tag:blogger.com,1999:blog-46323801646569780122024-02-06T21:39:16.406-08:00Die Rechtsanwäldin - Nemo me impune lacessit - Nec pluribus imparSternstunden deutscher Jurisprudenz -Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.comBlogger1400125tag:blogger.com,1999:blog-4632380164656978012.post-85580304916118320682016-06-27T06:08:00.006-07:002016-06-27T06:17:08.240-07:00Der 'Mollath-Knick' (r) ;-) - Die seltsame Karriere des § 63 StGB, die 'revolvierenden Einnahmen' - UPDATE<div style="text-align: justify;">
Soweit die Zahlen bis 2014 (Stand: 26.05.2015!). Für 2015 dürfte es in nächster Zeit spannend werden. Und für 2016, <b>dem Jahr der Gesetzesänderung</b> (siehe unten) erst im Sommer 2017. </div>
<div style="text-align: justify;">
Ob ein Hans Falla seiner litarischen Figur, dem Alkoholiker Stuff in "Bauern, Bonzen, Bomben" immer noch diese legendären Worte in den Mund legen würde?<b> ( „Mich betäuben,
weg sein, vergessen. Das schweinischste Handwerk auf der
Welt: Lokalredakteur sein in der Provinz…")</b> Wenn ab 2016 dann die revolvierenden Einnnahmen der 'gitachten nicht weggefallen ein werden, so doch noch arger schrumpfen ist ja wohl schon vorgesorgt, da vor ein paar Jahren schon, also 'rechtzeitig' bzw. recht zeitig 'querulatorische Persönlichkeitsstörung' ins ICD-10 aufgenommen werden konnte. (nur zur Erinnerung: Homosexualität galt auch schon mal als Krankheit ... im Moment ja gerade mal nicht )</div>
<div style="text-align: justify;">
BTW/Obiter dictum: Interessant andererseits die 'Knicke' vor der strafrechtlichen 'Freigabe' der Homosexualität bzw. des strafbefreiten Abschlachtens, Zerstückelns, Absaugens ... Töten von Föten in den PKS der Polizei bzw. Strafverurteilungsstatistiken/destatis (SazBuAmt)...</div>
<a href="http://www.springermedizin.at/artikel/35698-querulanz-pathologisches-misstrauen-und-die-paranoide-persoenlichkeitsstoerung" target="_blank">http://www.springermedizin.at/artikel/35698-querulanz-pathologisches-misstrauen-und-die-paranoide-persoenlichkeitsstoerung</a><br />
<br />
<a href="http://www.psychosoziale-gesundheit.net/pdf/Int.1-Querulanten-Teil%201.pdf" target="_blank">http://www.psychosoziale-gesundheit.net/pdf/Int.1-Querulanten-Teil%201.pdf</a><br />
<br />
<a href="https://www.aerzteblatt.de/pdf/86/5/a260.pdf" target="_blank">https://www.aerzteblatt.de/pdf/86/5/a260.pdf</a><br />
<br />
<a href="https://sites.google.com/site/psychiatrisierung56zpo/michael-kohlhaas-querulanten-noergler-quengler" target="_blank">https://sites.google.com/site/psychiatrisierung56zpo/michael-kohlhaas-querulanten-noergler-quengler</a><br />
<ul class="media-list post outer ">
<li class="media" id="52fc5d496265746ca1054905"><div class="media-body">
<a class="pull-left hidden-xs mimg" href="https://www.jurablogs.com/go/quick-dirty-wg-mollath-merk-brixner-kroeber-leipziger-rueckert-lakotta-lapp-kurz-lala" target="_self"><img alt="Thumb quick dirty wg mollath merk brixner kroeber leipziger rueckert lakotta lapp kurz lala" class="media-object hidden-xs" height="100px" src="https://www.jurablogs.com/grid/images/die-rechtsanwaeldin/thumb_quick-dirty-wg-mollath-merk-brixner-kroeber-leipziger-rueckert-lakotta-lapp-kurz-lala.png" width="100px" /></a><br />
<h3 class="media-heading">
<a href="https://www.jurablogs.com/2013/07/11/quick-dirty-wg-mollath-merk-brixner-kroeber-leipziger-rueckert-lakotta-lapp-kurz-lala" target="_self">Quick
& dirty: Wg. Mollath/Merk/Brixner/Kröber/Leipziger,
Rückert/Lakotta/Lapp (kurz: LaLa) (Bayern?) und so..: "Die Karriere der
§§ 63
und 64 StGB mal im Chart</a></h3>
Hochinteressant die Charts zur
Entwicklung der §§ 63, 64 seit 1970 ... und nicht nur bei der Frage wie
neu denn noch immer die neuen Bundesländern bei alten Fragestellungen
sind (immerhin liefert Meck-Pomm. 'nachrichtlich'): Wer glaubte, dass
nun Bayern 'führend' sei, der/die kann vor einem Wahn gerettet werden:
Es ist BaWü, das gemessen am Bevölkerungsanteil überproportional (r <small>...</small><br />
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<a class="ffsource" href="https://www.jurablogs.com/blog/die-rechtsanwaeldin">Die Rechtsanwäldin</a>- 1357 Leser - <time data-local="time-ago" datetime="2013-07-11T09:02:00Z">am 11. Juli 2013</time></div>
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<time data-local="time-ago" datetime="2013-07-11T09:02:00Z">"</time><time data-local="time-ago" datetime="2013-07-11T09:02:00Z"></time> </div>
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<h1>
<span class="dachzeile small">Nachgefragt am 29. April 2016</span>
<span class="headline small">"Mollath-Paragraph" geändert. Bundestag beschließt höhere Hürden für Unterbringung in der Psychiatrie.</span>
</h1>
<b>Der Fall Mollath, den REPORT MAINZ
aufgedeckt hat, hat jetzt auch politische Folgen. Zwei Jahre nach dem
Gustl Mollath frei gelassen wurde hat der Bundestag eine Änderung des
Paragraphen 63 (StGB) beschlossen.</b> <br />
Das Bundesministerium
der Justiz und für Verbrauchschutz hat aufgrund des Anstiegs der Zahl an
Personen, die laut dem Paragraphen 63 des Strafgesetzbuches (StGB) in
einem psychiatrischen Krankenhaus untergebracht sind und der Diskussion
aktueller Fälle, hierunter auch der Fall um Gustl Mollath, eine Prüfung
dieses Paragraphen angeordnet. Hierzu wurde bereits im Februar 2014 eine
interdisziplinär besetzte Bund-Länder-Arbeitsgruppe eingesetzt. 2015
lagen die Ergebnisse vor. In einer Pressemitteilung des
Bundesministerium der Justiz und für Verbraucherschutz zur Neuauflage
des Paragraphen 63 heißt es: "Ziel ist es, dass Betroffene besser vor
unverhältnismäßigen und unverhältnismäßig langen Unterbringungen
geschützt sind, ohne dass wir das Sicherheitsinteresse der Allgemeinheit
aus den Augen verlieren. Lebenslange Unterbringungen sollen zwar nach
wie vor möglich sein, aber nur noch in wirklich schweren Fällen." <time data-local="time-ago" datetime="2013-07-11T09:02:00Z">[...]</time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><a href="http://www.swr.de/report/nachgefragt-am-29/-/id=233454/did=17358478/nid=233454/182a0qb/index.html" target="_blank">http://www.swr.de/report/nachgefragt-am-29/-/id=233454/did=17358478/nid=233454/182a0qb/index.html</a></time><br />
<br />
<div style="text-align: center;">
<b><time data-local="time-ago" datetime="2013-07-11T09:02:00Z">Und hier geht's bald weiter:</time></b></div>
<div style="text-align: center;">
<br /></div>
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>Strafvollzugsstatistik</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>Im psychiatrischen Krankenhaus und in der Entziehungsanstalt</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>aufgrund strafrichterlicher Anordnung Untergebrachte</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>(Maßregelvollzug)</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>2013/2014</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>Erscheinungsfolge: unregelmäßig</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><b>Erschienen am 26.06.2015</b></time><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"></time><time data-local="time-ago" datetime="2013-07-11T09:02:00Z">Artikelnummer: 5243202149004<br />Ihr Kontakt zu uns:<br /><a href="http://www.destatis.de/kontakt">www.destatis.de/kontakt</a><br />Telefon: +49 (0) 611 75 4114<br />© Statistisches Bundesamt, Wiesbaden 2015<br />Vervielfältigung und Verbreitung, auch auszugsweise, mit Quellenangabe gestattet.</time><br />
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<img alt=" - „Die Renaissance der freiheitsentziehenden Maßregeln der Besserung und Sicherung“ – Herausforderungen für die forensische Psychotherapieforschung" src="https://www.nomos-elibrary.de/extern/nomos/live/cover/10.5771_9783845239729.gif" title=" - „Die Renaissance der freiheitsentziehenden Maßregeln der Besserung und Sicherung“ – Herausforderungen für die forensische Psychotherapieforschung" width="100" />
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<i>Klaus Hoffmann, „Die Renaissance der
freiheitsentziehenden Maßregeln der Besserung und Sicherung“ –
Herausforderungen für die forensische Psychotherapieforschung</i> in:<br />
<div class="bibliography-author">
Eric Hilgendorf, Rudolf Rengier (Hrsg.)
