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	<title>Hoffnung2012</title>
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	<description>Es kommt darauf an, das Hoffen zu lernen. (Ernst Bloch)</description>
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		<title>Schweizer setzen 2012 auf Harmonie</title>
		<link>http://hoffnung2012.wordpress.com/2011/12/27/schweizer-setzen-2012-auf-harmonie/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/12/27/schweizer-setzen-2012-auf-harmonie/#comments</comments>
		<pubDate>Tue, 27 Dec 2011 08:17:34 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
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		<description><![CDATA[20minuten berichtet am 27. Dezember auf Seite 1 und Seite3 über die aktuelle Hoffnungsstudie!<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=141&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.weiterdenken.ch/mm/20minuten_ZH_20111227-Seite1-3.pdf">20minuten</a> berichtet am 27. Dezember auf Seite 1 und Seite3 über die aktuelle Hoffnungsstudie!</p>
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		<media:content url="http://1.gravatar.com/avatar/9d346c669bf9deac7e81f980fb2aea39?s=96&#38;d=identicon&#38;r=G" medium="image">
			<media:title type="html">derweiterdenker</media:title>
		</media:content>
	</item>
		<item>
		<title>Wer wird heute Bundesrat in der Schweiz</title>
		<link>http://hoffnung2012.wordpress.com/2011/12/14/wer-wird-heute-bundesrat-in-der-schweiz/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/12/14/wer-wird-heute-bundesrat-in-der-schweiz/#comments</comments>
		<pubDate>Wed, 14 Dec 2011 08:39:31 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=127</guid>
		<description><![CDATA[Mit Spannung schauen heute alle Schweizerinnen und Schweizer nach Bern? Wer wird neuer Bundesrat? Wer wir neue Bundesrätin? Wir wissen es noch nicht &#8230;. … aber wir kennen die ersten Resultate unserer Umfrage Hoffnung2012, die wir im November 2011 gemeinsam &#8230; <a href="http://hoffnung2012.wordpress.com/2011/12/14/wer-wird-heute-bundesrat-in-der-schweiz/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=127&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Mit Spannung schauen heute alle Schweizerinnen und Schweizer nach Bern? Wer wird neuer Bundesrat? Wer wir neue Bundesrätin? Wir wissen es noch nicht &#8230;.</p>
<p class="MsoNormal" style="line-height:normal;"><span style="font-size:12pt;font-family:'Times New Roman',serif;">… aber wir kennen die ersten Resultate unserer Umfrage Hoffnung2012, die wir im November 2011 gemeinsam mit 20 Minuten durchgeführt haben und an der über 5&#8217;000 Personen teilgenommen.</span></p>
<p class="MsoNormal" style="line-height:normal;"><span style="font-size:12pt;font-family:'Times New Roman',serif;">Bei der Frage &#8222;Wer sind Ihre grössten Hoffnungsträgerinnen und Hoffnungsträger für das Jahr 2012?&#8220; haben wir auch unsere Bundesrätinnen und Bundesräte als Hoffnungstragende zur Diskussion gestellt &#8211; das Resultat war deutlich:</span></p>
<p class="MsoNormal" style="line-height:normal;"><span style="font-size:12pt;font-family:'Times New Roman',serif;">Eveline Widmer-Schlumpf, Simonetta Sommaruga, Doris Leuthard,  &#8211; mit deutlichem Vorsprung auf Ueli Maurer, Didier Burkhalter und abgeschlagen am Schluss: Johann Schneider-Ammann.</span></p>
<p class="MsoNormal" style="line-height:normal;"><span style="font-size:12pt;font-family:'Times New Roman',serif;">Beim Vergleich mit den vorigen Jahren fällt auf: die weiblichen Bundesrätinnen sind relativ niedrig gestartet – und haben Jahr für Jahr zugelegt. Die männlichen Bundesräte, insbesondere die neugewählten, die relativ hoch gestartet, haben aber Jahr für Jahr verloren …</span></p>
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		<title>Wie können wir Hoffnung künstlerisch ausdrücken?</title>
		<link>http://hoffnung2012.wordpress.com/2011/11/19/wie-konnen-wir-hoffnung-kunstlerisch-ausdrucken/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/11/19/wie-konnen-wir-hoffnung-kunstlerisch-ausdrucken/#comments</comments>
		<pubDate>Sat, 19 Nov 2011 17:00:17 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=112</guid>
