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	<title>Andere Parteien &#187; Die Grünen</title>
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	<description>Andere-Parteien.de / Sonstige-Parteien.de: Ein Beitrag für mehr Demokratie</description>
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		<title>28-10-2018 &#8211; Komplettes Wahlergbnis Hessen 2018 &#8211; CDU &amp; SPD verlieren, AfD drin!</title>
		<link>http://andere-parteien.de/2018/10/28/28-10-2018-komplettes-wahlergbnis-hessen-2018-cdu-spd-verlieren-afd-drin/</link>
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		<pubDate>Sun, 28 Oct 2018 19:51:52 +0000</pubDate>
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				<category><![CDATA[Alternative für Deutschland]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[Sonstige Parteien]]></category>
		<category><![CDATA[ZDF]]></category>

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		<description><![CDATA[Niederlage für CDU und SPD bei der Landtagswahl in Hessen: Nach den Prognosen von ARD und ZDF bleibt die CDU von Ministerpräsident Volker Bouffier zwar stärkste Kraft, fährt aber ihr schlechtestes Ergebnis seit 1966 ein &#8211; also seit mehr als 50 Jahren.
Die SPD stürzt sogar auf einen historischen Tiefststand. Große  Gewinner sind die Grünen [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" title="Hessen Wahl" src="https://upload.wikimedia.org/wikipedia/commons/thumb/7/72/Hessische_Landesregierung.svg/2000px-Hessische_Landesregierung.svg.png" alt="" width="300" height="400" />Niederlage für CDU und SPD bei der Landtagswahl in Hessen: Nach den Prognosen von ARD und ZDF bleibt die CDU von Ministerpräsident Volker Bouffier zwar stärkste Kraft, fährt aber ihr schlechtestes Ergebnis seit 1966 ein &#8211; also seit mehr als 50 Jahren.</p>
<p>Die SPD stürzt sogar auf einen historischen Tiefststand. Große  Gewinner sind die Grünen und die AfD. Damit werden die Parteien der  Großen Koalition in Berlin deutlich abgestraft &#8211; wie schon vor zwei  Wochen in Bayern.</p>
<p>Nach den Zahlen kommt die seit 1999 regierende <strong>CDU</strong> auf 27,8 Prozent (2013: 38,3 Prozent). Schlechter abgeschnitten hatte die Partei in Hessen zuletzt 1966 mit 26,4 Prozent. Die <strong>SPD</strong> rutscht ab auf 19,8 Prozent (2013: 30,7). Die <strong>Grünen</strong> erreichen 19,4 Prozent (2013: 11,1), die <strong>AfD</strong> 12,1 Prozent (2013: 4,1).</p>
<p>Auch FDP und Linke sind wieder im Landtag vertreten. Die <strong>Liberalen</strong> kommen den Prognosen zufolge auf 7,6 Prozent (2013: 5,0), Die <strong>Linke</strong> erzielt 6,6 Prozent. Das ist ihr bisher bestes Ergebnis in Hessen (2013: 5,2). Die Freien Wähler kamen immerhin auf 3 Prozent!</p>
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" alt="" width="680" height="863" /></p>
]]></content:encoded>
			<wfw:commentRss>http://andere-parteien.de/2018/10/28/28-10-2018-komplettes-wahlergbnis-hessen-2018-cdu-spd-verlieren-afd-drin/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>16-10-2017 &#8211; Komplettes Wahlergebnis Landtagswahl in Niedersachsen 2017 &#8211; Sonstige schwach!</title>
		<link>http://andere-parteien.de/2017/10/16/16-10-2017-komplettes-wahlergebnis-landtagswahl-in-niedersachsen-2017-sonstige-schwach/</link>
		<comments>http://andere-parteien.de/2017/10/16/16-10-2017-komplettes-wahlergebnis-landtagswahl-in-niedersachsen-2017-sonstige-schwach/#comments</comments>
		<pubDate>Mon, 16 Oct 2017 08:50:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Alternative für Deutschland]]></category>
		<category><![CDATA[Andere Parteien]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[Niedersachsen Wahl 2017]]></category>
		<category><![CDATA[SPD]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2361</guid>
		<description><![CDATA[Die SPD gewinnt die Landtagswahl in Niedersachsen überraschend klar, zur Fortsetzung von Rot-Grün reicht es aber nicht. Die Grünen erzielten mit 8,7 Prozent der Stimmen weniger als 2013, die FDP kam auf 7,5 Prozent. Die AfD zieht mit 6,2 Prozent erstmals in den Landtag in Hannover ein. Die Linke verpasste mit 4,6 Prozent erneut den [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="Wahlen in Niedersachsen" src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/0b/Coat_of_arms_of_Lower_Saxony.svg/593px-Coat_of_arms_of_Lower_Saxony.svg.png" alt="" width="164" height="189" />Die <strong>SPD </strong>gewinnt die Landtagswahl in <strong>Niedersachsen </strong>überraschend klar, zur Fortsetzung von Rot-Grün reicht es aber nicht. Die Grünen erzielten mit 8,7 Prozent der Stimmen weniger als 2013, die <strong>FDP </strong>kam auf 7,5 Prozent. Die <strong>AfD </strong>zieht mit 6,2 Prozent erstmals in den Landtag in Hannover ein. Die <strong>Linke </strong>verpasste mit 4,6 Prozent erneut den Einzug ins Parlament.</p>
<p>Die <strong>Kleinparteien </strong>dahinter kamen nur auf Ergebnisse ferner liefen weit unter einem Prozent.</p>
<ul>
<li>Wahlberechtigte: 6.097.564</li>
<li>Wähler: 3.849.002</li>
<li>Wahlbeteiligung: 63,1 %</li>
<li>Gültige Erststimmen: 3.810.975</li>
<li>Gültige Zweitstimmen: 3.827.755</li>
</ul>
<table border="0">
<thead>
<tr>
<th title="Aufsteigend sortieren">Partei</th>
<th title="Aufsteigend sortieren">Erststimmen</th>
<th title="Aufsteigend sortieren">Anteil</th>
<th title="Aufsteigend sortieren">Zweitstimmen</th>
<th title="Aufsteigend sortieren">Anteil</th>
<th title="Aufsteigend sortieren">Sitze</th>
</tr>
</thead>
<tbody>
<tr align="right">
<td align="left">SPD</td>
<td>1.508.502</td>
<td>39,6 %</td>
<td>1.413.630</td>
<td>36,9 %</td>
<td><strong>55</strong></td>
</tr>
<tr align="right">
<td align="left">CDU</td>
<td>1.420.268</td>
<td>37,3 %</td>
<td>1.287.430</td>
<td>33,6 %</td>
<td><strong>50</strong></td>
</tr>
<tr align="right">
<td align="left">GRÜNE</td>
<td>283.321</td>
<td>7,4 %</td>
<td>334.119</td>
<td>8,7 %</td>
<td><strong>12</strong></td>
</tr>
<tr align="right">
<td align="left">FDP</td>
<td>226.558</td>
<td>5,9 %</td>
<td>287.923</td>
<td>7,5 %</td>
<td><strong>11</strong></td>
</tr>
<tr align="right">
<td align="left">AfD</td>
<td>174.498</td>
<td>4,6 %</td>
<td>235.840</td>
<td>6,2 %</td>
<td><strong>9</strong></td>
</tr>
<tr align="right">
<td align="left">DIE LINKE</td>
<td>170.666</td>
<td>4,5 %</td>
<td>177.107</td>
<td>4,6 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">Tierschutzpartei</td>
<td>—</td>
<td>—</td>
<td>27.098</td>
<td>0,7 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">DIE PARTEI</td>
<td>9.097</td>
<td>0,2 %</td>
<td>22.553</td>
<td>0,6 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">FW</td>
<td>11.363</td>
<td>0,3 %</td>
<td>14.850</td>
<td>0,4 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">Piraten</td>
<td>2.349</td>
<td>0,1 %</td>
<td>8.441</td>
<td>0,2 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">BGE</td>
<td>—</td>
<td>—</td>
<td>5.144</td>
<td>0,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">DM</td>
<td>—</td>
<td>—</td>
<td>4.473</td>
<td>0,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">V-Partei³</td>
<td>—</td>
<td>—</td>
<td>4.141</td>
<td>0,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">ÖDP</td>
<td>753</td>
<td>0,0 %</td>
<td>4.053</td>
<td>0,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">LKR</td>
<td>490</td>
<td>0,0 %</td>
<td>953</td>
<td>0,0 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left"><em>Einzelbewerber</em></td>
<td>2.443</td>
<td>0,1 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>18-09-2016 &#8211; Komplettes Wahlergebnis Berlin: Debakel für die CDU, Verluste für die SPD, die FDP zieht ein</title>
		<link>http://andere-parteien.de/2016/09/18/18-09-2016-komplettes-wahlergebnis-berlin-debakel-fur-die-cdu-verluste-fur-die-spd-die-fdp/</link>
		<comments>http://andere-parteien.de/2016/09/18/18-09-2016-komplettes-wahlergebnis-berlin-debakel-fur-die-cdu-verluste-fur-die-spd-die-fdp/#comments</comments>
		<pubDate>Sun, 18 Sep 2016 16:10:20 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Andere Parteien]]></category>
		<category><![CDATA[Berlin Wahl]]></category>
		<category><![CDATA[Berlin-Wahl 2016]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[DKP]]></category>
		<category><![CDATA[Die Franken]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[Die PARTEI]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Pro Berlin]]></category>
		<category><![CDATA[Pro Deutschland]]></category>
		<category><![CDATA[SPD]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2319</guid>
		<description><![CDATA[