</div>
<div class="bibliography-title">
Festschrift für Wolfgang Heinz,
Seite 642 - 652
</div>
<div class="bibliography-subtitle">
zum 70. Geburtstag</div>
1. Auflage 2012,
ISBN print: 978-3-8329-6637-9,
ISBN online: 978-3-8452-3972-9,
DOI:
<a data-doi="10.5771/9783845239729-642" data-dokid="421936" href="http://dx.doi.org/10.5771/9783845239729-642" title="http://dx.doi.org/10.5771/9783845239729-642">10.5771/9783845239729-642</a><br />
<time data-local="time-ago" datetime="2013-07-11T09:02:00Z"><a href="http://www.nomos-elibrary.de/10.5771/9783845239729-642/die-renaissance-der-freiheitsentziehenden-massregeln-der-besserung-und-sicherung-herausforderungen-fuer-die-forensische-psychotherapieforschung" target="_blank">http://www.nomos-elibrary.de/10.5771/9783845239729-642/die-renaissance-der-freiheitsentziehenden-massregeln-der-besserung-und-sicherung-herausforderungen-fuer-die-forensische-psychotherapieforschung</a> </time><div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-64124632514544081622016-06-09T06:28:00.001-07:002016-06-09T06:28:32.598-07:00111000 Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB - BKA PKS 2015 nichtdeutsche TV % (NDTV)<span style="font-family: Arial,Helvetica,sans-serif;">Angesichts
der heutigen Tartaren-Meldungen wie "Migranten genauso kriminell wie
Einheimische" scheint es sowohl in der Journaille, die natürlich mal
wieder scheinbar alles ungeprüft übernimmt und ihrem eigentlichen Job
nicht nachkommt, wohl auch einige dort wie beim BKA und dem
NEIN-doch-nicht-pensionierten <b>Professor aus Hannover (KFN)</b> zu geben, die ihre eigenen Zahlen nicht lesen können (wollen). Unfaßbar! Mal wieder. </span><div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Einmal ganz abgesehen davon, dass es sich um <b>TATVERDÄCHTIGEN</b>-Statistik handelt. Es sich mithin erst mit Zeitversatz <b>(<a href="http://www.jurablogs.com/2016/06/07/nein-heisst-nein-david-garrett-der-johnny-depp-der-woche-was-heisst-hier-strich-da-schon-rechtsstaat" target="_blank">bei Gericht - und eben nur dort - siehe auch angebliche Gewalt: DEPP/GARRETT!!!) </a></b>herausstellt, ob es sich überhaupt um eine Tat gehandelt hat. <a href="http://www.jurablogs.com/2016/06/06/vergewaltigung-und-sexuelle-noetigung-ssss-177-abs-2-3-und-4-178-stgb-bka-pks-2015-aufklaerungsquote-in-prozent-nach-defintion-aufgeklaerter-fall-bka" target="_blank"><b>(Man achte auf die NONENS-DEF von AUFKLÄRUNGSQUOTE bei der Polizei (BKA/PKS)</b></a>.
Aber in den Fällen der hier graphisch aufbereiteten Paragraphen sieht
es bei der VERURTEILTENSTATISTIK noch deutlich düsterer aus. Der Anteil
der Ausländer (! - also Russland-Deutsche und Deutsche mit zweitem Paß
sind wohl nicht darunter) liegt regelmäßig in den Jahren dabei deutlich
über 30%, in manchen statistischen Jahrgangsgruppen sogar über 50% !</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Voni
den kreisfreien Städten bzw. Landkreisen mit 0 Prozent Ausländeranteil
bei den TV, liegen allein 35 in den 5 neuen Bundesländern (ohne
Ost-Berlin). Sicherlich ist auch bei der spontanen Beantwortung der
Frage, woran das wohl liegen könnte, der Professor und sein Institut
wieder überfordert; wie auch die seit ostern 2014 angekündigte und immer
noch nicht erschienene 'Studie' bzw. eben genau ihr nicht Erscheinen
erahnen läßt. Na, wie wäre es denn mal mit<b> Blättern, etwa hier....>> S. 13 ff</b></span></div>
<a href="https://www.destatis.de/DE/Publikationen/Thematisch/Bevoelkerung/MigrationIntegration/AuslaendBevoelkerung2010200157004.pdf?__blob=publicationFile" target="_blank">https://www.destatis.de/DE/Publikationen/Thematisch/Bevoelkerung/MigrationIntegration/AuslaendBevoelkerung2010200157004.pdf?__blob=publicationFile</a><br />
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<a href="http://www.bka.de/nn_193360/DE/Publikationen/PolizeilicheKriminalstatistik/pks__node.html?__nnn=true" target="_blank">http://www.bka.de/nn_193360/DE/Publikationen/PolizeilicheKriminalstatistik/pks__node.html?__nnn=true</a> <br /><img alt="" height="640" 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" width="476" /><br />
<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE">
<colgroup><col width="86"></col><col width="86"></col><col width="86"></col></colgroup>
<tbody>
<tr>
<td align="LEFT" height="24" width="86"><b><span style="font-size: medium;">AGS(text)</span></b></td>
<td align="LEFT" width="86"><b><span style="font-size: medium;">Landkreis/Stadt</span></b></td>
<td align="LEFT" width="86"><b><span style="font-size: medium;">NDTV in %</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09173</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bad Tölz-Wolfratshausen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">100,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09377</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Tirschenreuth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">100,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09764</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Memmingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">100,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16074</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Saale-Holzland-Kreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">100,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09371</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Amberg-Sulzbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">85,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09779</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Donau-Ries</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">77,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08125</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Heilbronn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">75,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09676</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Miltenberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">75,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09763</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kempten (Allgäu)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">75,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15090</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Stendal</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">75,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09162</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">München</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">68,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06433</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Groß-Gerau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07335</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kaiserslautern</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09175</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ebersberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09180</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Garmisch-Partenkirchen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09275</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Passau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09773</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Dillingen a.d.Donau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">66,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09178</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Freising</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">64,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07312</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kaiserslautern</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">63,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06411</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Darmstadt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">62,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09183</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mühldorf a.Inn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">61,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09172</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Berchtesgadener Land</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">60,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09279</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Dingolfing-Landau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">60,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09474</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Forchheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">60,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07319</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Worms</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">58,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06412</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Frankfurt am Main</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">57,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03151</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Gifhorn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">57,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08437</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Sigmaringen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">57,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09261</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Landshut</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">57,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09475</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hof</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">57,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08222</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mannheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">56,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03460</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Vechta</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">55,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09161</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ingolstadt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">54,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06413</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Offenbach am Main</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08231</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Pforzheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09184</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">München</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08212</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Karlsruhe</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03355</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lüneburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05515</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Münster</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08327</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Tuttlingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09564</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Nürnberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">53,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09775</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neu-Ulm</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">52,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08415</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Reutlingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">52,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06434</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hochtaunuskreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">52,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06611</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kassel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">52,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01001</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Flensburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01057</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Plön</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03356</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Osterholz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05119</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Oberhausen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06440</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wetteraukreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06531</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Gießen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06632</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hersfeld-Rotenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07111</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Koblenz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07316</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neustadt an der Weinstraße</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07334</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Germersheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07339</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mainz-Bingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08311</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Freiburg im Breisgau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08337</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Waldshut</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09171</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Altötting</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09272</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Freyung-Grafenau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09274</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Landshut</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09462</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bayreuth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09464</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hof</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09561</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ansbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09673</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhön-Grabfeld</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09675</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kitzingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09778</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Unterallgäu</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10046</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">St. Wendel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12053</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Frankfurt (Oder)</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14511</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Chemnitz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">50,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07315</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mainz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">48,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08116</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Esslingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">48,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05570</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Warendorf</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">47,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08216</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rastatt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">47,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03101</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Braunschweig</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">46,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08117</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Göppingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">46,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09188</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Starnberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">46,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09780</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Oberallgäu</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">46,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05117</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mülheim an der Ruhr</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">45,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">02000</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hamburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">45,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06414</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wiesbaden</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">45,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07233</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Vulkaneifel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">45,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08111</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Stuttgart</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">45,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05913</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Dortmund</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">44,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01053</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Herzogtum Lauenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">43,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03156</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Osterode am Harz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07232</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Eifelkreis Bitburg-Prüm</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07318</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Speyer</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07333</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Donnersbergkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08127</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schwäbisch Hall</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08315</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Breisgau-Hochschwarzwald</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08421</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ulm</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09571</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ansbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05774</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Paderborn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08118</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ludwigsburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08121</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Heilbronn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">42,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05915</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hamm</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03252</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hameln-Pyrmont</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05370</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Heinsberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06431</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bergstraße</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08326</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schwarzwald-Baar-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09761</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Augsburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08426</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Biberach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">41,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05315</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Köln</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01002</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kiel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05554</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Borken</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06436</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Main-Taunus-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06532</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lahn-Dill-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07331</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Alzey-Worms</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07337</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Südliche Weinstraße</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08425</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Alb-Donau-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09174</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Dachau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09277</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rottal-Inn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09574</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Nürnberger Land</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14612</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Dresden</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14625</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Bautzen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">40,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05911</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bochum</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">39,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05124</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wuppertal</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">39,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03102</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Salzgitter</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03241</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Region