type='text/css'>#bbpBox_249065895085879296 a { text-decoration:none; color:#0084B4; }#bbpBox_249065895085879296 a:hover { text-decoration:underline; }</style><div id='bbpBox_249065895085879296' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C0DEED; background-image:url(http://a0.twimg.com/images/themes/theme1/bg.png); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Frauenquote &#8211; basta! - News Bern: Stadt - derbund.ch <a href="http://t.co/7YOOFCMC" rel="nofollow">http://t.co/7YOOFCMC</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 21.09.2012 10:41' href='http://twitter.com/#!/ChristaMarkwald/status/249065895085879296' target='_blank'>21.09.2012 10:41</a> via <a href="http://twitter.com/tweetbutton" rel="nofollow" target="blank">Tweet Button</a><a href='https://twitter.com/intent/tweet?in_reply_to=249065895085879296' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=249065895085879296' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=249065895085879296' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=ChristaMarkwald'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/1474288339/Markwalder_Christa_150x225_72dpi_rgb_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=ChristaMarkwald'>@ChristaMarkwald</a><div style='margin:0; padding-top:2px'>Christa Markwalder</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>Auffällig ist auch das Wort <strong><em>Luftschloss</em></strong>: Dieses zwei Mal registrierte Wort kam beide Male von <a href="http://www.twitter.com/cwasi">Christian Wasserfallen</a>, der die Energiestrategie des Bundesrates als ein solches bezeichnete. Bei näherem Hinsehen entdeckt man auch die Buchstaben <strong><em>cn</em></strong>. Dabei handelt es sich um einen Hashtag (#cn), mit dem <a href="http://www.twitter.com/hhiltpold">Hugues Hiltpold</a> in dieser Session die Tweets aus dem Nationalrat (conseil national) markierte. Dieser Hashtag hat sich bei seinen Kolleginnen und Kollegen aber nicht durchgesetzt.</p>
<p>Obwohl die Stadt <strong><em>Bern</em></strong> in grossem Format in der Wolke zu finden ist und man annehmen könnte, dass sie im Zusammenhang mit der Diskussion um die Frauenquote da steht, lässt sich kein einheitliches Thema für die dreimalige Nennung durch drei unterschiedliche Personen feststellen.</p>
<p><strong>BDP: Insieme und schwedische Kampfflugzeuge</strong></p>
<p>Beitragende im Nationalrat: <a href="https://twitter.com/LandoltMartin">Martin Landolt</a> und <a href="https://twitter.com/BernhardGuhl">Bernhard Guhl</a></p>
<div id="attachment_663" class="wp-caption alignright" style="width: 631px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_BDP_PDB.png"><img class=" wp-image-663" title="BDP-Tweetcloud der Herbstsession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_BDP_PDB.png" alt="" width="621" height="396" /></a><p class="wp-caption-text"><strong>BDP-Tweetcloud der Herbstsession 2012</strong><br />(Zum Vergrössern klicken)</p></div>
<p>Als erster Punkt sollte hier festgehalten werden, dass lediglich zwei Exponenten dieser Fraktion während der Session getwittert haben und folglich im Sample enthalten sind. Die Herren Landolt und Gu brachten es zusammen aber immerhin auf 30 Tweets. Trotzdem darf hier die Aussagekraft als relativ begrenzt bezeichnet werden.</p>
<p>Prominent findet das schwedische Kampfflugzeug <em><strong>Gripen</strong></em> als umstrittenes Thema Eingang in die Tweetcloud der BDP. Nationalrat <a href="http://www.twitter.com/LandoltMartin">Martin Landolt</a> steht dem Kauf des Gripen gelinde gesagt kritisch gegenüber:</p>