SPD  23 % • Noch nie hatte die stärkste Partei einer Landtagswahl in der  Bundesrepublik Deutschland einen so geringen Stimmenanteil.#agh16. Im Überblick die ARD-Prognose von 18 Uhr:

SPD 23% (2011: 28,3)
CDU 18% (23,3)
Grüne 16,5% (17,6)
Linke 16,5% (11,7)
AfD 11,5% ( &#8211; )
FDP 6,5% (1,8)
Piratenpartei 1,5%

]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter" title="Berlin Wahl" src="http://www.moabitwest.de/uploads/media/beb_logo_medium_rgb_r.jpg" alt="" width="604" height="146" /></p>
<div id="js_1s">
<p>SPD  23 % • Noch nie hatte die stärkste Partei einer Landtagswahl in der  Bundesrepublik Deutschland einen so geringen Stimmenanteil.<a href="https://www.facebook.com/hashtag/agh16?source=feed_text&amp;story_id=1278360885508361"><span><span>#</span><span>agh16</span></span></a>. Im Überblick die ARD-Prognose von 18 Uhr:</div>
<ul>
<li>SPD 23% (2011: 28,3)</li>
<li>CDU 18% (23,3)</li>
<li>Grüne 16,5% (17,6)</li>
<li>Linke 16,5% (11,7)</li>
<li>AfD 11,5% ( &#8211; )</li>
<li>FDP 6,5% (1,8)</li>
<li>Piratenpartei 1,5%</li>
</ul>
]]></content:encoded>
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		<title>04-09-2016 &#8211; Komplettes Wahlergebnis: SPD gewinnt in Mecklenburg-Vorpommern, AfD vor CDU, FDP/NPD raus</title>
		<link>http://andere-parteien.de/2016/09/04/04-09-2016-komplettes-wahlergebnis-spd-gewinnt-in-mecklenburg-vorpommern-afd-vor-cdu-fdpnpd-raus/</link>
		<comments>http://andere-parteien.de/2016/09/04/04-09-2016-komplettes-wahlergebnis-spd-gewinnt-in-mecklenburg-vorpommern-afd-vor-cdu-fdpnpd-raus/#comments</comments>
		<pubDate>Sun, 04 Sep 2016 16:13:53 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Aktuell]]></category>
		<category><![CDATA[Alternative für Deutschland]]></category>
		<category><![CDATA[Andere Parteien]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[CSU]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Mecklenburg-Vorpommern Wahl]]></category>
		<category><![CDATA[Mecklenburg-Vorpommern Wahl 2016]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[ZDF]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2282</guid>
		<description><![CDATA[
Die SPD ist laut einer ARD-Prognose Sieger der Wahl in Mecklenburg-Vorpommern. Die AfD schiebt sich an der CDU vorbei auf Platz zwei.  Die Linke kommt auf 12,5 Prozent (minus 5,9 Prozent). Die Grünen liegen bei fünf Prozent (minus 3,7) und müssen damit um den Einzug in das Parlament in Schwerin bangen. FDP (3,0) und NPD [...]]]></description>
			<content:encoded><![CDATA[<div>
<p lang="de"><img class="aligncenter" title="Ergebnis" src="https://scontent-frt3-1.xx.fbcdn.net/v/t1.0-0/s480x480/14224801_1265588250118958_7015491260572535544_n.jpg?oh=c24258a048e62b4358f3585b0cfe1a95&amp;oe=583863B6" alt="" width="585" height="328" />Die SPD ist laut einer ARD-Prognose Sieger der Wahl in Mecklenburg-Vorpommern. Die AfD schiebt sich an der CDU vorbei auf Platz zwei.  Die Linke kommt auf 12,5 Prozent (minus 5,9 Prozent). Die Grünen liegen bei fünf Prozent (minus 3,7) und müssen damit um den Einzug in das Parlament in Schwerin bangen. FDP (3,0) und NPD (3,5) sind nicht im Landtag vertreten.</p>
<p><strong>Vorläufiges Endergebnis </strong><a href="https://www.facebook.com/hashtag/ltwmv?source=feed_text&amp;story_id=1266245936719856"><span><span>#</span><span>ltwmv</span></span></a> (I): Beteiligung 61,63 % SPD 30,55 % AfD 20,77 % CDU 18,99 % LINKE  13,18 % GRÜNE 4,82 % FDP 3,04 % NPD 3,02 %  Tierschutz 1,20 % FAMILIE  0,87 % HORIZONT 0,82 % PARTEI 0,63 % FW 0,59 % PIRATEN 0,49 % Sonstige  1,05 %</div>
]]></content:encoded>
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		<title>15-02-2015 &#8211; Komplettes Wahlergebnis der Hamburg Wahl 2015 &#8211; SPD gewinnt, AfD erstmalig drin!</title>
		<link>http://andere-parteien.de/2015/02/15/2149/</link>
		<comments>http://andere-parteien.de/2015/02/15/2149/#comments</comments>
		<pubDate>Sun, 15 Feb 2015 19:12:17 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[AUF-Partei]]></category>
		<category><![CDATA[Aktuell]]></category>
		<category><![CDATA[Andere Parteien]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[Christlichen Mitte]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Hamburg Wahl 2015]]></category>
		<category><![CDATA[Komplettes Wahlergebnis]]></category>
		<category><![CDATA[NPD]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[ödp]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2149</guid>
		<description><![CDATA[Die ersten Wahlergebnisse aus Hamburg sind da. Die SPD wurde dabei klarer Wahlsieger und die CDU enttäuschte. Die Alternative für Deutschland schaffte erstmalig den Einzug im Westen in ein Länderparlament.
Das vorläufige komplette Wahlergebnis der Hamburg-Wahl 2015: 