Hannover</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03404</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Osnabrück</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01062</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Stormarn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03359</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Stade</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09362</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Regensburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05382</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Sieg-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">38,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03461</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wesermarsch</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">37,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05378</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rheinisch-Bergischer Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">37,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08435</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bodenseekreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">37,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">11000</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Berlin</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">37,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05754</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Gütersloh</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">37,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">04011</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bremen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">36,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05916</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Herne</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">36,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08335</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Konstanz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">36,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08436</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ravensburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">36,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07314</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ludwigshafen am Rhein</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">36,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03401</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Delmenhorst</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03456</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Grafschaft Bentheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05974</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Soest</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03152</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Göttingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03457</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Leer</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06438</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Offenbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">35,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16051</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Erfurt</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">35,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12065</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Oberhavel</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">34,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05954</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ennepe-Ruhr-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">34,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05362</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Erft-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">34,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03459</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Osnabrück</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05111</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Düsseldorf</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05162</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Kreis Neuss</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05316</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Leverkusen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06439</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rheingau-Taunus-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06535</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Vogelsbergkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06631</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Fulda</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07134</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Birkenfeld</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07311</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Frankenthal (Pfalz)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07338</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Pfalz-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07340</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Südwestpfalz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08126</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hohenlohekreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08128</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Main-Tauber-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08136</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ostalbkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08235</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Calw</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08336</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lörrach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09177</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Erding</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09185</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neuburg-Schrobenhausen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09187</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rosenheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09262</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Passau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09263</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Straubing</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09375</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Regensburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09463</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Coburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09476</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kronach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09661</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Aschaffenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09678</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schweinfurt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09762</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kaufbeuren</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12051</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Brandenburg an der Havel</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12054</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Potsdam</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12067</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Oder-Spree</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14713</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Leipzig</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16067</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Gotha</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">33,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05158</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mettmann</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">32,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08226</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Neckar-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">32,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08115</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Böblingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">31,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05170</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wesel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">31,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05114</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Krefeld</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">31,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03352</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Cuxhaven</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05112</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Duisburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05116</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mönchengladbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">04012</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bremerhaven</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05566</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Steinfurt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06435</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Main-Kinzig-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08221</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Heidelberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08316</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Emmendingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09471</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bamberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15002</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Halle (Saale)</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">30,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05113</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Essen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">29,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10041</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Regionalverband Saarbrücken</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">29,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05314</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bonn</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">29,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06432</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Darmstadt-Dieburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07336</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kusel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09163</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rosenheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09186</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Pfaffenhofen a.d.Ilm</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09376</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schwandorf</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14626</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Görlitz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">28,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05758</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Herford</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06534</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Marburg-Biedenkopf</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">28,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03103</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wolfsburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03360</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Uelzen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07133</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bad Kreuznach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07211</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Trier</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10044</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Saarlouis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05962</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Märkischer Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">27,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03357</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rotenburg (Wümme)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06533</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Limburg-Weilburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09179</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Fürstenfeldbruck</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05122</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Solingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05958</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hochsauerlandkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08317</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ortenaukreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">26,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03257</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schaumburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05120</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Remscheid</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05358</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Düren</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05512</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bottrop</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05762</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Höxter</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08237</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Freudenstadt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09278</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Straubing-Bogen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09562</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Erlangen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09572</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Erlangen-Höchstadt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09662</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schweinfurt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09677</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Main-Spessart</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09772</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Augsburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09774</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Günzburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09777</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ostallgäu</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10042</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Merzig-Wadern</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10043</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neunkirchen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12062</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Elbe-Elster</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15001</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Dessau-Roßlau</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15081</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Altmarkkreis Salzwedel</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15082</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Anhalt-Bitterfeld</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16056</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Eisenach</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16072</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Sonneberg</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">25,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05154</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kleve</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">23,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05970</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Siegen-Wittgenstein</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">23,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01054</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Nordfriesland</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">23,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05978</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Unna</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,7</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15003</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Magdeburg</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">22,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05711</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bielefeld</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03256</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Nienburg (Weser)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08135</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Heidenheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08215</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Karlsruhe</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09363</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Weiden i.d.OPf.</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09461</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bamberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">22,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05513</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Gelsenkirchen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">21,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03403</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Oldenburg (Oldenburg)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">21,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07138</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neuwied</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">21,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01056</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Pinneberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03154</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Helmstedt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03157</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Peine</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03354</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lüchow-Dannenberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03361</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Verden</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05558</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Coesfeld</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05562</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Recklinghausen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05766</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lippe</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06636</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Werra-Meißner-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07313</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Landau in der Pfalz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09176</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Eichstätt</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12069</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Potsdam-Mittelmark</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13003</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Rostock</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14729</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Leipzig</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15086</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Jerichower Land</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">20,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03353</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Harburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">19,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05334</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Aachen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">18,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03402</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Emden</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">18,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09189</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Traunstein</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">18,2</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12061</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Dahme-Spreewald</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">18,2</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03454</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Emsland</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">17,9</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12063</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Havelland</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">17,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03405</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wilhelmshaven</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">16,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07140</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Hunsrück-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">16,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08416</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Tübingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">16,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09776</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lindau (Bodensee)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">16,7</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16071</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Weimarer