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	<title>Andere Parteien &#187; Brandenburg Wahl</title>
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	<description>Andere-Parteien.de / Sonstige-Parteien.de: Ein Beitrag für mehr Demokratie</description>
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		<title>15-09-2014 &#8211; Komplettes Wahlergebnis Brandenburg: SPD gewinnt, Die Linke schwächelt, AfD drin</title>
		<link>http://andere-parteien.de/2014/09/15/15-09-2014-komplettes-wahlergebnis-brandenburg-spd-gewinnt-die-linke-schwachelt-afd-drin/</link>
		<comments>http://andere-parteien.de/2014/09/15/15-09-2014-komplettes-wahlergebnis-brandenburg-spd-gewinnt-die-linke-schwachelt-afd-drin/#comments</comments>
		<pubDate>Mon, 15 Sep 2014 05:53:02 +0000</pubDate>
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				<category><![CDATA[Brandenburg Wahl]]></category>

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		<description><![CDATA[Am 14. September 2014 wählen die wahlberechtigten Brandenburgerinnen und Brandenburger ihren 6. Landtag. Die SPD hat die Landtagswahl in Brandenburg gewonnen. Die  Sozialdemokraten kamen nach Auszählung aller Stimmen auf 31,9 Prozent,  das sind 1,1 Prozent weniger als 2009. Die CDU kam auf 23,0 Prozent. Für Linkspartei votierten 18,6 Prozent. Als Wahlsieger gilt auch [...]]]></description>
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" alt="" />Am 14. September 2014 wählen die wahlberechtigten Brandenburgerinnen und Brandenburger ihren 6. Landtag. Die SPD hat die Landtagswahl in Brandenburg gewonnen. Die  Sozialdemokraten kamen nach Auszählung aller Stimmen auf 31,9 Prozent,  das sind 1,1 Prozent weniger als 2009. Die CDU kam auf 23,0 Prozent. Für Linkspartei votierten 18,6 Prozent. Als Wahlsieger gilt auch die AfD. Sie erhielt 12,2 Prozent der Stimmen. Für eine <a href="http://andere-parteien.de/2014/09/15/15-09-2014-freie-wahler-ziehen-in-brandenburger-landtag-ein/" target="_blank">echte Überraschung sorgten die Freien Wähler</a>.</p>
<table border="0">
<caption> <strong>Erst- und Zweitstimmen im Land Brandenburg</strong></p>
<p id="headline">
Vorläufiges Ergebnis</p>
</caption>
<colgroup>
<col style="width: 140px;"></col>
<col style="width: 80px;"></col>
<col style="width: 55px;"></col>
<col style="width: 80px;"></col>
<col style="width: 55px;"></col>
<col style="width: 80px;"></col>
<col style="width: 55px;"></col>
<col style="width: 80px;"></col>
<col style="width: 55px;"></col>
</colgroup>
<thead>
<tr>
<th rowspan="3">Merkmal</th>
<th colspan="4">Landtagswahl 2014</th>
<th colspan="4"></th>
</tr>
<tr>
<th colspan="2">Erststimmen</th>
<th colspan="2">Zweitstimmen</th>
<th colspan="2"></th>
<th colspan="2"></th>
</tr>
<tr>
<th>Anzahl</th>
<th>%</th>
<th>Anzahl</th>
<th>%</th>
<th></th>
<th></th>
<th></th>
<th></th>
</tr>
</thead>
<tbody>
<tr>
<td colspan="9"></td>
</tr>
<tr>
<td>Wahlberechtigte</td>
<td>2.094.455</td>
<td></td>
<td>2.094.455</td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Wähler</td>
<td>1.002.800</td>
<td></td>
<td>1.002.800</td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>darunter Briefwähler</td>
<td>202.417</td>
<td></td>
<td>202.417</td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Wahlbeteiligung</td>
<td>x</td>
<td>47,9</td>
<td>x</td>
<td>47,9</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Ungültige Stimmen</td>
<td>19.052</td>
<td>1,9</td>
<td>15.501</td>
<td>1,5</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Gültige Stimmen</td>
<td>983.748</td>
<td>98,1</td>
<td>987.299</td>
<td>98,5</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>SPD</td>
<td>307.973</td>
<td>31,3</td>
<td>315.177</td>
<td>31,9</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>DIE LINKE</td>
<td>202.364</td>
<td>20,6</td>
<td>183.172</td>
<td>18,6</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>CDU</td>
<td>246.679</td>
<td>25,1</td>
<td>226.844</td>
<td>23,0</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>FDP</td>
<td>13.549</td>
<td>1,4</td>
<td>14.389</td>
<td>1,5</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>GRÜNE/B 90</td>
<td>56.728</td>
<td>5,8</td>
<td>60.762</td>
<td>6,2</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>NPD</td>
<td>9.634</td>
<td>1,0</td>
<td>21.619</td>
<td>2,2</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>BVB / FREIE WÄHLER</td>
<td>49.845</td>
<td>5,1</td>
<td>26.332</td>
<td>2,7</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>REP</td>
<td>x</td>
<td>x</td>
<td>2.066</td>
<td>0,2</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>DKP</td>
<td>x</td>
<td>x</td>
<td>2.356</td>
<td>0,2</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>AfD</td>
<td>88.325</td>
<td>9,0</td>
<td>119.989</td>
<td>12,2</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>PIRATEN</td>
<td>6.201</td>
<td>0,6</td>
<td>14.593</td>
<td>1,5</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Die PARTEI</td>
<td>1.726</td>
<td>0,2</td>
<td>x</td>
<td>x</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Einzelbewerber</td>
<td>724</td>
<td>0,1</td>
<td>x</td>
<td>x</td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
</tbody>
</table>
]]></content:encoded>
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