		<description><![CDATA[Good news &#8211; wir haben Cla Gleiser gewonnen, dass er uns hilft, die Resultate unserer aktuellen Hoffnungs-Umfrage und die weiteren Studien zur Hoffnungsforschung zu illustrieren. Cla ist ein Künstler mit dem Stift und mit dem Wort auf seinem Blog http://verstaendlich.ch/ &#8230; <a href="http://hoffnung2012.wordpress.com/2011/11/19/wie-konnen-wir-hoffnung-kunstlerisch-ausdrucken/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=112&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Good news &#8211; wir haben Cla Gleiser gewonnen, dass er uns hilft, die Resultate unserer aktuellen <a title="Hoffnungs-Umfrage" href="http://www.hoffnung2012.ch" target="_blank">Hoffnungs-Umfrage</a> und die weiteren Studien zur Hoffnungsforschung zu illustrieren.</p>
<p><a href="http://hoffnung2012.files.wordpress.com/2011/11/comic_foerderer.jpg"><img class="aligncenter size-full wp-image-119" title="comic_foerderer" src="http://hoffnung2012.files.wordpress.com/2011/11/comic_foerderer.jpg?w=500&#038;h=259" alt="" width="500" height="259" /></a></p>
<p><a href="http://hoffnung2012.files.wordpress.com/2011/11/cartoon_erste_schritte_300.jpg"><img class="aligncenter size-full wp-image-115" title="cartoon_erste_schritte_300" src="http://hoffnung2012.files.wordpress.com/2011/11/cartoon_erste_schritte_300.jpg?w=500&#038;h=485" alt="" width="500" height="485" /></a></p>
<p><a href="http://hoffnung2012.files.wordpress.com/2011/11/cartoon_reise_3001.jpg"><img class="aligncenter size-full wp-image-116" title="cartoon_reise_300" src="http://hoffnung2012.files.wordpress.com/2011/11/cartoon_reise_3001.jpg?w=500&#038;h=195" alt="" width="500" height="195" /></a></p>
<p>Cla ist ein Künstler mit dem <a href="http://www.gleiser.ch/" target="_blank">Stift</a> und mit dem Wort auf seinem <a title="Cla Gleiser" href="http://verstaendlich.ch/" target="_blank">Blog</a><a title="Cla Gleiser" href="http://verstaendlich.ch/" target="_blank"> http://verstaendlich.ch/ </a>.</p>
<p><a title="Cla Gleiser" href="http://verstaendlich.ch/cla-gleiser/" target="_blank">Cla</a> hat Literatur und Sprachwissenschaften (lic.phil. an der Universität Zürich) und Theologie (MDiv am IGW) studiert.</p>
<p>Cla zeichnet unter anderem auch für <a href="http://www.gleiser.ch/pics/illu_Globi_Wandbild.jpg" target="_blank">Globi</a>.</p>
<div id="attachment_131" class="wp-caption aligncenter" style="width: 510px"><a href="http://hoffnung2012.files.wordpress.com/2011/11/cla-gleiser.jpg"><img class="size-full wp-image-131" title="Cla Gleiser" src="http://hoffnung2012.files.wordpress.com/2011/11/cla-gleiser.jpg?w=500&#038;h=333" alt="Cla Gleiser" width="500" height="333" /></a><p class="wp-caption-text">Cla Gleiser</p></div>
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			<media:title type="html">Cla Gleiser</media:title>
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		<title>Neue Umfrage Hoffnung 2012 ist gestartet</title>
		<link>http://hoffnung2012.wordpress.com/2011/11/01/neue-umfrage-hoffnung-2012-ist-gestartet/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/11/01/neue-umfrage-hoffnung-2012-ist-gestartet/#comments</comments>
		<pubDate>Tue, 01 Nov 2011 07:10:45 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=89</guid>
		<description><![CDATA[2012 &#8211; ein neues Jahr! Eine neue Chance? Eine neue Hoffnung? Nehmen Sie an unserer aktuellen Umfrage teil und erfahren Sie am Schluss, welcher Hoffnungstyp Sie sind. Hier geht&#8217;s zur Umfrage &#160;<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=89&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>2012 &#8211; ein neues Jahr! Eine neue Chance? Eine neue Hoffnung?</p>
<p>Nehmen Sie an unserer aktuellen Umfrage teil und erfahren Sie am Schluss, welcher Hoffnungstyp Sie sind.</p>
<p><a href="http://www.innosurvey.ch/survey/index.cfm?sKey=1918109F-BC77-DCFF-8FB78E89D79C64E1" target="_blank">Hier geht&#8217;s zur Umfrage</a></p>
<div id="attachment_91" class="wp-caption alignnone" style="width: 310px"><a href="http://hoffnung2012.files.wordpress.com/2011/11/hoffnung2012-11.jpg"><img class="size-medium wp-image-91 " title="Hoffnung2012-1" src="http://hoffnung2012.files.wordpress.com/2011/11/hoffnung2012-11.jpg?w=300&#038;h=214" alt="Hoffnung 2012" width="300" height="214" /></a><p class="wp-caption-text">Hoffnung 2012</p></div>
<p>&nbsp;</p>
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		<title>Definition der sechs Komponenten der Hoffnung</title>
		<link>http://hoffnung2012.wordpress.com/2011/10/22/definition-der-sechs-komponenten-der-hoffnung/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/10/22/definition-der-sechs-komponenten-der-hoffnung/#comments</comments>
		<pubDate>Sat, 22 Oct 2011 06:52:28 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=54</guid>