Land</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">16,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01060</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Segeberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">15,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08119</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rems-Murr-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">15,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03155</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Northeim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">15,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03351</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Celle</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">15,4</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03452</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Aurich</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">15,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05374</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Oberbergischer Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05770</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Minden-Lübbecke</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07132</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Altenkirchen (Westerwald)</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07231</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bernkastel-Wittlich</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07235</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Trier-Saarburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14522</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Mittelsachsen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16069</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Hildburghausen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">14,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03358</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Landkreis Heidekreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">13,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01055</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ostholstein</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">13,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03251</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Diepholz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">13,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01059</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schleswig-Flensburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03158</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wolfenbüttel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03255</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Holzminden</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07317</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Pirmasens</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07332</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bad Dürkheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09563</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Fürth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15083</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Börde</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15091</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Wittenberg</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16052</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Gera</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">12,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05914</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hagen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">12,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01051</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Dithmarschen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">11,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08417</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Zollernalbkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">11,8</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06634</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schwalm-Eder-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">11,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08236</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Enzkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">11,1</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12073</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Uckermark</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">11,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01003</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lübeck</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">10,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07131</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ahrweiler</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">10,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09374</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neustadt a.d.Waldnaab</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">10,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13076</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Ludwigslust-Parchim</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">10,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03153</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Goslar</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">9,5</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07137</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Mayen-Koblenz</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">9,1</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12072</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Teltow-Fläming</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">9,1</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15085</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Harz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">9,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03453</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Cloppenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">8,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12052</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Cottbus</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">8,3</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15084</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Burgenlandkreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">7,7</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12064</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Märkisch-Oderland</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">7,1</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13073</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Vorpommern-Rügen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">7,1</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06633</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kassel</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">6,7</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03254</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Hildesheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">5,9</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01058</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rendsburg-Eckernförde</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">5,6</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05366</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Euskirchen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">5,3</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05166</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Viersen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">5,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01004</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neumünster</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">01061</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Steinburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03451</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Ammerland</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03455</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Friesland</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03458</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Oldenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">03462</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wittmund</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">05966</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Olpe</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06437</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Odenwaldkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">06635</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Waldeck-Frankenberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07135</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Cochem-Zell</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07141</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rhein-Lahn-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07143</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Westerwaldkreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">07320</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Zweibrücken</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08211</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Baden-Baden</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08225</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neckar-Odenwald-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">08325</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Rottweil</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09181</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Landsberg am Lech</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09182</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Miesbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09190</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Weilheim-Schongau</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09271</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Deggendorf</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09273</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kelheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09276</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Regen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09361</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Amberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09372</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Cham</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09373</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neumarkt i.d.OPf.</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09472</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bayreuth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09473</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Coburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09477</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Kulmbach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09478</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Lichtenfels</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09479</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Wunsiedel i.Fichtelgebirge</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09565</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Schwabach</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09573</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Fürth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09575</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Neustadt a.d.Aisch-Bad Windsheim</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09576</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Roth</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09577</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Weißenburg-Gunzenhausen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09663</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Würzburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09671</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Aschaffenburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09672</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Bad Kissingen</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09674</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Haßberge</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09679</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Würzburg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">09771</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Aichach-Friedberg</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" height="24"><b><span style="font-size: medium;">10045</span></b></td>
<td align="LEFT"><b><span style="font-size: medium;">Saarpfalz-Kreis</span></b></td>
<td align="RIGHT"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12060</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Barnim</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12066</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Oberspreewald-Lausitz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12068</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Ostprignitz-Ruppin</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12070</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Prignitz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">12071</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Spree-Neiße</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13004</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Schwerin</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13071</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Mecklenburgische Seenplatte</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13072</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Landkreis Rostock</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13074</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Nordwestmecklenburg</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">13075</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Vorpommern-Greifswald</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14521</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Erzgebirgskreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14523</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Vogtlandkreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14524</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Zwickau</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14627</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Meißen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14628</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Sächsische Schweiz-Osterzgebirge</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">14730</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Nordsachsen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15087</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Mansfeld-Südharz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15088</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Saalekreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">15089</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Salzlandkreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16053</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Jena</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16054</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Suhl</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16055</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Weimar</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16061</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Eichsfeld</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16062</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Nordhausen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16063</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Wartburgkreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16064</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Unstrut-Hainich-Kreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16065</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Kyffhäuserkreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16066</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Schmalkalden-Meiningen</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16068</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Sömmerda</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16070</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Ilm-Kreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16073</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Saalfeld-Rudolstadt</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16075</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Saale-Orla-Kreis</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16076</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Greiz</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="24"><b><span style="font-size: medium;">16077</span></b></td>
<td align="LEFT" bgcolor="#FFFF00"><b><span style="font-size: medium;">Altenburger Land</span></b></td>
<td align="RIGHT" bgcolor="#FFFF00"><b><span style="font-size: medium;">0,0</span></b></td>
</tr>
</tbody>
</table>
Wo 'keine' Ausländer sind, da können nun mal auch schlecht welche tatverdächtig sein ... Und wenn die Häufigkeitszahl ohnehin gering iist, gegen NULL strebt, da ist es leicht, dass ein zwei ausländsiche Tatverdächtige schnell mal 25%, 33,67 ; 50; 66,67 oder 100 % der TV stellen...<br />
Natürlich ist der Anteil der mutmaßlichen Neu-Migranten gering; sie wären ja schön bescheuert, nach dem lebensgefährlichen Weg nach Deutschland. Nein, natürlich sind es vor allem die 'Alt_Bürger mit Migrationshintergrund, die überproportinal bei Verdacht und Verurteilungen vertreten sind. Da gilt es sich die Statistiken in Köln, Berlin, Hamburg, Bremerhaven, etc. genauer nach Herkunft anzusehen. .... Wenn man es denn wissen will und nicht weiiterhin seitens 'Opfer'-Organisationen den 'deutschen' Mann unter Generalverdacht stellen lassen will bzw. stehen lassen will ... <br />
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width="640" />.<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-75744918734863447332016-06-08T04:36:00.001-07:002016-06-08T04:36:22.806-07:00Strafverfahren gegen Jan Böhmermann Auswärtiges/Antwort - 08.06.2016<div class="standardBox">
Berlin: (hib/EB) Die Bundesregierung verneint, dass die türkische
Regierung in ihrer Kritik an Beiträgen des Satirikers Jan Böhmermann auf
das Flüchtlingsabkommen zwischen der Europäischer Union und der Türkei
verwiesen hat. Das schreibt sie in einer Antwort (<a class="dipLink" href="http://dip.bundestag.de/btd/18/085/1808594.pdf" target="_blank" title="Die PDF-Datei Drucksache 18/8594 öffnet sich in einem neuen Fenster">18/8594</a>) auf eine Kleine Anfrage (<a class="dipLink" href="http://dip.bundestag.de/btd/18/083/1808372.pdf" target="_blank" title="Die PDF-Datei Drucksache 18/8372 öffnet sich in einem neuen Fenster">18/8372</a>) der Fraktion Die Linke. <br />
Zu konkreten Inhalten vertraulicher Gespräche der Bundeskanzlerin mit
Vertretern ausländischer Regierungen äußere sie sich nicht, führt die
Bundesregierung aus. Die Abgeordneten hatten gefragt, ob Bundeskanzlerin
Angela Merkel (CDU) das "Schmähgedicht" Jan Böhmermanns in einem
Telefonat mit dem türkischen Ministerpräsidenten am 3. April 2016 "auf
Nachfrage oder von sich aus" als "bewusst verletzend" eingeordnet habe.<br />
Weiterhin informiert die Bundesregierung über ihre Beratungen zum
"Schmähgedicht" und begründet, warum sie dem Strafverlangen des
türkischen Präsidenten Recep Tayyip Erdogan stattgegeben und eine
strafrechtliche Verfolgung Böhmermanns nach Paragraph 103 des
Strafgesetzbuches (StGB) ermöglicht hat. Die Entscheidung über eine
Strafbarkeit liege bei den deutschen Gerichten, argumentiert die
Bundesregierung. Juristen des Auswärtigen Amtes und des
Bundesjustizministerium hätten bei einer kurzfristigen Prüfung
festgestellt, dass die Straftatbestände "Beleidigung" und "Beleidigung
von Organen und Vertretern ausländischer Staaten" (Paragraphen 185 und
103 StGB) infrage kämen. Ab dem 11. April hätten zudem Vertreter des
Auswärtigen Amtes, des Bundesjustizministeriums, des
Bundesinnenministeriums sowie des Bundeskanzleramtes über den Inhalt des
türkischen Strafverlangens vom 8. April und das weitere Vorgehen
beraten.<br />
Die Fragesteller hatten sich außerdem nach
strafrechtlichen Nachteilen erkundigt, die Böhmermann laut
Medienberichten durch die Zulassung eines Verfahrens nach Paragraph 103
entstehen könnten. Rechtliche Einschätzungen, die in Medien diskutiert
werden, kommentiere sie nicht, schreibt die Bundesregierung dazu. Im
Falle einer Verurteilung gälten die üblichen Grundlagen der
Strafzumessung.<br />
<br />
Auch unterwegs aktuell informiert mit der <strong>kostenlosen App "Deutscher Bundestag"</strong> und unter <strong>m.bundestag.de</strong>.<br />
</div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-59919834766560664332016-06-08T00:59:00.000-07:002016-06-08T00:59:11.597-07:00PKS 2015 111000 §§ 177 Abs. 2, 3 und 4, 178 StGB Vergewaltigung/schwere sexuelle Nötigung: Landkreis ROSTOCK garantiert ohne Falschanzeigen - 402 Landkreise/krf Städte - Häufigkeitszahlen (HZ) von 0 bis 24,5 (Bremerhaven)<div class="dw-chart-header" id="header">
<h1>
<span class="chart-title">111000 PKS 2015 Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span>
</h1>
<div class="chart-intro">
Die Häufigkeitszahl (HZ) ist die Zahl der
bekannt gewordenen (angeblichen!) Fälle ... Die Berechnung erfolgt nach
der Formel HZ=erfasste Fälle X 100.000/Einwohnerzahl.</div>
</div>
<br />
Woher
diese Riesen-Differenzen? Gigantisches Nord-Süd- sowie West-Ost-Gefälle
(weniger von Westfemanzen aufgehetzt? Weniger Falschanzeigen im Rahmen
von Sorge- und Umgangsrechtsverfahren? Überhaupt weniger Kinder, um die
'mittels' Idee/Falschanzeige gestritten wird?) ! Warum Karlruhe und
Heidelberg so niedrig, aber Mannheim so hoch?!?!? Ausländeranteil?!?!?
Auf jeden Fall kann die Nonsens-Non-Wissenschafts-These der
gender-gehirngewaschenen und gehirnwaschendenden 'Opfer'verbände (der
Name allein ist vorverurteildend wie die aus amerikanischen Serien
bekannte Special <b>VICTIM </b>Unit = SVU) vom 'gleichverteilten'
'bekannten' Vergewalltiger doch längst nicht mehr rechtsstaatsaushöhlend
und infam allen Ernstes aufrecht erhalten werden. Doch? Ohne Scham???