<!-- tweet id : 251231326504636416 --><style type='text/css'>#bbpBox_251231326504636416 a { text-decoration:none; color:#0084B4; }#bbpBox_251231326504636416 a:hover { text-decoration:underline; }</style><div id='bbpBox_251231326504636416' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C0DEED; background-image:url(http://a0.twimg.com/images/themes/theme1/bg.png); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Guter Deal, wenn wir jetzt noch gratis die Winterreifen mitgeliefert bekommen...  Neue Gripen sind alte Kisten: <a href="http://t.co/gxyFMruD" rel="nofollow">http://t.co/gxyFMruD</a></span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 27.09.2012 10:06' href='http://twitter.com/#!/LandoltMartin/status/251231326504636416' target='_blank'>27.09.2012 10:06</a> via <a href="http://twitter.com/tweetbutton" rel="nofollow" target="blank">Tweet Button</a><a href='https://twitter.com/intent/tweet?in_reply_to=251231326504636416' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=251231326504636416' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=251231326504636416' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=LandoltMartin'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/2511345917/273638_1201335226_1786511544_n_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=LandoltMartin'>@LandoltMartin</a><div style='margin:0; padding-top:2px'>Martin Landolt</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>Der Ausdruck <strong><em>Schrecken</em></strong> (Häufigkeit 2) kommt zu Stande durch das bekannte Sprichwort „Lieber ein Ende mit Schrecken als ein Schrecken ohne Ende.“ Benutzt hat es ebenfalls <a href="http://www.twitter.com/LandoltMartin">Martin Landolt</a>. Er bezieht sich damit aber nicht etwa auch auf den Gripen sondern auf das grandios gescheiterte Informatik-Grossprojekt „Insieme“, welches <a href="http://www.nzz.ch/aktuell/schweiz/schmaehliches-ende-eines-grossprojekts-1.17630988">sein Ende gefunden hat</a>. Der <em><strong>Bundesrat</strong></em> hat das Projekt der der Eidgenössischen Steuerverwaltung eingestellt.<br />
<strong><br />
SVP: Ein Referendum, das keines war</strong></p>
<p>Beitragende im Nationalrat: <a href="https://twitter.com/ChrMoergeli">Christoph Mörgeli</a>, <a href="https://twitter.com/RobiPanta">Roberta Pantani</a>, <a href="https://twitter.com/LorenzQuadri">Lorenzo Quadri</a> und <a href="https://twitter.com/lukasreimann">Lukas Reimann</a></p>
<div id="attachment_666" class="wp-caption alignright" style="width: 633px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_SVP_UDC.png"><img class=" wp-image-666" title="SVP-Tweetcloud der Herbstsession 2012" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_Herbst2012_SVP_UDC.png" alt="" width="623" height="400" /></a><p class="wp-caption-text"><strong>SVP-Tweetcloud der Herbstsession 2012</strong><br />(Zum Vergrössern klicken)</p></div>
<p>Obwohl die SVP in beiden Kammern die grösste Fraktion stellt, waren lediglich vier Exponenten an der Tweetcloud beteiligt. Zieht man den durch die Vorgänge bis und um seine Entlassung wohl absorbierten <a href="http://www.twitter.com/ChrMoergeli">Christoph Mörgeli</a> als Beitragenden mit nur einem Tweet (ausserdem nicht sessionsrelevant) ab, so bleiben nur noch drei twitternde Exponenten. Diese kamen zusammen auf 62 Tweets.</p>
<p>Auffallend an der Tweetcloud sind die zahlreichen italienischsprachigen Wörter. Das liegt an der regen Teilnahme von zwei Parlamentsmitgliedern aus dem Tessin: <a href="http://www.twitter.com/RobiPanta">Roberta Pantani</a> und <a href="http://www.twitter.com/LorenzQuadri">Lorenzo Quadri</a> gehören eigentlich parteipolitisch der Lega dei Ticinesi an, sind aber der SVP-Fraktion angeschlossen.</p>