		<description><![CDATA[Gegenwärtig sind wir dabei, für unsere neue Umfrage Hoffnung2012 die sechs Komponenten der Hoffnung näher zu definieren. Hilf uns dabei – wie würdest Du die sechs Bereiche beschreiben? Welche Aspekte zählen dazu? Wie würde Deine Definition aussehen? Schlagwort Folgende Begriffe &#8230; <a href="http://hoffnung2012.wordpress.com/2011/10/22/definition-der-sechs-komponenten-der-hoffnung/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=54&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Gegenwärtig sind wir dabei, für unsere neue Umfrage Hoffnung2012 die sechs Komponenten der Hoffnung näher zu definieren. Hilf uns dabei – wie würdest Du die sechs Bereiche beschreiben? Welche Aspekte zählen dazu? Wie würde Deine Definition aussehen?</p>
<div>
<table style="border-collapse:collapse;" border="0">
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<col style="width:331px;" />
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<td style="padding-left:9px;padding-right:9px;border:1pt solid;"><strong>Schlagwort</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:solid solid solid none;border-width:1pt 1pt 1pt medium;"><strong>Folgende Begriffe sind wichtig für Sie, wenn Sie an Hoffnung denken:</strong></td>
<td style="border-color:#000000;border-style:solid solid solid none;border-width:1pt 1pt 1pt medium;"><strong>Definition</strong></td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Soziale<br />
Beziehungen</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Beziehung, Diakonie, Ehe, Elternschaft, Emotionale Kompetenz, Ermutigung, Familie, Freundschaft, Fürsorge, Fürsorglichkeit, Gemeinschaft, Gemeinwohl, Hilfe, Hilfsbereitschaft, Kommunikation, Liebe, menschliche Nähe, Menschlichkeit, mitmenschliches Engagment, Nächstenliebe, Partnerschaft, Pflege persönlicher Beziehungen und Freundschaften, Selbsttranszendenz, Solidarität, Soziales Engagement</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ein grosser Wert Ihrer Hoffnungskompetenz ist die zwischenmenschliche Liebe und Beziehung, die sich u.a. darin zeigt, für andere da zu sein, selbstlos zu agieren und seine Pflichten zu erfüllen. Sie engagieren sich sozial, sind extrovertiert, vergessen keinen Geburtstag und nehmen Umwege in Kauf, um einem Kollegen, dem Ehepartner oder dem Freund in Not zu helfen. Ihre Hoffnung wird gestärkt durch warmherzige, gefühlsbetonte Menschen, die sich sehr um ihre persönlichen Beziehungen kümmern. Sie erwarten, dass Ihre Anstrengungen gewürdigt werden. Sie sind ein praktisch veranlagter Mensch, den es in in einen helfenden, begleitenden oder erziehenden Beruf zieht und der weiss, wie man eine Wohnung einladend und gastfreundlich einrichtet.</td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Spiritualität</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Ewigkeit, Gebet, Glaube, Gott, Heiligkeit, Jenseits, Liturgie, Meditation, Religion, Schicksalsglaube, Spiritualität, Transzendenz, Übergeordnetes, Übersinnliches</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ihre Hoffnungskompetenz wird genährt durch ein grosses Urvertrauen. Auch wenn Sie den Sinn einer Situation nicht mehr deuten können, hoffen und glauben Sie daran, dass etwas bzw. jemand Grösseres schon weiss, was Ihnen zugemutet wird. Durch Gebete, Meditation oder liturgische Kontemplation legen Sie Ihr Schicksal in höhere Hände. Ihre Hoffnung zeichnet sich aus durch ein tiefes Vertrauen ins Leben, einer Zuversicht in das Aufgehoben- und Eingebundensein im und ins Dasein.</td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Eigene<br />
Emotionen,<br />
Sinne und<br />
Körper-<br />
bewusstsein</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Einklang mit der Natur, Emotionalität, Fantasie, Gefühle, Gefühlswelt, Genuss, Humor, Konsum, Körperlichkeit, Kreativität, Naturverbundenheit, Schmerzlosigkeit schöpferische Gestaltung, Sensibilität, Sensualität, Sinnlichkeit, Spass, Vergnügen, Wellness, Wohlbefinden, Wohlgefühl</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ihre Hoffnungskompetenz baut auf dem besondern Zugang zur Natur, zum Erleben von Kunst im Allgemeinen, zu Musik, Malerei, Dichtung, zum Ästhetischen und Schönen und zum eigenen positiven Körpererlebnis. Ihre Hoffnung hat einen tiefen Zugang zu schöpferisch-kreativen Seiten. Sie können zuhören und verstehen ohne zu verurteilen. Durch Ihre Naturverbundenheit und das Erleben schöner Eindrücke gewinnen Sie Abstand zu ihren schweren Gefühlen und bauen Ihre lebenstragenden hoffnungsvollen Emotionen auf.</td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Individuelle Leistung,<br />