Na dann...<br />
<br />
Ach ja übrigens:<br />
<a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="202985146" href="https://twitter.com/tagesanzeiger"><b class="fullname js-action-profile-name show-popup-with-id" data-aria-label-part="">Tages-Anzeiger</b>
<span class="username js-action-profile-name" data-aria-label-part=""><s>@</s><b>tagesanzeiger</b></span>
</a>
<small class="time">
<a class="tweet-timestamp js-permalink js-nav js-tooltip" href="https://twitter.com/tagesanzeiger/status/740137485947142144" title="14:05 - 7. Juni 2016"><span class="_timestamp js-short-timestamp js-relative-timestamp" data-long-form="true" data-time-ms="1465297502000" data-time="1465297502">1 Std.</span><span class="u-hiddenVisually" data-aria-label-part="last">Vor 1 Stunde</span></a>
</small>
<br />
<blockquote class="twitter-tweet" data-lang="de">
<div dir="ltr" lang="de">
Sexualwissenschaftlerin Andrea Burri beantwortet in der neuen Kolumne «Sexologisch» Ihre Fragen. <a href="https://t.co/3KCVJweAye">https://t.co/3KCVJweAye</a></div>
— Tages-Anzeiger (@tagesanzeiger) <a href="https://twitter.com/tagesanzeiger/status/740137485947142144">7. Juni 2016</a></blockquote>
<br />
<div class="js-tweet-text-container">
<div class="TweetTextSize js-tweet-text tweet-text" data-aria-label-part="0" lang="de">
Sexualwissenschaftlerin Andrea Burri beantwortet in der neuen Kolumne<b> «Sexologisch» </b>Ihre Fragen.<br />
<br />
Und wenn man/frau bedenkt, dass unter den wenigen Anzeigen gerade im Osten, dann immer noch <b>FALSCHANZEIGEN</b> sind ....<br />
<br />
<h1 class="pda-entry-title entry-title" itemprop="headline">
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank"><span class="pda-article-kicker">Verfahren gegen 29-Jährige eingeleitet</span></a></h1>
<h1 class="pda-entry-title entry-title" itemprop="headline">
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank">Frau täuscht in Dresden Vergewaltigung durch Ausländer vor</a></h1>
<div class="pda-article-intro" itemprop="description">
<div class="pda-aintro-p">
Eine
29-Jährige hat zugegeben, dass sie eine Vergewaltigung durch zwei
Ausländer erfunden hat. Das teilte die Polizei am Freitag mit. Gegen die
Frau wurde ein Verfahren wegen Vortäuschens einer Straftat eingeleitet.</div>
<div class="pda-abody-p">
<b>Dresden</b>. - Eine 29 Jahre alte Frau hat in
Dresden eine Vergewaltigung durch zwei Ausländer vorgetäuscht und steht
deshalb nun selbst im Fokus von Ermittlungen. Die am <b>21. Oktober</b>
angezeigte Tat hatte im Umfeld der islam- und ausländerfeindlichen
Pegida-Bewegung in Dresden für Aufregung gesorgt und galt dort als Beleg
für kriminelle Machenschaften von Flüchtlingen. </div>
<div class="pda-abody-p">
Wie
die Polizeidirektion Dresden am Freitag mitteilte, hat die 29-Jährige
nun eingeräumt, die Tat erfunden zu haben. „Nach ihren Angaben hat weder
ein Überfall noch eine Vergewaltigung stattgefunden. Ein Motiv für ihr
Handeln gab die Frau nicht an“, hieß es. </div>
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank"><b>Die Dresdner Polizeidirektion hatte am 22. Oktober über[...weiter>>>>]</b></a><br />
<div class="pda-aintro-p">
<br /></div>
</div>
</div>
</div>
<br />
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" width="628" /> <br />
<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE"><colgroup><col width="110"></col><col width="216"></col><col width="110"></col></colgroup>
<tbody>
<tr>
<td align="CENTER" height="17" width="110"> AGS(text)</td>
<td align="LEFT" width="216">Stadt-/Landkreis</td>
<td align="LEFT" width="110">HZ nach Zensus</td>
</tr>
<tr>
<td align="CENTER" height="17">04012</td>
<td align="LEFT">Bremerhaven</td>
<td align="RIGHT">24,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03402</td>
<td align="LEFT">Emden</td>
<td align="RIGHT">24,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03404</td>
<td align="LEFT">Osnabrück</td>
<td align="RIGHT">22,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09363</td>
<td align="LEFT">Weiden i.d.OPf.</td>
<td align="RIGHT">21,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03102</td>
<td align="LEFT">Salzgitter</td>
<td align="RIGHT">21,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05915</td>
<td align="LEFT">Hamm</td>
<td align="RIGHT">21,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07312</td>
<td align="LEFT">Kaiserslautern</td>
<td align="RIGHT">20,5</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">08121</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Heilbronn</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">20,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">09262</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Passau</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">20,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">07317</td>
<td align="LEFT">Pirmasens</td>
<td align="RIGHT">20,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12051</td>
<td align="LEFT">Brandenburg an der Havel</td>
<td align="RIGHT">19,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05120</td>
<td align="LEFT">Remscheid</td>
<td align="RIGHT">19,3</td>
</tr>
<tr>
<td align="CENTER" height="17">05315</td>
<td align="LEFT">Köln</td>
<td align="RIGHT">18,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03401</td>
<td align="LEFT">Delmenhorst</td>
<td align="RIGHT">18,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07314</td>
<td align="LEFT">Ludwigshafen am Rhein</td>
<td align="RIGHT">18,3</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">09462</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Bayreuth</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">18,2</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">05916</td>
<td align="LEFT">Herne</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07233</td>
<td align="LEFT">Vulkaneifel</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07318</td>
<td align="LEFT">Speyer</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="background-color: red;"><span style="color: white;">11000</span></span></td>
<td align="LEFT"><span style="background-color: red;"><span style="color: white;">Berlin</span></span></td>
<td align="RIGHT"><span style="background-color: red;"><span style="color: white;">18,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">09463</td>
<td align="LEFT">Coburg</td>
<td align="RIGHT">17,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07311</td>
<td align="LEFT">Frankenthal (Pfalz)</td>
<td align="RIGHT">16,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05114</td>
<td align="LEFT">Krefeld</td>
<td align="RIGHT">16,2</td>
</tr>
<tr>
<td align="CENTER" height="17">12052</td>
<td align="LEFT">Cottbus</td>
<td align="RIGHT">16,1</td>
</tr>
<tr>
<td align="CENTER" height="17">05914</td>
<td align="LEFT">Hagen</td>
<td align="RIGHT">16,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03257</td>
<td align="LEFT">Schaumburg</td>
<td align="RIGHT">16,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03153</td>
<td align="LEFT">Goslar</td>
<td align="RIGHT">16,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05124</td>
<td align="LEFT">Wuppertal</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05314</td>
<td align="LEFT">Bonn</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05117</td>
<td align="LEFT">Mülheim an der Ruhr</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05913</td>
<td align="LEFT">Dortmund</td>
<td align="RIGHT">15,5</td>
</tr>
<tr>
<td align="CENTER" height="17">07315</td>
<td align="LEFT">Mainz</td>
<td align="RIGHT">15,5</td>
</tr>
<tr>
<td align="CENTER" height="17">06611</td>
<td align="LEFT">Kassel</td>
<td align="RIGHT">15,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08231</td>
<td align="LEFT">Pforzheim</td>
<td align="RIGHT">15,1</td>
</tr>
<tr>
<td align="CENTER" height="17">01051</td>
<td align="LEFT">Dithmarschen</td>
<td align="RIGHT">15,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08111</td>
<td align="LEFT">Stuttgart</td>
<td align="RIGHT">15,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05113</td>
<td align="LEFT">Essen</td>
<td align="RIGHT">15,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09171</td>
<td align="LEFT">Altötting</td>
<td align="RIGHT">14,9</td>
</tr>
<tr>
<td align="CENTER" height="17">06413</td>
<td align="LEFT">Offenbach am Main</td>
<td align="RIGHT">14,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05758</td>
<td align="LEFT">Herford</td>
<td align="RIGHT">14,8</td>
</tr>
<tr>
<td align="CENTER" height="17">04011</td>
<td align="LEFT">Bremen</td>
<td align="RIGHT">14,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09564</td>
<td align="LEFT">Nürnberg</td>
<td align="RIGHT">14,4</td>
</tr>
<tr>
<td align="CENTER" height="17">03354</td>
<td align="LEFT">Lüchow-Dannenberg</td>
<td align="RIGHT">14,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08421</td>
<td align="LEFT">Ulm</td>
<td align="RIGHT">14,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03358</td>
<td align="LEFT">Landkreis Heidekreis</td>
<td align="RIGHT">14,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07319</td>
<td align="LEFT">Worms</td>
<td align="RIGHT">13,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08327</td>
<td align="LEFT">Tuttlingen</td>
<td align="RIGHT">13,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07316</td>
<td align="LEFT">Neustadt an der Weinstraße</td>
<td align="RIGHT">13,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09163</td>
<td align="LEFT">Rosenheim</td>
<td align="RIGHT">13,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09263</td>
<td align="LEFT">Straubing</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03241</td>
<td align="LEFT">Region Hannover</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03157</td>
<td align="LEFT">Peine</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03452</td>
<td align="LEFT">Aurich</td>
<td align="RIGHT">12,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05122</td>
<td align="LEFT">Solingen</td>
<td align="RIGHT">12,8</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="background-color: red;"><span style="color: white;">08222</span></span></td>
<td align="LEFT"><span style="background-color: red;"><span style="color: white;">Mannheim</span></span></td>
<td align="RIGHT"><span style="background-color: red;"><span style="color: white;">12,7</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">16051</td>
<td align="LEFT">Erfurt</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">01003</td>
<td align="LEFT">Lübeck</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">10041</td>
<td align="LEFT">Regionalverband Saarbrücken</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07111</td>
<td align="LEFT">Koblenz</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09461</td>
<td align="LEFT">Bamberg</td>
<td align="RIGHT">12,5</td>
</tr>
<tr>
<td align="CENTER" height="17">15003</td>
<td align="LEFT">Magdeburg</td>
<td align="RIGHT">12,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03403</td>
<td align="LEFT">Oldenburg (Oldenburg)</td>
<td align="RIGHT">12,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16069</td>
<td align="LEFT">Hildburghausen</td>