<p><em><strong>Steuerabkommen</strong></em> wurde im Ganzen drei Mal genannt. Zu diesem Zeitpunkt war <a href="http://www.twitter.com/lukasreimann">Lukas Reimann</a> noch überzeugt, dass das Referendum gegen die Steuerabkommen zu Stande kommen wird – es kam dann ja alles anders:</p>
<!-- tweet id : 251249963504369664 --><style type='text/css'>#bbpBox_251249963504369664 a { text-decoration:none; color:#0084B4; }#bbpBox_251249963504369664 a:hover { text-decoration:underline; }</style><div id='bbpBox_251249963504369664' class='bbpBox' style='padding:20px; margin:5px 0; background-color:#C0DEED; background-image:url(http://a0.twimg.com/images/themes/theme1/bg.png); background-repeat:no-repeat'><div style='background:#fff; padding:10px; margin:0; min-height:48px; color:#333333; -moz-border-radius:5px; -webkit-border-radius:5px;'><span style='width:100%; font-size:18px; line-height:22px;'>Das Volk darf entscheiden! Referendum gegen die Steuerabkommen steht. &#220;bergabe heute um 16:30 bei der Bundeskanzlei. Danke an alle Sammler!</span><div class='bbp-actions' style='font-size:12px; width:100%; padding:5px 0; margin:0 0 10px 0; border-bottom:1px solid #e6e6e6;'><img align='middle' src='http://somepolis.ch/wordpress/wp-content/plugins/twitter-blackbird-pie//images/bird.png' /><a title='tweeted on 27.09.2012 11:20' href='http://twitter.com/#!/lukasreimann/status/251249963504369664' target='_blank'>27.09.2012 11:20</a> via web<a href='https://twitter.com/intent/tweet?in_reply_to=251249963504369664' class='bbp-action bbp-reply-action' title='Reply'><span><em style='margin-left: 1em;'></em><strong>Reply</strong></span></a><a href='https://twitter.com/intent/retweet?tweet_id=251249963504369664' class='bbp-action bbp-retweet-action' title='Retweet'><span><em style='margin-left: 1em;'></em><strong>Retweet</strong></span></a><a href='https://twitter.com/intent/favorite?tweet_id=251249963504369664' class='bbp-action bbp-favorite-action' title='Favorite'><span><em style='margin-left: 1em;'></em><strong>Favorite</strong></span></a></div><div style='float:left; padding:0; margin:0'><a href='http://twitter.com/intent/user?screen_name=lukasreimann'><img style='width:48px; height:48px; padding-right:7px; border:none; background:none; margin:0' src='http://a0.twimg.com/profile_images/109711408/lukasreimann_normal.jpg' /></a></div><div style='float:left; padding:0; margin:0'><a style='font-weight:bold' href='http://twitter.com/intent/user?screen_name=lukasreimann'>@lukasreimann</a><div style='margin:0; padding-top:2px'>Lukas Reimann</div></div><div style='clear:both'></div></div></div><!-- end of tweet -->
<p>Gleich unterhalb von <em><strong>Steuerabkommen</strong></em> findet sich etwa in gleicher Grösse der Ausdruck <em><strong>Transparenz</strong></em>. Dieser Eintrag geht ebenfalls auf <a href="http://www.twitter.com/lukasreimann">Lukas Reimann</a> zurück, der sich über den selektiven Umgang der ParlamentarierInnen mit dem Transparenzgedanken mokiert. Am Ende der Abstimmung hat sich der Nationalrat dafür entschieden, <a href="http://somepolis.ch/2012/06/offentliche-abstimmungsergebnisse-im-standerat/">mehr Transparenz bei Abstimmungen im Ständerat</a> (mittels elektronischer Abstimmung) zu schaffen.</p>
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		<title>TVitter: Politische Debatten in Social Media und TV</title>