Erfolg und Selbst-<br />
verwirklichung</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Agieren, Dominanz, Eigenverantwortung, Einfluss, Entwicklung, Erfolg, Erschaffen von Dingen mit bleibendem Wert, Freiheit, Generativität, Individualismus, Individualität, Kampf, Kompetenz , Leistung, Macht, Potenziale ausleben, Pragmatismus, realisieren, Realismus, Selbstbestimmung, Selbstkompetenz, Selbstverwirklichung, Sinn durch Tun, Ungebundenheit, Vorwärtshoffnung, Wachstum, Zielstrebigkeit</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ihre Hoffnungskompetenz baut sich auf durch Bestätigung, Erfolge und Bewunderung. Harte, selbst verantwortete Arbeit liegt Ihnen ebenso wie das sich Messen mit der Konkurrenz und Sie sind sehr fokussiert, wenn es um das Erreichen Ihrer Ziele geht. Sie haben eine „Vorwärtshoffnung“, Sie agieren &#8222;self-made&#8220; und finden gewöhnlich einen Bereich, in dem Sie hervorragend sein können und ungebunden Ihr Potenzial aber auch Ihre Energie in Leistung umsetzen können. Sie wollen Ihr Schicksal selbst bestimmen. Sie sind willensstark, entschlossen, praktisch, kompromisslos. Ihre Hoffnung setzt viel Energie frei, die Lebensfreude verkörpern kann und andere ansteckend finden.</td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Analyse und Reflexion</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Abwägen, Analyse, Auseinandersetzung mit dem Selbst, Erkenntnisgewinn durch Wissensaneignung, Evaluation, Hinterfragen, Informieren, kognitiv, Nachdenken, Ordnung, Rationalität, Realismus, Recherchieren, Selbsterkenntnis, Selbstkompetenz, Selbsttranszendenz<span style="font-family:Times New Roman;">, </span>Sinn durch Suche, Vernunft, Verstehen, Wissen</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ihre Hoffnungskompetenz richtet sich auf den Rückzug in die Sicherheit und Geborgenheit Ihres eigenen Bewusstseins: im Bereich des Denkens und Analysierens. Sie Vertrauen im Allgemeinen auf Ihre Intelligenz, Belesenheit und Ihre Nachdenklichkeit und werden dadurch häufig zu Experten in den Bereichen, für die Sie sich interessieren. Sie verspüren wenig Neigung, Ihre Meinungen – auf die sich Ihre Hoffnung gründet &#8211; zu ändern, um sich der Mehrheitsmeinung anzupassen. Sie lehnen es ab, Ihre Freiheit, zu denken wie es ihnen beliebt, zu kompromittieren, da Sie an Ihre eigene Vernunft und Urteilskraft glauben. Neue Ideen teilen Sie mit, aber erst wenn diese hervorragend durchdacht wurden. nabhängigkeit ist Ihnen ebenso wichtig wie das Bewahren eines kühlen Kopfes in Krisen. Emotionen stellen Sie besonnen auf die Seite.</td>
</tr>
<tr>
<td style="background:none repeat scroll 0 0 #bfbfbf;padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid;border-width:medium 1pt 1pt;"><strong>Ausdauer,<br />
Beständigkeit<br />
und Tradition</strong></td>
<td style="padding-left:9px;padding-right:9px;border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;">Achtsamkeit, Anwendbarkeit, Ausdauer, Ausgewogenheit, Beständigkeit, Bodenständigkeit, Ewigkeit, Festhalten an Bewährtem, Generationen, Geduld, Gewohnheiten, Gleichklang mit sich selbst und anderen, Harmonie, Hoffnung auf ein ruhiges Leben, Konstanz, Langmut, Leben in einer Welt geordneter Werte, Moral, Nachsicht, Ordnung<span style="font-family:Times New Roman;">, </span>Orientierung an klaren Richtlinien und Werten, Pragmatismus, Rituale, Tradition, Treue, Verbindlichkeit, Verlässlichkeit, Zuverlässigkeit</td>
<td style="border-color:#000000;border-style:none solid solid none;border-width:medium 1pt 1pt medium;"> Ihre Hoffnung baut auf das Sichere, das Bewährte, Gute und auf die Traditionen und die Werte, die Orientierung geben. Dabei können Sie sehr geduldig und ausdauernd sein. Die Hoffnung auf Verbesserung &#8211; der bestehenden Traditionen &#8211; ist Ihnen wichtig, weil Sie glauben, dass nichts bereits gut genug ist. Man könnte somit auch von einer idealisierenden Hoffung sprechen, die verhindert, dass die Ordnung in das Chaos mündet, das überall lauert. Sie haben eine ernsthafte Hoffnung; sie schätzen hohe Prinzipien, sind kompetent und kompromisslos. Sie befolgen selbst die Regeln, deren Einhaltung sie auch von anderen erwarten. Ihre Überzeugungen und Hoffnungen lassen Sie zu einer hervorragenden Führungspersönlichkeit reifen, die diejenigen, die ihnen folgen, mit ihrer Vision von Spitzenleistung inspirieren können.</td>
</tr>
</tbody>
</table>