Bezeichnung
Stimmen
Prozent




SPD
731.311
47,0 %


CDU
250.608
16,1 %


DIE LINKE
129.732
8,3 %


FDP
108.207
7,0 %


GRÜNE
169.703
10,9 %


AfD
102.282
6,6 %


PIRATEN
22.988
1,5 %


NPD
6.084
0,4 %


Die PARTEI
13.097
0,8 %


ÖDP
6.066
0,4 %


RENTNER
4.911
0,3 %


HHBL
3.147
0,2 %


Liberale
7.866
0,5 %



]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d0/Coat_of_arms_of_Hamburg.svg/225px-Coat_of_arms_of_Hamburg.svg.png" alt="Landeswappen der Freien und Hansestadt Hamburg" width="225" height="315" />Die ersten Wahlergebnisse aus Hamburg sind da. Die SPD wurde dabei klarer Wahlsieger und die CDU enttäuschte. Die Alternative für Deutschland schaffte erstmalig den Einzug im Westen in ein Länderparlament.</p>
<p><strong>Das vorläufige komplette Wahlergebnis der Hamburg-Wahl 2015: </strong></p>
<table border="0">
<thead>
<tr>
<th id="titel">Bezeichnung</th>
<th>Stimmen</th>
<th>Prozent</th>
</tr>
</thead>
<tbody>
<tr>
<td>SPD</td>
<td>731.311</td>
<td>47,0 %</td>
</tr>
<tr>
<td>CDU</td>
<td>250.608</td>
<td>16,1 %</td>
</tr>
<tr>
<td>DIE LINKE</td>
<td>129.732</td>
<td>8,3 %</td>
</tr>
<tr>
<td>FDP</td>
<td>108.207</td>
<td>7,0 %</td>
</tr>
<tr>
<td>GRÜNE</td>
<td>169.703</td>
<td>10,9 %</td>
</tr>
<tr>
<td>AfD</td>
<td>102.282</td>
<td>6,6 %</td>
</tr>
<tr>
<td>PIRATEN</td>
<td>22.988</td>
<td>1,5 %</td>
</tr>
<tr>
<td>NPD</td>
<td>6.084</td>
<td>0,4 %</td>
</tr>
<tr>
<td>Die PARTEI</td>
<td>13.097</td>
<td>0,8 %</td>
</tr>
<tr>
<td>ÖDP</td>
<td>6.066</td>
<td>0,4 %</td>
</tr>
<tr>
<td>RENTNER</td>
<td>4.911</td>
<td>0,3 %</td>
</tr>
<tr>
<td>HHBL</td>
<td>3.147</td>
<td>0,2 %</td>
</tr>
<tr>
<td>Liberale</td>
<td>7.866</td>
<td>0,5 %</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		<title>15-09-2014 &#8211; Komplettes Endergebnis: Landtagswahl in Thüringen 2014 &#8211; CDU gewinnt, AfD stark</title>
		<link>http://andere-parteien.de/2014/09/15/15-09-2014-komplettes-endergebnis-landtagswahl-in-thuringen-2014-cdu-gewinnt-afd-stark/</link>
		<comments>http://andere-parteien.de/2014/09/15/15-09-2014-komplettes-endergebnis-landtagswahl-in-thuringen-2014-cdu-gewinnt-afd-stark/#comments</comments>
		<pubDate>Mon, 15 Sep 2014 03:56:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Aktuell]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[Sonstige Parteien]]></category>
		<category><![CDATA[Thüringen Wahl]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2135</guid>
		<description><![CDATA[In der Landtagswahl in Thüringen 2014 wurden die Mitglieder des Thüringer Landtags für die sechste Legislaturperiode gewählt. Sie fand am 14. September 2014 statt. Zwar wurde die CDU mit 33,5 Prozent stärkste  Kraft und legte Vergleich zu 2009 sogar um 2,3 Prozent zu.
Die SPD,  fuhr dramatische Verluste ein. und erreichte nur noch 12,4 [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" title="Wahlen" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQEtWH5KNbuv31BCb26je51DX5Y606jpCqeTqopmb_2nVwOHhhMEw" alt="" width="209" height="242" />In der Landtagswahl in Thüringen 2014 wurden die Mitglieder des <strong>Thüringer Landtags </strong>für die sechste Legislaturperiode gewählt. Sie fand am 14. September 2014 statt. Zwar wurde die CDU mit 33,5 Prozent stärkste  Kraft und legte Vergleich zu 2009 sogar um 2,3 Prozent zu.</p>
<p>Die SPD,  fuhr dramatische Verluste ein. und erreichte nur noch 12,4 Prozent, ein Minus von 6,1 Prozent. Damit  ist sie drittstärkste Kraft &#8211; hinter der Linkspartei, die auf 28,2  Prozent kam. Die Grünen erreichten 5,7 Prozent der Stimmen. Die AfD erreichte 10,6 Prozent.</p>
<div style="padding-bottom: 10px; padding-top: 10px;"><strong>Wahlübersicht</strong></div>
<table style="border-collapse: collapse; border-width: 0.5px; border-style: solid;" border="0" cellspacing="0" cellpadding="0" rules="groups">
<tbody>
<tr>
<td rowspan="4">Nr.</td>
<td rowspan="4">Wahl-<br />
vorschlag</p>
<p><a>» Langname</a></td>
<td colspan="6"><strong>Wahlkreisstimme</strong></td>
<td style="width: 3px;"></td>
<td colspan="6"><strong>Landesstimme</strong></td>
<td rowspan="4">Sitze<br />
im<br />
Landtag</td>
</tr>
<tr>
<td style="height: 18px;" colspan="2">Ungültige Stimmen</td>
<td colspan="4">20 516</td>
<td></td>
<td colspan="2">Ungültige Stimmen</td>
<td colspan="4">13 271</td>
</tr>
<tr>
<td style="height: 18px;" colspan="2">Gültige Stimmen</td>
<td colspan="4">934 447</td>
<td></td>
<td colspan="2">Gültige Stimmen</td>
<td colspan="4">941 692</td>
</tr>
<tr>
<td>Stimmen</td>
<td>Sitze</td>
<td>%</td>
<td colspan="3">Verteilung<br />
der Stimmen</td>
<td></td>
<td>Stimmen</td>
<td>Sitze</td>
<td>%</td>
<td colspan="3">Verteilung<br />
der Stimmen</td>
</tr>
<tr>
<td colspan="16"></td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">1</td>
<td style="background-color: #e7e7e7;" title="Christlich Demokratische Union Deutschlands">CDU</td>
<td style="background-color: #e7e7e7;">352 049</td>
<td style="background-color: #e7e7e7;">34</td>
<td style="background-color: #e7e7e7;">37,7</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="1" alt="" width="140" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">315 096</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">33,5</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="1" alt="" width="140" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">34</td>
</tr>
<tr>
<td style="background-color: #ffffff;">2</td>
<td style="background-color: #ffffff;" title="DIE LINKE">DIE LINKE</td>
<td style="background-color: #ffffff;">275 020</td>
<td style="background-color: #ffffff;">9</td>
<td style="background-color: #ffffff;">29,4</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/pink.jpg" border="1" alt="" width="109,4" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">265 425</td>
<td style="background-color: #ffffff;">19</td>
<td style="background-color: #ffffff;">28,2</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/pink.jpg" border="1" alt="" width="117,9" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">28</td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">3</td>
<td style="background-color: #e7e7e7;" title="Sozialdemokratische Partei Deutschlands">SPD</td>
<td style="background-color: #e7e7e7;">145 551</td>
<td style="background-color: #e7e7e7;">1</td>
<td style="background-color: #e7e7e7;">15,6</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/red.jpg" border="1" alt="" width="57,9" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">116 889</td>
<td style="background-color: #e7e7e7;">11</td>
<td style="background-color: #e7e7e7;">12,4</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/red.jpg" border="1" alt="" width="51,9" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">12</td>
</tr>
<tr>
<td style="background-color: #ffffff;">4</td>
<td style="background-color: #ffffff;" title="Freie Demokratische Partei">FDP</td>