		<link>http://somepolis.ch/2012/10/tvitter-politische-debatten-in-social-media-und-tv/</link>
		<comments>http://somepolis.ch/2012/10/tvitter-politische-debatten-in-social-media-und-tv/#comments</comments>
		<pubDate>Wed, 10 Oct 2012 06:16:05 +0000</pubDate>
		<dc:creator>Ralph Straumann</dc:creator>
				<category><![CDATA[Opinion]]></category>
		<category><![CDATA[Arena]]></category>
		<category><![CDATA[ENLD]]></category>
		<category><![CDATA[Schweiz]]></category>
		<category><![CDATA[Second Screen]]></category>
		<category><![CDATA[SF]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Social TV]]></category>
		<category><![CDATA[SoMePolis]]></category>
		<category><![CDATA[TV]]></category>
		<category><![CDATA[Twitter]]></category>

		<guid isPermaLink="false">http://somepolis.ch/?p=831</guid>
		<description><![CDATA[Das traditionelle Medium Fernsehen hat die grosse Chance, mit sozialen Medien den &#8220;second screen&#8221; zu bespielen. Daraus resultierte meiner Meinung nach ein win-win-win für Produzierende, Gäste in der Sendung und Publikum. Bottom-up läuft schon vieles. Es gibt in der Schweiz aber &#8230; <a href="http://somepolis.ch/2012/10/tvitter-politische-debatten-in-social-media-und-tv/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Das traditionelle Medium Fernsehen hat die grosse Chance, mit sozialen Medien den &#8220;second screen&#8221; zu bespielen. Daraus resultiert<span style="color: #000000;">e </span>meiner Meinung nach ein win-win-win für Produzierende, Gäste in der Sendung und Publikum. Bottom-up läuft schon vieles. Es gibt in der Schweiz aber auch bereits ein Format, welches die Twitter-Debatte institutionalisiert hat.</strong></p>
<p><em>Ein Meinungsbeitrag von Ralph Straumann</em></p>
<p><strong>Die <em>Arena</em> schauen ohne Fernseher</strong></p>
<p><strong>Claude Longchamp</strong> hat am Freitag als Experte in der zweiten Reihe der <a href="http://www.tagesschau.sf.tv/Nachrichten/Archiv/2012/10/06/Schweiz/Arena-Mythos-Milizparlament">&#8220;Arena&#8221; zum Thema &#8220;Mythos Milizparlament&#8221;</a> am Schweizer Fernsehen teilgenommen. Da die Sendung aufgezeichnet und erst später ausgestrahlt wird, konnte er live die Diskussion zur Sendung in den sozialen Medien verfolgen (und nur diese, er hatte kein Fernsehgerät zur Verfügung). Am Wochenende hat er dann seine Beobachtungen <a href="http://www.zoonpoliticon.ch/blog/17451/via-twitter-fernsehen/">in einem Blogpost &#8220;Via Twitter fernsehen&#8221;</a> festgehalten: Schon im Vorfeld der Sendung, nach der Ankündigung auf seinem Blog, hat er Reaktionen auf Twitter erhalten. Was folgte, war offenbar eine bunte Parade von Wortmeldungen von Privatpersonen, politisch Tätigen und ihrer Entourage sowie Journalistinnen und Journalisten: Argumentatives, Untermauerndes, Kleidungstipps, Glückwünsche, alles am besten nachzulesen <a href="http://www.zoonpoliticon.ch/blog/17451/via-twitter-fernsehen/">bei Claude Longchamp</a>. Sein Fazit:</p>
<p><span id="more-831"></span></p>
<blockquote><p>Die gestrige Twitter-Diskussion vor, während und kurz nach der Sendung hob sich davon [Geschehen auf der Online-Plattform der Arena] vorteilhaft ab. Harmonisch war sie nicht, beleidigend aber auch nicht. Ich habe mehr erfahren, als aus dem meisten Reaktionen früherer Sendungen, die ich regelmässig auf der Strasse oder im Freundes- und Arbeitskreis erhalte. Man hat auch die Dynamik der Sendung gut mitbekommen, mit dem fulminanten Start, dem Hänger in der Mitte und der Sachdiskussion zum Schluss.</p></blockquote>