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		<title>Partnerinnen und Partner</title>
		<link>http://hoffnung2012.wordpress.com/2011/10/15/social-responsibility-partners/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/10/15/social-responsibility-partners/#comments</comments>
		<pubDate>Sat, 15 Oct 2011 12:01:43 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=35</guid>
		<description><![CDATA[Die grossen jährlichen Umfragen zur Hoffnungsforschung sind möglich, weil wir Partnerinnen und Partner haben. Partnerinnen und Partner unterstützen unsere Projekte aktiv indem sie selbst pro bono mitarbeiten und so ihre Eigenleistung in die Projekte einbringen, indem sie uns Produkte, Lizenzen &#8230; <a href="http://hoffnung2012.wordpress.com/2011/10/15/social-responsibility-partners/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=35&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Die grossen jährlichen Umfragen zur Hoffnungsforschung sind möglich, weil wir Partnerinnen und Partner haben.</p>
<p>Partnerinnen und Partner unterstützen unsere Projekte aktiv</p>
<ul>
<li>indem sie selbst pro bono mitarbeiten und so ihre Eigenleistung in die Projekte einbringen,</li>
<li>indem sie uns Produkte, Lizenzen und Dienstleistungen bzw. Mitarbeitende massiv vergünstigt zur Verfügung stellen,</li>
<li>indem sie als Ambassadoren die Verbreitung der Umfrage und der Resultate in ihren eigenen grossen Beziehungsnetzen und über ihre eigenen Social Media Networks sicherstellen,</li>
<li>indem sie uns als Mäzene und Sponsoren finanziell unterstützen.</li>
</ul>
<p>Die grundlegende Überarbeitung und Weiterentwicklung des Fragebogens mit dem neuen Tool des persönlichen Hoffnungsprofils, die Durchführung und Auswertung von Hoffnung2012 ist möglich, weil uns folgende Social Responsibility Partners unterstützen. Wir bedanken uns herzlich:</p>
<ul>
<li>bei unserem Medienpartner
<ul>
<li>20Minuten</li>
</ul>
</li>
</ul>
<ul>
<li>bei unseren Technologiepartnern
<ul>
<li><a href="http://www.innotix.ch" target="_blank">InnoTix</a> mit <a href="http://www.innosurvey.ch" target="_blank">InnoSurvey</a></li>
<li>Dynelytics AG mit <a href="http://www.spss.ch/products.php?lang=de&amp;marked=2,4" target="_blank">SPSS</a></li>
</ul>
</li>
</ul>
<ul>
<li>bei unseren Netzwerkpartnern
<ul>
<li><a href="http://www.a4agentur.ch/" target="_blank">A4- Agentur für Werbung und Grafik AG</a></li>
<li><a href="http://www.facebook.com/stefan.angehrn" target="_blank">Stefan Angehrn</a></li>
<li><a href="https://www.xing.com/profile/Markus_Baumgartner20;key=0.0" target="_blank">Markus Baumgartner</a></li>
<li><a href="http://www.dstgroup.ch/" target="_blank">DST Group GmbH</a></li>
<li><a href="http://www.frauenplus.ch/" target="_blank">frauenplus</a></li>
<li><a href="http://twins.guptara.net/" target="_blank">Guptara Twins</a></li>
<li><a href="http://www.karriere-einsichten.de/" target="_blank">karriere einsichten</a> Jan Thomas Otte</li>
<li><a href="https://www.xing.com/profile/Helene_Megerle" target="_blank">Helene Megerle</a>, BPW (Business &amp; Professional Women)</li>
<li><a href="http://www.gauss-consulting.ch/" target="_blank">Müller-Gauss Consulting</a><br />
Security, Risk &amp; Continuity Management Consultants</li>
<li><a href="http://www.swissfuture.ch" target="_blank">SAGW</a> Schweizerische Akademie der Geistes- und Sozialwissenschaften</li>
<li><a href="http://www.gluecksakademie.ch/" target="_blank">Schweizer Glücksakademie</a> &#8211; Die Wertschöpfungsoptimierer mit Ernst Wyrsch, Marion Zupancic-Antons, Stephan Gingter und Jürgen Hemmers</li>
<li><a href="http://www.seniorweb.ch/type/blog/2011-10-31-umfrage-hoffnung-2012" target="_blank">seniorweb.ch</a></li>
<li><a href="http://www.swissfuture.ch" target="_blank">swissfuture</a> Schweizerische Vereinigung für Zukunftsforschung</li>
<li>Ulrike Walker, <a href="http://dieweiterdenkerin.wordpress.com/" target="_blank">die weiterdenkerin</a></li>
</ul>
</li>
</ul>
<ul>
<li>bei unserem Team
<ul>
<li><a href="http://www.i-s-f.ch/" target="_blank">Institut für sinnzentrierte Führung GmbH</a></li>
<li>MDS Management Development Services AG</li>
<li>Stefan Siegrist</li>
<li>Danilo Tondelli</li>
<li><a href="http://www.weiterdenken.ch" target="_blank">weiterdenken.ch &#8211; your partner for future, hope &amp; responsibility</a><br />
bzw. Dr. Andreas M. Walker Strategieberatung</li>
<li><a href="http://www.gleiser.ch/" target="_blank">Cla Gleiser Illustrationen</a></li>
</ul>
</li>
</ul>