<td style="background-color: #ffffff;">23 542</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">2,5</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/yellow.jpg" border="1" alt="" width="9,4" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">23 352</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">2,5</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/yellow.jpg" border="1" alt="" width="10,4" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">-</td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">5</td>
<td style="background-color: #e7e7e7;" title="BÜNDNIS 90/DIE GRÜNEN">GRÜNE</td>
<td style="background-color: #e7e7e7;">56 192</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">6,0</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/green.jpg" border="1" alt="" width="22,3" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">53 395</td>
<td style="background-color: #e7e7e7;">6</td>
<td style="background-color: #e7e7e7;">5,7</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/green.jpg" border="1" alt="" width="23,7" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">6</td>
</tr>
<tr>
<td style="background-color: #ffffff;">6</td>
<td style="background-color: #ffffff;" title="Alternative für Deutschland">AfD</td>
<td style="background-color: #ffffff;">20 833</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">2,2</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="8,3" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">99 548</td>
<td style="background-color: #ffffff;">11</td>
<td style="background-color: #ffffff;">10,6</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="44,2" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">11</td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">7</td>
<td style="background-color: #e7e7e7;" title="DIE REPUBLIKANER">REP</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">1 693</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">0,2</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/brown.jpg" border="1" alt="" width="0,8" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">-</td>
</tr>
<tr>
<td style="background-color: #ffffff;">8</td>
<td style="background-color: #ffffff;" title="FREIE WÄHLER in Thüringen">FREIE WÄHLER</td>
<td style="background-color: #ffffff;">14 159</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">1,5</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="5,6" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">15 855</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">1,7</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="7" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">-</td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">9</td>
<td style="background-color: #e7e7e7;" title="Kommunistische Partei Deutschlands">KPD</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">1 192</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">0,1</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="0,5" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">-</td>
</tr>
<tr>
<td style="background-color: #ffffff;">10</td>
<td style="background-color: #ffffff;" title="Nationaldemokratische Partei Deutschlands">NPD</td>
<td style="background-color: #ffffff;">43 025</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">4,6</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/hellbraun.jpg" border="1" alt="" width="17,1" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">34 018</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">3,6</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/hellbraun.jpg" border="1" alt="" width="15,1" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">-</td>
</tr>
<tr>
<td style="background-color: #e7e7e7;">11</td>
<td style="background-color: #e7e7e7;" title="Partei für Arbeit, Rechtsstaat, Tierschutz, Elitenförderung und basisdemokratische Initiative">Die PARTEI</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">-</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td></td>
<td></td>
<td></td>
<td style="background-color: #e7e7e7;">5 566</td>
<td style="background-color: #e7e7e7;">-</td>
<td style="background-color: #e7e7e7;">0,6</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/steelblue.jpg" border="1" alt="" width="2,5" height="12" /></td>
<td></td>
<td style="background-color: #e7e7e7;">-</td>
</tr>
<tr>
<td style="background-color: #ffffff;">12</td>
<td style="background-color: #ffffff;" title="Piratenpartei Deutschland">PIRATEN</td>
<td style="background-color: #ffffff;">4 076</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">0,4</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/piraten.jpg" border="1" alt="" width="1,6" height="12" /></td>
<td></td>
<td></td>
<td style="background-color: #ffffff;">9 663</td>
<td style="background-color: #ffffff;">-</td>
<td style="background-color: #ffffff;">1,0</td>
<td width="20px"><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/black.jpg" border="0" alt="" width="2" height="20" /></td>
<td><img src="http://www.wahlen.thueringen.de/datenbank/wahl1/farben/piraten.jpg" border="1" alt="" width="4,3" height="12" /></td>
<td></td>
<td style="background-color: #ffffff;">-</td>
</tr>
<tr>
<td style="height: 28px;" colspan="15"><strong>Sitze im Landtag insgesamt</strong></td>
<td><strong>91 </strong></td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>25-05-2014 &#8211; Gesamtergebnis Europawahl 2014 aller Parteien &#8211; AfD stark, Kleinparteien ziehen mit Sitzen ein!</title>
		<link>http://andere-parteien.de/2014/05/25/25-05-2014-gesamtergebnis-europawahl-2014-aller-parteien-afd-stark-kleinparteien-ziehen-mit-sitzen-ein/</link>
		<comments>http://andere-parteien.de/2014/05/25/25-05-2014-gesamtergebnis-europawahl-2014-aller-parteien-afd-stark-kleinparteien-ziehen-mit-sitzen-ein/#comments</comments>
		<pubDate>Sun, 25 May 2014 16:05:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Aktuell]]></category>
		<category><![CDATA[Alternative für Deutschland]]></category>
		<category><![CDATA[Andere Parteien]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[CSU]]></category>
		<category><![CDATA[DIE FREIHEIT]]></category>
		<category><![CDATA[Deutsche Zentrumspartei]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[Drei-Prozent-Hürde]]></category>
		<category><![CDATA[Europawahl 2014]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Freie Wähler]]></category>
		<category><![CDATA[Piratenpartei]]></category>
		<category><![CDATA[Republikaner]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[Wahlen]]></category>
		<category><![CDATA[Wahlergebnis]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2111</guid>
		<description><![CDATA[Die CDU/CSU haben bei der Europawahl in  Deutschland mit Abstand die meisten Stimmen erhalten . Die SPD konnte sich deutlich verbessern. Die AfD bekam 6,7 Prozent für die AfD. Die &#8220;Sonstigen&#8221; bekamen 8 Prozent zusammen und dürften sich über einige Sitze erfreuen.