<p>Longchamps Fazit und Gedanken zu Social TV, also der Idee, dass man eine Sendung mit Diskussionen auf Twitter verknüpft und das Publikum so in die Sendung miteinbezogen werden kann, wurden dann auch von <strong>Adrienne Fichter</strong> (Social Media Managerin bei Orell Füssli Wirtschaftsinformationen, ehemals Community Managerin bei Politnetz.ch) aufgegriffen. <a href="http://adfichter.wordpress.com/2012/10/09/mehr-socialtv-in-der-politik-warum-leutenegger-wahrend-der-arena-nicht-entlarvt-wurde/">In ihrem Blog beschreibt sie</a> ihre Vision des &#8220;partizipativen Service public&#8221;: Einbezug des Publikums zum Beispiel durch Fragen zur Überzeugungskraft von Teilnehmerinnen und Teilnehmern der Arena oder zur Zuteilung der Redezeit sowie die Zuschauenden als Hinweisgeber und Fragestellende.</p>
<p><strong>TVitter</strong></p>
<p>Dies alles sind spannende Ideen und die Schweizer Twitterszene ist meines Erachtens reif für mehr Experimente in diese Richtung. Zum Beispiel fördert eine <a href="https://twitter.com/i/#!/search/realtime/%23arena">Suche bei Twitter nach &#8220;#arena&#8221;</a> Dutzende von Wortmeldungen zutage (zugegeben, nicht alle zum Thema der <em>Arena</em> auf SF; hier müsste man allenfalls einen besseren Hashtag definieren). Die Leute diskutieren auf Twitter bereits in Echtzeit Sendungen, ob das von den Fernsehanstalten animiert wird oder nicht (übrigens auch <a href="https://twitter.com/i/#!/search/%23tatort">#tatort</a> oder <a href="https://twitter.com/i/#!/search/%23wettendass">#wettendass</a>). Und hier liegt ein grosses Potential, welches abzuschöpfen auch für die Fernsehanstalten interessant ist, sogar sein muss. Nicht umsonst ist immer mehr die Rede vom <a href="http://en.wikipedia.org/wiki/Second_screen">&#8220;second screen&#8221;</a>, also dem Gerät, Smartphone oder Tablet, welches zuhause gleichzeitig neben dem Fernseher benutzt wird und die Aufmerksamkeit von jenem weglenkt – wenn auf dem &#8220;second screen&#8221; nicht mit den TV-Inhalten abgestimmte Dienste und Partizipationsmöglichkeiten angeboten werden! Wie dieser &#8220;second screen&#8221; künftig vermehrt (gewinnbringend) genutzt werden kann, wird die TV-Anstalten noch umtreiben.</p>
<p><strong>En Ligne Directe</strong></p>
<p>An dieser Stelle ist ein Blick über den Röstigraben zu Radio télévision suisse (RTS) erhellend: Im Westschweizer Radio gibt es das täglich ausgestrahlte Debattierformat <em>En Ligne Directe</em>.</p>
<p style="text-align: center;"><a href="http://www.rts.ch/la-1ere/programmes/en-ligne-directe/"><img class=" wp-image-833 aligncenter" title="En Ligne Directe-Website" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/enld.png" alt="" width="500" height="257" /></a></p>
<p>Das Team der Sendung setzt sich zum Ziel, gleichzeitig in den sozialen Medien (hier: Twitter), per dedizierter iOS- und Android-Applikation sowie in der Sendung selbst aktuelle Themen zu debattieren. Auch die bewährte Form des Telefonanrufs in die Sendung ist noch immer möglich. Wie eine Suche auf Twitter (bzw. ein Blick in meine persönliche Timeline) schnell zeigt, ist <a href="https://twitter.com/i/#!/search/realtime/%23enld">der Tag #enld in der Tat sehr aktiv</a> und nicht auf das Sendungszeitfenster limitiert.</p>