<p>Wollen Sie Hoffnung2012 ebenfalls als Social Responsibility Partner unterstützen? Wollen Sie uns finanziell unterstützen? Dann nehmen Sie bitte Kontakt mit uns auf.</p>
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		<title>Sechs Grundlagen der Hoffnungskompetenz</title>
		<link>http://hoffnung2012.wordpress.com/2011/10/07/sechs-grundlagen-der-hoffnungskompetenz/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/10/07/sechs-grundlagen-der-hoffnungskompetenz/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 16:54:07 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

		<guid isPermaLink="false">http://hoffnung2012.wordpress.com/?p=25</guid>
		<description><![CDATA[Hoffnung ist eine vielfältige und umfassende Einstellung zum Leben und zur Zukunft. Um der Komplexität des Phänomens Hoffnung gerecht zu werden, haben wir für unsere Studie Hoffnung2010 auf der Grundlage soziologischer Differenzierungstheorien ein Gedankenmodell entwickelt, das auf acht Hoffnungsfeldern aufbaute. &#8230; <a href="http://hoffnung2012.wordpress.com/2011/10/07/sechs-grundlagen-der-hoffnungskompetenz/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=25&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><span style="font-family:Times New Roman;font-size:12pt;">Hoffnung ist eine vielfältige und umfassende Einstellung zum Leben und zur Zukunft.<br />
</span></p>
<p><span style="font-family:Times New Roman;font-size:12pt;">Um der Komplexität des Phänomens Hoffnung gerecht zu werden, haben wir für unsere Studie <a href="http://www.hoffnung2010.ch/mm/swissfuture-magazin_2010-1-Walker.pdf" target="_blank"><span style="color:blue;text-decoration:underline;">Hoffnung2010</span></a> auf der Grundlage soziologischer Differenzierungstheorien ein Gedankenmodell entwickelt, das auf acht Hoffnungsfeldern aufbaute. Damals haben wir Hoffnungsbedürfnisse und -kompetenzen innerhalb dieser acht Hoffnungsfelder positioniert:<br />
</span></p>
<p style="text-align:center;"><img src="http://hoffnung2012.files.wordpress.com/2011/10/100711_1654_sechsgrundl1.png?w=500" alt="" /><span style="font-family:Times New Roman;font-size:12pt;"><br />
</span></p>
<p><span style="font-family:Times New Roman;font-size:12pt;">Rückwirkend sind wir mit diesen acht Kategorien nicht wirklich glücklich geworden. Wir werden deshalb für Hoffnung2012 ein neues Modell testen, das sich aus sechs Bereichen zusammensetzt und sich auf den Resultaten der Studie Hoffnung2011 abstützt:<br />
</span></p>
<p style="text-align:center;"><img src="http://hoffnung2012.files.wordpress.com/2011/10/100711_1654_sechsgrundl2.png?w=500" alt="" /><span style="font-family:Times New Roman;font-size:12pt;"><br />
</span></p>
<p><span style="font-family:Times New Roman;font-size:12pt;">Dabei verstehen wir die sechs Bereiche als Grundlagen der Hoffnungskompetenz wie folgt:<br />
</span></p>
<p><span style="font-family:Times New Roman;font-size:12pt;text-decoration:underline;"><strong>Soziale Beziehungen<br />
</strong></span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbsttranszendenz (horizontal)<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Soziales Engagement (Sinn durch aktives Eintreten für Gemeinwohl oder Menschenrechte)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Gemeinschaft (Sinn durch menschliche Nähe und Freundschaft)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Fürsorge (Sinn durch Fürsorglichkeit und Hilfsbereitschaft)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vorwärts oder Zukunftshoffnung gemäss Hutten<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Hoffnung auf Liebe und (ein ruhiges Leben) gemäss Szendlak<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Beziehungsaufbauender Hoffnungstyp gemäss Rittweger<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;"><span style="text-decoration:underline;"><strong>Spiritualität </strong></span><br />
</span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbsttranszendenz (vertikal)<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Religiosität (Sinn durch Religion und Glaube)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Spiritualität (Sinn durch Orientierung an einer anderen Wirklichkeit und Schicksalsglaube)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Aufwärts oder Jenseitshoffnung gemäss Hutten<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Transzendenter Hoffnungstyp gemäss Rittweger<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;"><span style="text-decoration:underline;"><strong>Sinneswahrnehmung</strong></span><br />