CDU/CSU: 33,1 Prozent
SPD: 26,6 Prozent
Grüne: 11 Prozent
Linke: 8,0 Prozent
Afd: 6,7 Prozent
Familienpartei: 0,6 Prozent
FDP: [...]]]></description>
			<content:encoded><![CDATA[<p><strong><img class="alignleft" title="Europawahlen 2014" src="http://www.rhein-neckar-kreis.de/site/Rhein-Neckar-Kreis/get/1374584/Europa_R_by_Petra%2520Schmidt_pixelio.de.jpg" alt="" width="302" height="227" />Die CDU/CSU haben bei der Europawahl in  Deutschland mit Abstand die meisten Stimmen erhalten . Die SPD konnte sich deutlich verbessern. Die AfD bekam 6,7 Prozent für die AfD. Die &#8220;Sonstigen&#8221; bekamen 8 Prozent zusammen und dürften sich über einige Sitze erfreuen.<br />
</strong></p>
<p>CDU/CSU: 33,1 Prozent</p>
<p>SPD: 26,6 Prozent</p>
<p>Grüne: 11 Prozent</p>
<p>Linke: 8,0 Prozent</p>
<p>Afd: 6,7 Prozent</p>
<p>Familienpartei: 0,6 Prozent</p>
<p>FDP: 3,0 Prozent</p>
<p>FW: 1,3 Prozent</p>
<p>NPD; 0,8 Prozent</p>
<p>ödp: 0,6</p>
<p>Sitze nach <a dir="ltr" href="https://twitter.com/hashtag/ARD?src=hash">#<strong>ARD</strong></a> Prognose: CDU/CSU 35 SPD 27 GRÜ 11 FDP 3 LIN 8 AfD 6 PIR 1 Tier 1 NPD 1 ÖDP 1 Familie  1</p>
]]></content:encoded>
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		<item>
		<title>22-09-2013 &#8211; Komplettes Wahlergebnis Hessen &#8211; CDU gewinnt, FDP und AfD draußen</title>
		<link>http://andere-parteien.de/2013/09/22/22-09-2013-komplettes-wahlergebnis-hessen-cdu-gewinnt-fdp-und-afd-drausen/</link>
		<comments>http://andere-parteien.de/2013/09/22/22-09-2013-komplettes-wahlergebnis-hessen-cdu-gewinnt-fdp-und-afd-drausen/#comments</comments>
		<pubDate>Sun, 22 Sep 2013 17:12:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ADd]]></category>
		<category><![CDATA[AGP]]></category>
		<category><![CDATA[AVIP]]></category>
		<category><![CDATA[BüSo]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[Die PARTEI]]></category>
		<category><![CDATA[Hessenwahl 2013]]></category>
		<category><![CDATA[NPD]]></category>
		<category><![CDATA[PSG]]></category>
		<category><![CDATA[SPD]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2008</guid>
		<description><![CDATA[Die Wahl zum 19. Hessischen Landtag fand am 22. September 2013 gleichzeitig mit der Bundestagswahl 2013 statt.
Vorläufiges Ergebnis:  Land Hessen



Art der Angabe
Landesstimmen


2013
2009
Veränderung zu 2009


Anzahl
%
Anzahl
%
Anzahl
%-Pkte.