<p>Unsere Freunde aus Lausanne, <a href="http://pegasusdata.com/">Pegasusdata</a>, haben bereits <a href="http://pegasusdata.com/category/debats-enld/">diverse Analysen der Geschehnisse auf Twitter</a> rund um &#8220;En Ligne Directe&#8221; veröffentlicht (sowie hier übrigens einen <a href="http://pegasusdata.com/2012/06/18/dans-les-coulisses-de-lemission-en-ligne-directe/">Blick hinter die Kulissen</a> der Sendung). Pro Sendung verzeichnet #enld 120 bis 300 Tweets. Die Moderatorinnen beteiligen sich an der Diskussion auf Twitter. Aber nicht nur das, auch vereinzelte Politikerinnen und Politiker der <em>suisse romande</em> sind unter den 25-30 Personen, welche üblicherweise zu #enld debattieren, und tauschen sich so per Twitter mit diversen Leuten zu politischen Themen aus.</p>
<p>Tatsächlich ist die Beteiligung von lokalen und regionalen Politikerinnen und Politikern gross. &#8220;En Ligne Directe&#8221; war sogar in Bundesbern vertreten: #enld war der am häufigsten getwitterte Begriff der CVP/EVP-Parlamentsfraktion während der Herbstsession 2012 (<a href="http://somepolis.ch/2012/10/themen-wahrend-der-herbstsession-2012/">Für unsere inhaltlichen Betrachtungen der Herbstsession vom Montag</a> haben wir diesen Tag herausgefiltert):</p>
<div id="attachment_834" class="wp-caption aligncenter" style="width: 556px"><a href="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_mit_ENLD_CVP_EVP.png"><img class="wp-image-834 " title="Tweetcloud der CVP/EVP-Fraktion" src="http://somepolis.ch/wordpress/wp-content/uploads/2012/10/Tweetcloud_mit_ENLD_CVP_EVP.png" alt="" width="546" height="350" /></a><p class="wp-caption-text"><strong>Tweetcloud der CVP/EVP-Fraktion während der Herbstsession 2012</strong><br />(Klicken zum Vergrössern)</p></div>
<p>Die Prominenz des Begriffs in den Tweets der Nationalrätinnen und Nationalräte (die CVP/EVP-Ständeräte twitterten nicht während der Herbstsession) geht auf <a href="http://twitter.com/ybuttet">Yannick Buttet</a> (CVP, VS) zurück, der sich in den drei Sessionswochen und neben unzähligen anderen Tweets 25-mal in die Debatten unter #enld eingeschaltet hat. Wie ich meine, ein beachtlicher Wert für einen Nationalrat!</p>
<p><strong>Vision</strong></p>
<p>Ich finde, das Modell von &#8220;En Ligne Directe&#8221; könnte ein Zukunftsmodell der Arena sein:</p>
<ul>
<li>noch verstärkte Öffnung des Mediums Fernsehen zu den sozialen Medien,</li>
<li>vermehrte Einbindung des Publikums,</li>
<li>Vor- und Nachbereitung der TV-Debatte auf Twitter mit definiertem Hashtag.</li>
</ul>
<p>&#8220;Kosten&#8221; für die Sendungsmacher sind die Abgabe von Kontrolle, dadurch dass die Debatte auf Twitter läuft statt auf der eigenen Debattierplattform mit Forum und Video-Upload (im Fall der <em>Arena</em>), und die Notwendigkeit der Kuratierung von Inhalten, welche in die Sendung einfliessen sollen.</p>
<p>Für uns von SoMePolis eröffnete sich durch die Konvergenz von Polit-Sendungen in TV/Radio und sozialen Medien natürlich ein Feld für interessante Diskurs-, Netzwerk- und Inhalts-Analysen. Für die breite Öffentlichkeit könnte ein mutiger Schritt in diese Richtung aber viel mehr, nämlich:</p>
<ul>
<li>das Format der <em>Arena</em> beleben,</li>
<li>die <em>Arena</em> einem weiten Kreis zugänglicher machen und die Diskussion demokratisieren,</li>
<li>der Sendung und dem Moderator bzw. der Moderatorin das verteilte Wissen des (ansonsten stillen) Publikums anteil werden lassen,</li>
<li>vermehrt jüngere Personen ansprechen und</li>
<li>es den sozialen Medien gegenüber aufgeschlossenen Politikerinnen und Politikern ermöglichen, sich direkt mit den Zuschauenden (a.k.a. Elektorat) auszutauschen. Dank der verzögerten Ausstrahlung der <em>Arena</em> könnten sich an solchen Diskussionen theoretisch sogar die <em>Arena</em>-Gäste selbst beteiligen.</li>
</ul>
<p>Das sind doch alles wünschenswerte Resultate? Also.</p>
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