</span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbsttranszendenz (horizontal)<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Naturverbundenheit (Sinn durch Einklang und Verbundenheit mit der Natur)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbstkompetenz<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Kreativität (Phantasie und schöpferische Gestaltung)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Wohlbefinden<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Spass (Humor und Vergnügen)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Wellness (Wohlgefühl und Genuss)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vorwärts oder Zukunftshoffnung gemäss Hutten<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Hoffnung auf endlosen Konsum und Leben ohne Schmerz gemäss Szendlak<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;"><span style="text-decoration:underline;"><strong>Leistung und Erfolg</strong></span><br />
</span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbsttranszendenz (horizontal)<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Generativität (Sinn durch Tun oder Erschaffen von Dingen mit bleibendem Wert)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbstkompetenz<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Leistung (Kompetenz und Erfolg)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Entwicklung (Zielstrebigkeit und Wachstum)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Macht (Kampf und Dominanz)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Wohlbefinden<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Freiheit (Ungebundenheit und Selbstbestimmung)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Individualismus (Individualität und Ausleben von Potenzialen)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vorwärts oder Zukunftshoffnung gemäss Hutten<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Realistischer Hoffnungstyp gemäss Jutta Rittweger<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Agierender oder realisierender Hoffnungstyp gemäss Rittweger<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;"><span style="text-decoration:underline;"><strong>Analyse und Reflexion</strong></span><br />
</span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbsttranszendenz (horizontal)<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Selbsterkenntnis (Sinn durch Suche nach und Auseinandersetzung mit dem Selbst)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Selbstkompetenz<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Wissen (Hinterfragen, Informieren und Verstehen dessen, was ist)<br />
</span></li>
</ul>
</li>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Ordnung<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vernunft (Abwägung und Rationalität)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vorwärts oder Zukunftshoffnung gemäss Hutten<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;"><span style="text-decoration:underline;"><strong>Ausdauer und Beständigkeit</strong></span><br />
</span></p>
<ul>
<li>
<div><span style="font-family:Times New Roman;font-size:12pt;">Ordnung<br />
</span></div>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Tradition (Festhalten an Bewährtem und Gewohntem)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Bodenständigkeit (Pragmatismus und Anwendungsbezug)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Moral (Orientierung nach klaren Richtlinien und Werten)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Harmonie (Ausgewogenheit und Gleichklang mit sich selbst und anderen)<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Bewusstes Erleben (Achtsamkeit und Rituale)<br />
</span></li>
</ul>
</li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Vorwärts oder Zukunftshoffnung gemäss Hutten<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Hoffnung auf ein Leben in einer Welt geordneter Werte gemäss Szendlak<br />
</span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Hoffnung auf (Liebe und) ein ruhiges Leben) gemäss Szendlak<br />
</span></li>
</ul>
<p><span style="font-family:Times New Roman;font-size:12pt;text-decoration:underline;"><strong>Literatur:<br />
</strong></span></p>
<ul>
<li><span style="font-family:Times New Roman;font-size:12pt;">Hutten Kurt (1969) (<a href="http://www.ekd.de/ezw/dateien/EZWIMPULSE4.pdf">Hyperlink zum pdf – lange Ladezeit</a>)<span style="text-decoration:underline;"><strong><br />