Wahlberechtigte
4 392 536
-
4 375 286
-
17 250
-


Wähler
3 214 176
-
2 670 385
-
543 791
-


Wahlbeteiligung
-
73,2
-
61,0
-
12,2


Ungültige Stimmen
85 504
2,7
78 513
2,9
6 991
-0,2


Gültige Stimmen
3 128 672
97,3
2 591 872
97,1
536 800
0,2


davon entfielen auf


CDU
1 198 889
38,3
963 763
37,2
235 126
1,1


SPD
961 311
30,7
614 648
23,7
346 663
7,0


FDP
157 354
5,0
420 [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" title="Hessen" src="http://www.wiki-goettingen.de/images/thumb/e/ef/Coat_of_arms_of_Hesse_svg.png/200px-Coat_of_arms_of_Hesse_svg.png" alt="" width="200" height="241" />Die <strong>Wahl zum 19. Hessischen Landtag</strong> fand am 22. September 2013 gleichzeitig mit der Bundestagswahl 2013 statt.</p>
<p><strong>Vorläufiges Ergebnis:  Land Hessen</strong></p>
<table border="1" cellspacing="0" cellpadding="5">
<thead>
<tr>
<th rowspan="3">Art der Angabe</th>
<th colspan="6"><strong>Landesstimmen</strong></th>
</tr>
<tr>
<th colspan="2">2013</th>
<th colspan="2">2009</th>
<th colspan="2">Veränderung zu 2009</th>
</tr>
<tr>
<th>Anzahl</th>
<th>%</th>
<th>Anzahl</th>
<th>%</th>
<th>Anzahl</th>
<th>%-Pkte.</th>
</tr>
</thead>
<tbody>
<tr>
<th>Wahlberechtigte</th>
<td>4 392 536</td>
<td>-</td>
<td>4 375 286</td>
<td>-</td>
<td>17 250</td>
<td>-</td>
</tr>
<tr>
<th>Wähler</th>
<td>3 214 176</td>
<td>-</td>
<td>2 670 385</td>
<td>-</td>
<td>543 791</td>
<td>-</td>
</tr>
<tr>
<th>Wahlbeteiligung</th>
<td>-</td>
<td>73,2</td>
<td>-</td>
<td>61,0</td>
<td>-</td>
<td>12,2</td>
</tr>
<tr>
<th>Ungültige Stimmen</th>
<td>85 504</td>
<td>2,7</td>
<td>78 513</td>
<td>2,9</td>
<td>6 991</td>
<td>-0,2</td>
</tr>
<tr>
<th>Gültige Stimmen</th>
<td>3 128 672</td>
<td>97,3</td>
<td>2 591 872</td>
<td>97,1</td>
<td>536 800</td>
<td>0,2</td>
</tr>
<tr>
<th colspan="7">davon entfielen auf</th>
</tr>
<tr>
<th style="padding-left:1.3em;">CDU</th>
<td>1 198 889</td>
<td>38,3</td>
<td>963 763</td>
<td>37,2</td>
<td>235 126</td>
<td>1,1</td>
</tr>
<tr>
<th style="padding-left:1.3em;">SPD</th>
<td>961 311</td>
<td>30,7</td>
<td>614 648</td>
<td>23,7</td>
<td>346 663</td>
<td>7,0</td>
</tr>
<tr>
<th style="padding-left:1.3em;">FDP</th>
<td>157 354</td>
<td>5,0</td>
<td>420 426</td>
<td>16,2</td>
<td>-263 072</td>
<td>-11,2</td>
</tr>
<tr>
<th style="padding-left:1.3em;">GRÜNE</th>
<td>348 371</td>
<td>11,1</td>
<td>356 040</td>
<td>13,7</td>
<td>-7 669</td>
<td>-2,6</td>
</tr>
<tr>
<th style="padding-left:1.3em;">DIE LINKE</th>
<td>161 389</td>
<td>5,2</td>
<td>139 074</td>
<td>5,4</td>
<td>22 315</td>
<td>-0,2</td>
</tr>
<tr>
<th style="padding-left:1.3em;">FREIE WÄHLER</th>
<td>38 415</td>
<td>1,2</td>
<td>42 153</td>
<td>1,6</td>
<td>-3 738</td>
<td>-0,4</td>
</tr>
<tr>
<th style="padding-left:1.3em;">NPD</th>
<td>33 395</td>
<td>1,1</td>
<td>22 172</td>
<td>0,9</td>
<td>11 223</td>
<td>0,2</td>
</tr>
<tr>
<th style="padding-left:1.3em;">REP</th>
<td>9 457</td>
<td>0,3</td>
<td>15 664</td>
<td>0,6</td>
<td>-6 207</td>
<td>-0,3</td>
</tr>
<tr>
<th style="padding-left:1.3em;">PIRATEN</th>
<td>60 006</td>
<td>1,9</td>
<td>13 796</td>
<td>0,5</td>
<td>46 210</td>
<td>1,4</td>
</tr>
<tr>
<th style="padding-left:1.3em;">BüSo</th>
<td>1 493</td>
<td>0,0</td>
<td>4 136</td>
<td>0,2</td>
<td>-2 643</td>
<td>-0,2</td>
</tr>
<tr>
<th style="padding-left:1.3em;">ADd</th>
<td>4 654</td>
<td>0,1</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">AGP</th>
<td>2 648</td>
<td>0,1</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">AfD</th>
<td>126 419</td>
<td>4,0</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">AVIP</th>
<td>2 494</td>
<td>0,1</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">LUPe</th>
<td>1 998</td>
<td>0,1</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">ödp</th>
<td>4 012</td>
<td>0,1</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">Die PARTEI</th>
<td>15 042</td>
<td>0,5</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
<tr>
<th style="padding-left:1.3em;">PSG</th>
<td>1 325</td>
<td>0,0</td>
<td>-</td>
<td>-</td>
<td>-</td>
<td>-</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>22-09-2013 &#8211; Komplettes Wahlergebnis der Bundestagswahl 2013 &#8211; CDU gewinnt, AfD um fünf Prozent, FDP draußen</title>
		<link>http://andere-parteien.de/2013/09/22/22-09-2013-komplettes-wahlergebnis-der-bundestagswahl-2013-cdu-gewinnt-afd-um-funf-prozent/</link>
		<comments>http://andere-parteien.de/2013/09/22/22-09-2013-komplettes-wahlergebnis-der-bundestagswahl-2013-cdu-gewinnt-afd-um-funf-prozent/#comments</comments>
		<pubDate>Sun, 22 Sep 2013 16:05:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Alternative für Deutschland]]></category>
		<category><![CDATA[Bundestagswahl 2013]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[CSU]]></category>
		<category><![CDATA[Christlichen Mitte]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Freie Wähler]]></category>
		<category><![CDATA[NPD]]></category>
		<category><![CDATA[Partei der Vernunft]]></category>
		<category><![CDATA[Piratenpartei]]></category>
		<category><![CDATA[Rentner-Partei]]></category>
		<category><![CDATA[Republikaner]]></category>
		<category><![CDATA[SPD]]></category>
		<category><![CDATA[Seniorenpartei]]></category>
		<category><![CDATA[Tierschutzpartei]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=2002</guid>
		<description><![CDATA[Die CDU gewinnt die Wahl, die SPD kommt auf 26,5 Prozent und die Grünen auf acht Prozent. Die Linkpartei kommt 8,5 Prozent, FDP und AfD liegen an der Fünfprozenthürde.
Bundesergebnis
Vorläufiges Ergebnis der Bundestagswahl 2013



Gegenstand der Nachweisung
Erststimmen
Zweitstimmen


Anzahl
%
Diff. zu  2009 in %-Pkt.
Anzahl
%
Diff. zu  2009 in %-Pkt.