<td align="RIGHT">12,4</td>
</tr>
<tr>
<td align="CENTER" height="17">01002</td>
<td align="LEFT">Kiel</td>
<td align="RIGHT">12,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03154</td>
<td align="LEFT">Helmstedt</td>
<td align="RIGHT">12,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03152</td>
<td align="LEFT">Göttingen</td>
<td align="RIGHT">12,0</td>
</tr>
<tr>
<td align="CENTER" height="17">16056</td>
<td align="LEFT">Eisenach</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03456</td>
<td align="LEFT">Grafschaft Bentheim</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05562</td>
<td align="LEFT">Recklinghausen</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03360</td>
<td align="LEFT">Uelzen</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09261</td>
<td align="LEFT">Landshut</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09183</td>
<td align="LEFT">Mühldorf a.Inn</td>
<td align="RIGHT">11,8</td>
</tr>
<tr>
<td align="CENTER" height="17">01054</td>
<td align="LEFT">Nordfriesland</td>
<td align="RIGHT">11,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03101</td>
<td align="LEFT">Braunschweig</td>
<td align="RIGHT">11,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09662</td>
<td align="LEFT">Schweinfurt</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05358</td>
<td align="LEFT">Düren</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09374</td>
<td align="LEFT">Neustadt a.d.Waldnaab</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03457</td>
<td align="LEFT">Leer</td>
<td align="RIGHT">11,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09188</td>
<td align="LEFT">Starnberg</td>
<td align="RIGHT">11,4</td>
</tr>
<tr>
<td align="CENTER" height="17">05911</td>
<td align="LEFT">Bochum</td>
<td align="RIGHT">11,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07313</td>
<td align="LEFT">Landau in der Pfalz</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06534</td>
<td align="LEFT">Marburg-Biedenkopf</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07138</td>
<td align="LEFT">Neuwied</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03357</td>
<td align="LEFT">Rotenburg (Wümme)</td>
<td align="RIGHT">11,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07211</td>
<td align="LEFT">Trier</td>
<td align="RIGHT">11,1</td>
</tr>
<tr>
<td align="CENTER" height="17">05774</td>
<td align="LEFT">Paderborn</td>
<td align="RIGHT">11,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12063</td>
<td align="LEFT">Havelland</td>
<td align="RIGHT">10,9</td>
</tr>
<tr>
<td align="CENTER" height="17">06414</td>
<td align="LEFT">Wiesbaden</td>
<td align="RIGHT">10,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08311</td>
<td align="LEFT">Freiburg im Breisgau</td>
<td align="RIGHT">10,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05974</td>
<td align="LEFT">Soest</td>
<td align="RIGHT">10,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12065</td>
<td align="LEFT">Oberhavel</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08417</td>
<td align="LEFT">Zollernalbkreis</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09775</td>
<td align="LEFT">Neu-Ulm</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03355</td>
<td align="LEFT">Lüneburg</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05570</td>
<td align="LEFT">Warendorf</td>
<td align="RIGHT">10,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09780</td>
<td align="LEFT">Oberallgäu</td>
<td align="RIGHT">10,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05316</td>
<td align="LEFT">Leverkusen</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05116</td>
<td align="LEFT">Mönchengladbach</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08426</td>
<td align="LEFT">Biberach</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09162</td>
<td align="LEFT">München</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05513</td>
<td align="LEFT">Gelsenkirchen</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03155</td>
<td align="LEFT">Northeim</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03454</td>
<td align="LEFT">Emsland</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05554</td>
<td align="LEFT">Borken</td>
<td align="RIGHT">10,4</td>
</tr>
<tr>
<td align="CENTER" height="17">15002</td>
<td align="LEFT">Halle (Saale)</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03455</td>
<td align="LEFT">Friesland</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01004</td>
<td align="LEFT">Neumünster</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01059</td>
<td align="LEFT">Schleswig-Flensburg</td>
<td align="RIGHT">10,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03353</td>
<td align="LEFT">Harburg</td>
<td align="RIGHT">10,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03461</td>
<td align="LEFT">Wesermarsch</td>
<td align="RIGHT">10,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09561</td>
<td align="LEFT">Ansbach</td>
<td align="RIGHT">10,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12073</td>
<td align="LEFT">Uckermark</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09161</td>
<td align="LEFT">Ingolstadt</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05962</td>
<td align="LEFT">Märkischer Kreis</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05112</td>
<td align="LEFT">Duisburg</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07336</td>
<td align="LEFT">Kusel</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05566</td>
<td align="LEFT">Steinfurt</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08436</td>
<td align="LEFT">Ravensburg</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">03255</td>
<td align="LEFT">Holzminden</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05334</td>
<td align="LEFT">Aachen</td>
<td align="RIGHT">9,7</td>
</tr>
<tr>
<td align="CENTER" height="17">15001</td>
<td align="LEFT">Dessau-Roßlau</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06412</td>
<td align="LEFT">Frankfurt am Main</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05119</td>
<td align="LEFT">Oberhausen</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08237</td>
<td align="LEFT">Freudenstadt</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">16052</td>
<td align="LEFT">Gera</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03156</td>
<td align="LEFT">Osterode am Harz</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09764</td>
<td align="LEFT">Memmingen</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03252</td>
<td align="LEFT">Hameln-Pyrmont</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">01053</td>
<td align="LEFT">Herzogtum Lauenburg</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08335</td>
<td align="LEFT">Konstanz</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09178</td>
<td align="LEFT">Freising</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06533</td>
<td align="LEFT">Limburg-Weilburg</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07333</td>
<td align="LEFT">Donnersbergkreis</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">06439</td>
<td align="LEFT">Rheingau-Taunus-Kreis</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">08212</td>
<td align="LEFT">Karlsruhe</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03405</td>
<td align="LEFT">Wilhelmshaven</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09761</td>
<td align="LEFT">Augsburg</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03453</td>
<td align="LEFT">Cloppenburg</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05374</td>
<td align="LEFT">Oberbergischer Kreis</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08128</td>
<td align="LEFT">Main-Tauber-Kreis</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03256</td>
<td align="LEFT">Nienburg (Weser)</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08416</td>
<td align="LEFT">Tübingen</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09362</td>
<td align="LEFT">Regensburg</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">01055</td>
<td align="LEFT">Ostholstein</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06438</td>
<td align="LEFT">Offenbach</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08221</td>
<td align="LEFT">Heidelberg</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05162</td>
<td align="LEFT">Rhein-Kreis Neuss</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05366</td>
<td align="LEFT">Euskirchen</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12067</td>
<td align="LEFT">Oder-Spree</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05111</td>
<td align="LEFT">Düsseldorf</td>
<td align="RIGHT">8,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03462</td>
<td align="LEFT">Wittmund</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">07320</td>
<td align="LEFT">Zweibrücken</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09661</td>
<td align="LEFT">Aschaffenburg</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16072</td>
<td align="LEFT">Sonneberg</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16066</td>
<td align="LEFT">Schmalkalden-Meiningen</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05754</td>
<td align="LEFT">Gütersloh</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">10042</td>
<td align="LEFT">Merzig-Wadern</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05362</td>
<td align="LEFT">Rhein-Erft-Kreis</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07131</td>
<td align="LEFT">Ahrweiler</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">12053</td>
<td align="LEFT">Frankfurt (Oder)</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">06434</td>
<td align="LEFT">Hochtaunuskreis</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09181</td>
<td align="LEFT">Landsberg am Lech</td>
<td align="RIGHT">8,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03351</td>
<td align="LEFT">Celle</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">12064</td>
<td align="LEFT">Märkisch-Oderland</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08337</td>
<td align="LEFT">Waldshut</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">06531</td>
<td align="LEFT">Gießen</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05382</td>
<td align="LEFT">Rhein-Sieg-Kreis</td>
<td align="RIGHT">8,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06435</td>
<td align="LEFT">Main-Kinzig-Kreis</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03158</td>
<td align="LEFT">Wolfenbüttel</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01060</td>
<td align="LEFT">Segeberg</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01001</td>
<td align="LEFT">Flensburg</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09563</td>
<td align="LEFT">Fürth</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">02000</td>
<td align="LEFT">Hamburg</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09174</td>
<td align="LEFT">Dachau</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01058</td>