</strong></span></span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Rittweger Jutta (2004) (<a href="http://sundoc.bibliothek.uni-halle.de/diss-online/04/05H014/t1.pdf">Hyperlink zum pdf – lange Ladezeit</a>)<span style="text-decoration:underline;"><strong><br />
</strong></span></span></li>
<li><span style="font-family:Times New Roman;font-size:12pt;">Szendlak, Tomasz (2008) (<a href="http://www.fachportal-paedagogik.de/fis_bildung/suche/fis_set.html?FId=882932">Hyperlink – lange Ladezeit</a>)</span></li>
</ul>
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		<title>Hoffnung &#8211; ein übergeordneter Begriff</title>
		<link>http://hoffnung2012.wordpress.com/2011/10/07/hoffnung-ein-ubergeordneter-begriff/</link>
		<comments>http://hoffnung2012.wordpress.com/2011/10/07/hoffnung-ein-ubergeordneter-begriff/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 15:27:33 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
				<category><![CDATA[Allgemein]]></category>

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		<description><![CDATA[Bei den umfangreichen Recherchen vor unserer ersten Umfrage Hoffnung2010 stellten wir fest, dass die verschiedenen Spezialdisziplinen wie Psychologie, Soziologie, Religionswissenschaften, Theologie und Philosophie &#8222;Hoffnung&#8220; akademisch in unterschiedlicher Weise definieren. Zugleich haben wir festgestellt, dass es in den Spezialdisziplinen verschiedene Begriffe zur &#8230; <a href="http://hoffnung2012.wordpress.com/2011/10/07/hoffnung-ein-ubergeordneter-begriff/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=13&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Bei den <a href="http://www.hoffnung2010.ch/dynasite.cfm?dsmid=93489" target="_blank">umfangreichen Recherchen vor unserer ersten Umfrage</a> <a href="http://www.hoffnung2011.ch" target="_blank">Hoffnung2010</a> stellten wir fest, dass die verschiedenen Spezialdisziplinen wie Psychologie, Soziologie, Religionswissenschaften, Theologie und Philosophie &#8222;Hoffnung&#8220; akademisch in unterschiedlicher Weise definieren. Zugleich haben wir festgestellt, dass es in den Spezialdisziplinen verschiedene Begriffe zur positiven Zukunftseinstellung gibt.</p>
<p>Aufgrund unserer Umfragen <a href="http://www.hoffnung2010.ch" target="_blank">Hoffnung2010</a> und <a href="http://www.hoffnung2011.ch" target="_blank">Hoffnung2011</a> und unserer darauf aufbauenden Referate und Seminare haben wir aber die Erkenntnis gewonnen, dass diese verschiedenen Definitionen nur akademische Qualität haben und wir umgangssprachlich und in unserem allgemeinen Sprachempfinden effektiv gar keinen relevanten Unterschied machen.</p>
<p>Wir schlagen deshalb vor, dass wir „Hoffnung“ für unsere Umfrage &#8222;Hoffnung2012&#8243; breit verstehen, d.h. dass wir ähnliche Begriffe wie Optimismus, Zuversicht, Wagemut, Erwartung, u.a.m. als Synonyme verwenden.<strong></strong></p>
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		<title>2012 &#8211; ein neues Jahr! Eine neue Chance? Eine neue Hoffnung?</title>
		<link>http://hoffnung2012.wordpress.com/2011/10/07/hallo-welt/</link>
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		<pubDate>Fri, 07 Oct 2011 05:15:51 +0000</pubDate>
		<dc:creator>der weiterdenker</dc:creator>
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		<description><![CDATA[Die Medien sind voller negativer Meldungen aus Politik, Wirtschaft und Umwelt &#8211; wollen wir überhaupt noch leben? Wollen wir 2012 überhaupt noch erleben? Nach Hoffnung2010 und Hoffnung2011 führen wir auch diesen November wieder unsere grosse Umfrage zu den kommenden Hoffnungen &#8230; <a href="http://hoffnung2012.wordpress.com/2011/10/07/hallo-welt/">Weiterlesen <span class="meta-nav">&#8594;</span></a><img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=hoffnung2012.wordpress.com&amp;blog=28201973&amp;post=1&amp;subd=hoffnung2012&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Die Medien sind voller negativer Meldungen aus Politik, Wirtschaft und Umwelt &#8211; wollen wir überhaupt noch leben? Wollen wir 2012 überhaupt noch erleben?</p>
<p>Nach <a href="http://www.hoffnung2010.ch" target="_blank">Hoffnung2010</a> und <a href="http://www.hoffnung2011.ch" target="_blank">Hoffnung2011</a> führen wir auch diesen November wieder unsere grosse Umfrage zu den kommenden Hoffnungen für 2012 durch.</p>
<p>Begleiten Sie uns bei der Vorbereitung zur neuen Umfrage, die am 1. November 2012 live gehen wird.</p>
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