Wahlberechtigte
61.903.903
-
-
61.903.903
-
-


Wähler
44.289.652
71,5
0,8
44.289.652
71,5
0,8


Ungültige
688.428
1,6
-0,2
587.178
1,3
-0,1


Gültige
43.601.224
98,4
0,2
43.702.474
98,7
0,1


CDU
16.225.769
37,2
5,2
14.913.921
34,1
6,9


SPD
12.835.933
29,4
1,5
11.247.283
25,7
2,7


FDP
1.028.322
2,4
-7,1
2.082.305
4,8
-9,8


DIE LINKE
3.583.050
8,2
-2,9
3.752.577
8,6
-3,3


GRÜNE
3.177.269
7,3
-1,9
3.690.314
8,4
-2,3


CSU
3.543.733
8,1
0,7
3.243.335
7,4
0,9


PIRATEN
962.946
2,2
2,1
958.507
2,2
0,2


NPD
634.842
1,5
-0,3
560.660
1,3
-0,2


Tierschutzpartei
4.415
0,0
-0,0
140.251
0,3
-0,2


REP
27.279
0,1
-0,0
91.660
0,2
-0,2


ÖDP
128.158
0,3
0,0
127.085
0,3
-0,0


FAMILIE
4.476
0,0
-0,0
7.451
0,0
-0,3


Bündnis 21/RRP
5.335
0,0
-0,1
8.851
0,0
-0,2


RENTNER
919
0,0
0,0
25.190
0,1
-0,1


BP
28.336
0,1
-0,0
57.285
0,1
0,0


PBC
2.070
0,0
-0,0
18.529
0,0
-0,1


BüSo
18.039
0,0
-0,0
13.131
0,0
-0,1


DIE VIOLETTEN
2.500
0,0
-0,0
8.248
0,0
-0,1


MLPD
12.986
0,0
-0,0
25.336
0,1
-0,0


Volksabstimmung
1.748
0,0
-0,0
28.667
0,1
0,0


PSG
-
-
-
4.840
0,0
0,0


AfD
809.817
1,9
1,9
2.052.372
4,7
4,7


BIG
2.678
0,0
0,0
17.965
0,0
0,0


pro Deutschland
4.818
0,0
0,0
74.311
0,2
0,2


DIE RECHTE
-
-
-
2.288
0,0
0,0


DIE FRAUEN
-
-
-
12.522
0,0
0,0


FREIE WÄHLER
431.409
1,0
1,0
422.857
1,0
1,0


Nichtwähler
-
-
-
11.349
0,0
0,0


PARTEI DER VERNUNFT
3.881
0,0
0,0
25.027
0,1
0,1


Die PARTEI
39.258
0,1
0,1
78.357
0,2
0,2


B
619
0,0
0,0
-
-
-


BGD
1.431
0,0
0,0
-
-
-


DKP
1.705
0,0
0,0
-
-
-


NEIN!
291
0,0
0,0
-
-
-


Übrige
77.192
0,2
-0,2
-
-
-



]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="Wahlen" src="http://image.pixelio.de/000/643/053//player/1--643053-Bundestagswahl-pixelio.jpg" alt="" width="265" height="153" />Die CDU gewinnt die Wahl, die SPD kommt auf 26,5 Prozent und die Grünen auf acht Prozent. Die Linkpartei kommt 8,5 Prozent, FDP und AfD liegen an der Fünfprozenthürde.</p>
<h1>Bundesergebnis</h1>
<h2>Vorläufiges Ergebnis der Bundestagswahl 2013</h2>
<table border="0">
<thead>
<tr>
<th rowspan="2" width="20%">Gegenstand der Nachweisung</th>
<th colspan="3" width="40%">Erststimmen</th>
<th colspan="3" width="41%">Zweitstimmen</th>
</tr>
<tr>
<th width="15%">Anzahl</th>
<th width="10%">%</th>
<th width="15%">Diff. zu  2009 in %-Pkt.</th>
<th width="15%">Anzahl</th>
<th width="10%">%</th>
<th width="15%">Diff. zu  2009 in %-Pkt.</th>
</tr>
</thead>
<tbody>
<tr>
<td class="lb">Wahlberechtigte</td>
<td>61.903.903</td>
<td>-</td>
<td align="center">-</td>
<td>61.903.903</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
<tr>
<td class="lb">Wähler</td>
<td>44.289.652</td>
<td>71,5</td>
<td align="center">0,8</td>
<td>44.289.652</td>
<td align="center">71,5</td>
<td align="center">0,8</td>
</tr>
<tr>
<td class="lb">Ungültige</td>
<td>688.428</td>
<td>1,6</td>
<td align="center">-0,2</td>
<td>587.178</td>
<td align="center">1,3</td>
<td align="center">-0,1</td>
</tr>
<tr>
<td class="lb">Gültige</td>
<td>43.601.224</td>
<td>98,4</td>
<td align="center">0,2</td>
<td>43.702.474</td>
<td align="center">98,7</td>
<td align="center">0,1</td>
</tr>
<tr>
<td class="lb">CDU</td>
<td>16.225.769</td>
<td>37,2</td>
<td align="center">5,2</td>
<td>14.913.921</td>
<td align="center">34,1</td>
<td align="center">6,9</td>
</tr>
<tr>
<td class="lb">SPD</td>
<td>12.835.933</td>
<td>29,4</td>
<td align="center">1,5</td>
<td>11.247.283</td>
<td align="center">25,7</td>
<td align="center">2,7</td>
</tr>
<tr>
<td class="lb">FDP</td>
<td>1.028.322</td>
<td>2,4</td>
<td align="center">-7,1</td>
<td>2.082.305</td>
<td align="center">4,8</td>
<td align="center">-9,8</td>
</tr>
<tr>
<td class="lb">DIE LINKE</td>
<td>3.583.050</td>
<td>8,2</td>
<td align="center">-2,9</td>
<td>3.752.577</td>
<td align="center">8,6</td>
<td align="center">-3,3</td>
</tr>
<tr>
<td class="lb">GRÜNE</td>
<td>3.177.269</td>
<td>7,3</td>
<td align="center">-1,9</td>
<td>3.690.314</td>
<td align="center">8,4</td>
<td align="center">-2,3</td>
</tr>
<tr>
<td class="lb">CSU</td>
<td>3.543.733</td>
<td>8,1</td>
<td align="center">0,7</td>
<td>3.243.335</td>
<td align="center">7,4</td>
<td align="center">0,9</td>
</tr>
<tr>
<td class="lb">PIRATEN</td>
<td>962.946</td>
<td>2,2</td>
<td align="center">2,1</td>
<td>958.507</td>
<td align="center">2,2</td>
<td align="center">0,2</td>
</tr>
<tr>
<td class="lb">NPD</td>
<td>634.842</td>
<td>1,5</td>
<td align="center">-0,3</td>
<td>560.660</td>
<td align="center">1,3</td>
<td align="center">-0,2</td>
</tr>
<tr>
<td class="lb">Tierschutzpartei</td>
<td>4.415</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>140.251</td>
<td align="center">0,3</td>
<td align="center">-0,2</td>
</tr>
<tr>
<td class="lb">REP</td>
<td>27.279</td>
<td>0,1</td>
<td align="center">-0,0</td>
<td>91.660</td>
<td align="center">0,2</td>
<td align="center">-0,2</td>
</tr>
<tr>
<td class="lb">ÖDP</td>
<td>128.158</td>
<td>0,3</td>
<td align="center">0,0</td>
<td>127.085</td>
<td align="center">0,3</td>
<td align="center">-0,0</td>
</tr>
<tr>
<td class="lb">FAMILIE</td>
<td>4.476</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>7.451</td>
<td align="center">0,0</td>
<td align="center">-0,3</td>
</tr>
<tr>
<td class="lb">Bündnis 21/RRP</td>
<td>5.335</td>
<td>0,0</td>
<td align="center">-0,1</td>
<td>8.851</td>
<td align="center">0,0</td>
<td align="center">-0,2</td>
</tr>
<tr>
<td class="lb">RENTNER</td>
<td>919</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>25.190</td>
<td align="center">0,1</td>
<td align="center">-0,1</td>
</tr>
<tr>
<td class="lb">BP</td>
<td>28.336</td>
<td>0,1</td>
<td align="center">-0,0</td>
<td>57.285</td>
<td align="center">0,1</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">PBC</td>
<td>2.070</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>18.529</td>
<td align="center">0,0</td>
<td align="center">-0,1</td>
</tr>
<tr>
<td class="lb">BüSo</td>
<td>18.039</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>13.131</td>
<td align="center">0,0</td>
<td align="center">-0,1</td>
</tr>
<tr>
<td class="lb">DIE VIOLETTEN</td>
<td>2.500</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>8.248</td>
<td align="center">0,0</td>
<td align="center">-0,1</td>
</tr>
<tr>
<td class="lb">MLPD</td>
<td>12.986</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>25.336</td>
<td align="center">0,1</td>
<td align="center">-0,0</td>
</tr>
<tr>
<td class="lb">Volksabstimmung</td>
<td>1.748</td>
<td>0,0</td>
<td align="center">-0,0</td>
<td>28.667</td>
<td align="center">0,1</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">PSG</td>
<td>-</td>
<td>-</td>
<td align="center">-</td>
<td>4.840</td>
<td align="center">0,0</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">AfD</td>
<td>809.817</td>
<td>1,9</td>
<td align="center">1,9</td>
<td>2.052.372</td>
<td align="center">4,7</td>
<td align="center">4,7</td>
</tr>
<tr>
<td class="lb">BIG</td>
<td>2.678</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>17.965</td>
<td align="center">0,0</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">pro Deutschland</td>
<td>4.818</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>74.311</td>
<td align="center">0,2</td>
<td align="center">0,2</td>
</tr>
<tr>
<td class="lb">DIE RECHTE</td>
<td>-</td>
<td>-</td>
<td align="center">-</td>
<td>2.288</td>
<td align="center">0,0</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">DIE FRAUEN</td>
<td>-</td>
<td>-</td>
<td align="center">-</td>
<td>12.522</td>
<td align="center">0,0</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">FREIE WÄHLER</td>
<td>431.409</td>
<td>1,0</td>
<td align="center">1,0</td>
<td>422.857</td>
<td align="center">1,0</td>
<td align="center">1,0</td>
</tr>
<tr>
<td class="lb">Nichtwähler</td>
<td>-</td>
<td>-</td>
<td align="center">-</td>
<td>11.349</td>
<td align="center">0,0</td>
<td align="center">0,0</td>
</tr>
<tr>
<td class="lb">PARTEI DER VERNUNFT</td>
<td>3.881</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>25.027</td>
<td align="center">0,1</td>
<td align="center">0,1</td>
</tr>
<tr>
<td class="lb">Die PARTEI</td>
<td>39.258</td>
<td>0,1</td>
<td align="center">0,1</td>
<td>78.357</td>
<td align="center">0,2</td>
<td align="center">0,2</td>
</tr>
<tr>
<td class="lb">B</td>
<td>619</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>-</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
<tr>
<td class="lb">BGD</td>
<td>1.431</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>-</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
<tr>
<td class="lb">DKP</td>
<td>1.705</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>-</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
<tr>
<td class="lb">NEIN!</td>
<td>291</td>
<td>0,0</td>
<td align="center">0,0</td>
<td>-</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
<tr>
<td class="lb">Übrige</td>
<td>77.192</td>
<td>0,2</td>
<td align="center">-0,2</td>
<td>-</td>
<td align="center">-</td>
<td align="center">-</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>20-01-2013 &#8211; Komplettes Wahlergebnis Landtagswahl in Niedersachsen 2013  &#8211; CDU Sieger / SPD regiert</title>
		<link>http://andere-parteien.de/2013/01/20/20-01-2013-komplettes-ergebnis-landtagswahl-in-niedersachsen-2013-cdu-spd-gleich-auf/</link>
		<comments>http://andere-parteien.de/2013/01/20/20-01-2013-komplettes-ergebnis-landtagswahl-in-niedersachsen-2013-cdu-spd-gleich-auf/#comments</comments>
		<pubDate>Sun, 20 Jan 2013 19:37:12 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Aktuell]]></category>
		<category><![CDATA[CDU]]></category>
		<category><![CDATA[DIE FREIHEIT]]></category>
		<category><![CDATA[Die Grünen]]></category>
		<category><![CDATA[Die Linke]]></category>
		<category><![CDATA[FDP]]></category>
		<category><![CDATA[Freie Wähler]]></category>
		<category><![CDATA[NPD]]></category>
		<category><![CDATA[Niedersachen Wahl]]></category>
		<category><![CDATA[SPD]]></category>