<td align="LEFT">Rendsburg-Eckernförde</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03352</td>
<td align="LEFT">Cuxhaven</td>
<td align="RIGHT">8,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03254</td>
<td align="LEFT">Hildesheim</td>
<td align="RIGHT">8,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05158</td>
<td align="LEFT">Mettmann</td>
<td align="RIGHT">8,0</td>
</tr>
<tr>
<td align="CENTER" height="17">08127</td>
<td align="LEFT">Schwäbisch Hall</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03458</td>
<td align="LEFT">Oldenburg</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15082</td>
<td align="LEFT">Anhalt-Bitterfeld</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05154</td>
<td align="LEFT">Kleve</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08235</td>
<td align="LEFT">Calw</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15091</td>
<td align="LEFT">Wittenberg</td>
<td align="RIGHT">7,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16064</td>
<td align="LEFT">Unstrut-Hainich-Kreis</td>
<td align="RIGHT">7,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05958</td>
<td align="LEFT">Hochsauerlandkreis</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05970</td>
<td align="LEFT">Siegen-Wittgenstein</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09179</td>
<td align="LEFT">Fürstenfeldbruck</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">13004</td>
<td align="LEFT">Schwerin</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05711</td>
<td align="LEFT">Bielefeld</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03251</td>
<td align="LEFT">Diepholz</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08216</td>
<td align="LEFT">Rastatt</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09776</td>
<td align="LEFT">Lindau (Bodensee)</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08415</td>
<td align="LEFT">Reutlingen</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05378</td>
<td align="LEFT">Rheinisch-Bergischer Kreis</td>
<td align="RIGHT">7,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09279</td>
<td align="LEFT">Dingolfing-Landau</td>
<td align="RIGHT">7,5</td>
</tr>
<tr>
<td align="CENTER" height="17">12072</td>
<td align="LEFT">Teltow-Fläming</td>
<td align="RIGHT">7,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16071</td>
<td align="LEFT">Weimarer Land</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03460</td>
<td align="LEFT">Vechta</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03103</td>
<td align="LEFT">Wolfsburg</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07232</td>
<td align="LEFT">Eifelkreis Bitburg-Prüm</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09361</td>
<td align="LEFT">Amberg</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07231</td>
<td align="LEFT">Bernkastel-Wittlich</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">10044</td>
<td align="LEFT">Saarlouis</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08336</td>
<td align="LEFT">Lörrach</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09762</td>
<td align="LEFT">Kaufbeuren</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">15084</td>
<td align="LEFT">Burgenlandkreis</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16062</td>
<td align="LEFT">Nordhausen</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08135</td>
<td align="LEFT">Heidenheim</td>
<td align="RIGHT">7,0</td>
</tr>
<tr>
<td align="CENTER" height="17">15081</td>
<td align="LEFT">Altmarkkreis Salzwedel</td>
<td align="RIGHT">7,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09477</td>
<td align="LEFT">Kulmbach</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05978</td>
<td align="LEFT">Unna</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08316</td>
<td align="LEFT">Emmendingen</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08136</td>
<td align="LEFT">Ostalbkreis</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09172</td>
<td align="LEFT">Berchtesgadener Land</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08326</td>
<td align="LEFT">Schwarzwald-Baar-Kreis</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12071</td>
<td align="LEFT">Spree-Neiße</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">10043</td>
<td align="LEFT">Neunkirchen</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08115</td>
<td align="LEFT">Böblingen</td>
<td align="RIGHT">6,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03359</td>
<td align="LEFT">Stade</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09186</td>
<td align="LEFT">Pfaffenhofen a.d.Ilm</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09562</td>
<td align="LEFT">Erlangen</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">15086</td>
<td align="LEFT">Jerichower Land</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06433</td>
<td align="LEFT">Groß-Gerau</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05954</td>
<td align="LEFT">Ennepe-Ruhr-Kreis</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08317</td>
<td align="LEFT">Ortenaukreis</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16077</td>
<td align="LEFT">Altenburger Land</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05166</td>
<td align="LEFT">Viersen</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09773</td>
<td align="LEFT">Dillingen a.d.Donau</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09272</td>
<td align="LEFT">Freyung-Grafenau</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07133</td>
<td align="LEFT">Bad Kreuznach</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09189</td>
<td align="LEFT">Traunstein</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08116</td>
<td align="LEFT">Esslingen</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">15085</td>
<td align="LEFT">Harz</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">01062</td>
<td align="LEFT">Stormarn</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">15087</td>
<td align="LEFT">Mansfeld-Südharz</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">13073</td>
<td align="LEFT">Vorpommern-Rügen</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">08437</td>
<td align="LEFT">Sigmaringen</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03459</td>
<td align="LEFT">Osnabrück</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07340</td>
<td align="LEFT">Südwestpfalz</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09475</td>
<td align="LEFT">Hof</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08435</td>
<td align="LEFT">Bodenseekreis</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07137</td>
<td align="LEFT">Mayen-Koblenz</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01061</td>
<td align="LEFT">Steinburg</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">12054</td>
<td align="LEFT">Potsdam</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09763</td>
<td align="LEFT">Kempten (Allgäu)</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07332</td>
<td align="LEFT">Bad Dürkheim</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08119</td>
<td align="LEFT">Rems-Murr-Kreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07143</td>
<td align="LEFT">Westerwaldkreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07338</td>
<td align="LEFT">Rhein-Pfalz-Kreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">08117</td>
<td align="LEFT">Göppingen</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05515</td>
<td align="LEFT">Münster</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">06411</td>
<td align="LEFT" bgcolor="#FFFF00">Darmstadt</td>
<td align="RIGHT" bgcolor="#FFFF00">5,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09672</td>
<td align="LEFT">Bad Kissingen</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09180</td>
<td align="LEFT">Garmisch-Partenkirchen</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">15083</td>
<td align="LEFT">Börde</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">06635</td>
<td align="LEFT">Waldeck-Frankenberg</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12060</td>
<td align="LEFT">Barnim</td>
<td align="RIGHT">5,7</td>
</tr>
<tr>
<td align="CENTER" height="17">06535</td>
<td align="LEFT">Vogelsbergkreis</td>
<td align="RIGHT">5,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09663</td>
<td align="LEFT">Würzburg</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05370</td>
<td align="LEFT">Heinsberg</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09376</td>
<td align="LEFT">Schwandorf</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06633</td>
<td align="LEFT">Kassel</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">12061</td>
<td align="LEFT">Dahme-Spreewald</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07331</td>
<td align="LEFT">Alzey-Worms</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09471</td>
<td align="LEFT">Bamberg</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16054</td>
<td align="LEFT">Suhl</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08126</td>
<td align="LEFT">Hohenlohekreis</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">07132</td>
<td align="LEFT">Altenkirchen (Westerwald)</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09479</td>
<td align="LEFT">Wunsiedel i.Fichtelgebirge</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08226</td>
<td align="LEFT">Rhein-Neckar-Kreis</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">03356</td>
<td align="LEFT">Osterholz</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09177</td>
<td align="LEFT">Erding</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">06431</td>
<td align="LEFT">Bergstraße</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">12069</td>
<td align="LEFT">Potsdam-Mittelmark</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09572</td>
<td align="LEFT">Erlangen-Höchstadt</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03361</td>
<td align="LEFT">Verden</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09276</td>
<td align="LEFT">Regen</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05766</td>
<td align="LEFT">Lippe</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">16065</td>
<td align="LEFT">Kyffhäuserkreis</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">13076</td>
<td align="LEFT">Ludwigslust-Parchim</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06532</td>
<td align="LEFT">Lahn-Dill-Kreis</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09278</td>
<td align="LEFT">Straubing-Bogen</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09277</td>
<td align="LEFT">Rottal-Inn</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">12068</td>
<td align="LEFT">Ostprignitz-Ruppin</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06632</td>
<td align="LEFT">Hersfeld-Rotenburg</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09673</td>
<td align="LEFT">Rhön-Grabfeld</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09571</td>
<td align="LEFT">Ansbach</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">06634</td>