		<guid isPermaLink="false">http://andere-parteien.de/?p=1783</guid>
		<description><![CDATA[Am 20. Januar wurde in Niedersachsen ein neues Parlament gewählt. Nach dem finalen Ergebnis liegt die CDU vorne, die SPD dahinter. Die FDP hat sich stark durch CDU-Leihstimmen verbessert, während die Linke wohl draußen ist. Auch die Grünen zeigten sich stark und können wohl gemeinsam mit der SPD die Regierung bilden. Die Piratenpartei enttäuschte dagegen [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="Wahlen Niedersachsen" src="http://andere-parteien.de/wp-content/uploads/2011/09/wahlen-pixelio-Rolf-van-Melis-72-dpi-188x300.jpg" alt="" width="188" height="300" />Am 20. Januar wurde in <strong>Niedersachsen </strong>ein neues Parlament gewählt. Nach dem finalen Ergebnis liegt die <strong>CDU </strong>vorne, die <strong>SPD </strong>dahinter. Die <strong>FDP </strong>hat sich stark durch <strong>CDU</strong>-Leihstimmen verbessert, während die <strong>Linke </strong>wohl draußen ist. Auch die <strong>Grünen </strong>zeigten sich stark und können wohl gemeinsam mit der SPD die Regierung bilden. Die <strong>Piratenpartei </strong>enttäuschte dagegen und schaffte ebenso wie die <strong>Freien Wähler</strong> den Einzug in das Parlament nicht. Die <strong>NPD </strong>scheitert an der staatlichen Parteienfinanzierung scheitern.</p>
<h2><span id="Vorl.C3.A4ufiges_amtliches_Endergebnis">Vorläufiges amtliches Endergebnis:</span></h2>
<p>Nach dem vorläufigen amtlichen Endergebnis erhält die CDU ein Überhangmandat und die SPD ein Ausgleichsmandat, so dass der Landtag 137 Mitglieder hätte. SPD und Grüne erhielten gemeinsam 1.655.110 Zweitstimmen, das sind 12.409 mehr als CDU und FDP zusammen.</p>
<table border="0">
<thead>
<tr>
<th title="Aufsteigend sortieren">Partei</th>
<th title="Aufsteigend sortieren">Erststimmen</th>
<th title="Aufsteigend sortieren">Anteil</th>
<th title="Aufsteigend sortieren">Zweitstimmen</th>
<th title="Aufsteigend sortieren">Anteil</th>
<th title="Aufsteigend sortieren">Sitze</th>
</tr>
</thead>
<tbody>
<tr align="right">
<td align="left">CDU</td>
<td>1.519.343</td>
<td>42,6 %</td>
<td>1.287.730</td>
<td>36,0 %</td>
<td>54</td>
</tr>
<tr align="right">
<td align="left">SPD</td>
<td>1.342.171</td>
<td>37,6 %</td>
<td>1.165.538</td>
<td>32,6 %</td>
<td>49</td>
</tr>
<tr align="right">
<td align="left">GRÜNE</td>
<td>373.336</td>
<td>10,5 %</td>
<td>489.572</td>
<td>13,7 %</td>
<td>20</td>
</tr>
<tr align="right">
<td align="left">FDP</td>
<td>118.556</td>
<td>3,3 %</td>
<td>354.971</td>
<td>9,9 %</td>
<td>14</td>
</tr>
<tr align="right">
<td align="left">DIE LINKE.</td>
<td>110.523</td>
<td>3,1 %</td>
<td>112.215</td>
<td>3,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">PIRATEN</td>
<td>52.944</td>
<td>1,5 %</td>
<td>75.539</td>
<td>2,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">FREIE WÄHLER</td>
<td>39.135</td>
<td>1,1 %</td>
<td>39.647</td>
<td>1,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">NPD</td>
<td>6.977</td>
<td>0,2 %</td>
<td>29.444</td>
<td>0,8 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">DIE FREIHEIT</td>
<td>1.321</td>
<td>0,0 %</td>
<td>11.912</td>
<td>0,3 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">PBC</td>
<td>858</td>
<td>0,0 %</td>
<td>5.729</td>
<td>0,2 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">Bündnis 21/RRP</td>
<td>1.724</td>
<td>0,0 %</td>
<td>2.964</td>
<td>0,1 %</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">FAMILIE</td>
<td>665</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">ZENTRUM</td>
<td>373</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">MDU</td>
<td>211</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">ddp</td>
<td>203</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left">NEIN!</td>
<td>146</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
<tr align="right">
<td align="left"><em>3 Einzelbewerber</em></td>
<td>528</td>
<td>0,0 %</td>
<td>—</td>
<td>—</td>
<td>—</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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