<td align="LEFT">Schwalm-Eder-Kreis</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">06636</td>
<td align="LEFT">Werra-Meißner-Kreis</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09772</td>
<td align="LEFT">Augsburg</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08225</td>
<td align="LEFT">Neckar-Odenwald-Kreis</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">01056</td>
<td align="LEFT">Pinneberg</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05762</td>
<td align="LEFT">Höxter</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">10045</td>
<td align="LEFT">Saarpfalz-Kreis</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05770</td>
<td align="LEFT">Minden-Lübbecke</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15088</td>
<td align="LEFT">Saalekreis</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09574</td>
<td align="LEFT">Nürnberger Land</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">07335</td>
<td align="LEFT">Kaiserslautern</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09187</td>
<td align="LEFT">Rosenheim</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16055</td>
<td align="LEFT">Weimar</td>
<td align="RIGHT">4,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08236</td>
<td align="LEFT">Enzkreis</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">15089</td>
<td align="LEFT">Salzlandkreis</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">16073</td>
<td align="LEFT">Saalfeld-Rudolstadt</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07337</td>
<td align="LEFT">Südliche Weinstraße</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09675</td>
<td align="LEFT">Kitzingen</td>
<td align="RIGHT">4,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09464</td>
<td align="LEFT">Hof</td>
<td align="RIGHT">4,5</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09184</td>
<td align="LEFT" bgcolor="#FFFF00">München</td>
<td align="RIGHT" bgcolor="#FFFF00">4,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16067</td>
<td align="LEFT">Gotha</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08325</td>
<td align="LEFT">Rottweil</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09476</td>
<td align="LEFT">Kronach</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09474</td>
<td align="LEFT">Forchheim</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">05170</td>
<td align="LEFT">Wesel</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">15090</td>
<td align="LEFT" bgcolor="#FFFF00">Stendal</td>
<td align="RIGHT" bgcolor="#FFFF00">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06436</td>
<td align="LEFT">Main-Taunus-Kreis</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09778</td>
<td align="LEFT">Unterallgäu</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">05512</td>
<td align="LEFT">Bottrop</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03451</td>
<td align="LEFT">Ammerland</td>
<td align="RIGHT">4,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05558</td>
<td align="LEFT">Coesfeld</td>
<td align="RIGHT">4,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06631</td>
<td align="LEFT">Fulda</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07235</td>
<td align="LEFT">Trier-Saarburg</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07141</td>
<td align="LEFT">Rhein-Lahn-Kreis</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03151</td>
<td align="LEFT">Gifhorn</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08118</td>
<td align="LEFT">Ludwigsburg</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07334</td>
<td align="LEFT">Germersheim</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09274</td>
<td align="LEFT">Landshut</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">16076</td>
<td align="LEFT">Greiz</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09176</td>
<td align="LEFT">Eichstätt</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07140</td>
<td align="LEFT">Rhein-Hunsrück-Kreis</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">13003</td>
<td align="LEFT" bgcolor="#FFFF00">Rostock</td>
<td align="RIGHT" bgcolor="#FFFF00">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07339</td>
<td align="LEFT">Mainz-Bingen</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09371</td>
<td align="LEFT">Amberg-Sulzbach</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">12070</td>
<td align="LEFT">Prignitz</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">12062</td>
<td align="LEFT">Elbe-Elster</td>
<td align="RIGHT">3,8</td>
</tr>
<tr>
<td align="CENTER" height="17">13075</td>
<td align="LEFT">Vorpommern-Greifswald</td>
<td align="RIGHT">3,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08211</td>
<td align="LEFT">Baden-Baden</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07134</td>
<td align="LEFT">Birkenfeld</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08425</td>
<td align="LEFT">Alb-Donau-Kreis</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">16053</td>
<td align="LEFT" bgcolor="#FFFF00">Jena</td>
<td align="RIGHT" bgcolor="#FFFF00">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09777</td>
<td align="LEFT">Ostallgäu</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09674</td>
<td align="LEFT">Haßberge</td>
<td align="RIGHT">3,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06432</td>
<td align="LEFT">Darmstadt-Dieburg</td>
<td align="RIGHT">3,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09473</td>
<td align="LEFT">Coburg</td>
<td align="RIGHT">3,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09273</td>
<td align="LEFT">Kelheim</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">10046</td>
<td align="LEFT">St. Wendel</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06440</td>
<td align="LEFT">Wetteraukreis</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09774</td>
<td align="LEFT">Günzburg</td>
<td align="RIGHT">3,3</td>
</tr>
<tr>
<td align="CENTER" height="17">13074</td>
<td align="LEFT">Nordwestmecklenburg</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09375</td>
<td align="LEFT" bgcolor="#FFFF00">Regensburg</td>
<td align="RIGHT" bgcolor="#FFFF00">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">16063</td>
<td align="LEFT">Wartburgkreis</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09677</td>
<td align="LEFT">Main-Spessart</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01057</td>
<td align="LEFT">Plön</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09676</td>
<td align="LEFT">Miltenberg</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">14713</td>
<td align="LEFT">Leipzig</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09182</td>
<td align="LEFT">Miesbach</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09771</td>
<td align="LEFT">Aichach-Friedberg</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09779</td>
<td align="LEFT">Donau-Ries</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09575</td>
<td align="LEFT">Neustadt a.d.Aisch-Bad Windsheim</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">13071</td>
<td align="LEFT">Mecklenburgische Seenplatte</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">14523</td>
<td align="LEFT">Vogtlandkreis</td>
<td align="RIGHT">3,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09478</td>
<td align="LEFT">Lichtenfels</td>
<td align="RIGHT">3,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09472</td>
<td align="LEFT" bgcolor="#FFFF00">Bayreuth</td>
<td align="RIGHT" bgcolor="#FFFF00">2,9</td>
</tr>
<tr>
<td align="CENTER" height="17">16068</td>
<td align="LEFT">Sömmerda</td>
<td align="RIGHT">2,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08315</td>
<td align="LEFT">Breisgau-Hochschwarzwald</td>
<td align="RIGHT">2,8</td>
</tr>
<tr>
<td align="CENTER" height="17">14626</td>
<td align="LEFT">Görlitz</td>
<td align="RIGHT">2,7</td>
</tr>
<tr>
<td align="CENTER" height="17">12066</td>
<td align="LEFT">Oberspreewald-Lausitz</td>
<td align="RIGHT">2,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09678</td>
<td align="LEFT">Schweinfurt</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09573</td>
<td align="LEFT">Fürth</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09271</td>
<td align="LEFT">Deggendorf</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09679</td>
<td align="LEFT" bgcolor="#FFFF00">Würzburg</td>
<td align="RIGHT" bgcolor="#FFFF00">2,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09565</td>
<td align="LEFT">Schwabach</td>
<td align="RIGHT">2,5</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">08125</td>
<td align="LEFT" bgcolor="#FFFF00">Heilbronn</td>
<td align="RIGHT" bgcolor="#FFFF00">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09576</td>
<td align="LEFT">Roth</td>
<td align="RIGHT">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16074</td>
<td align="LEFT">Saale-Holzland-Kreis</td>
<td align="RIGHT">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09373</td>
<td align="LEFT">Neumarkt i.d.OPf.</td>
<td align="RIGHT">2,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09190</td>
<td align="LEFT">Weilheim-Schongau</td>
<td align="RIGHT">2,3</td>
</tr>
<tr>
<td align="CENTER" height="17">14522</td>
<td align="LEFT">Mittelsachsen</td>
<td align="RIGHT">2,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09175</td>
<td align="LEFT">Ebersberg</td>
<td align="RIGHT">2,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09185</td>
<td align="LEFT">Neuburg-Schrobenhausen</td>
<td align="RIGHT">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">08215</td>
<td align="LEFT" bgcolor="#FFFF00">Karlsruhe</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06437</td>
<td align="LEFT">Odenwaldkreis</td>
<td align="RIGHT">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14627</td>
<td align="LEFT" bgcolor="#FFFF00">Meißen</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14612</td>
<td align="LEFT" bgcolor="#FFFF00">Dresden</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16070</td>
<td align="LEFT">Ilm-Kreis</td>
<td align="RIGHT">1,8</td>
</tr>
<tr>
<td align="CENTER" height="17">14511</td>
<td align="LEFT">Chemnitz</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14625</td>
<td align="LEFT">Bautzen</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14628</td>
<td align="LEFT">Sächsische Schweiz-Osterzgebirge</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09173</td>
<td align="LEFT">Bad Tölz-Wolfratshausen</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07135</td>
<td align="LEFT">Cochem-Zell</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09275</td>
<td align="LEFT" bgcolor="#FFFF00">Passau</td>
<td align="RIGHT" bgcolor="#FFFF00">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14730</td>
<td align="LEFT">Nordsachsen</td>
<td align="RIGHT">1,5</td>
</tr>
<tr>
<td align="CENTER" height="17">14521</td>
<td align="LEFT">Erzgebirgskreis</td>
<td align="RIGHT">1,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09377</td>
<td align="LEFT">Tirschenreuth</td>
<td align="RIGHT">1,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16075</td>
<td align="LEFT">Saale-Orla-Kreis</td>
<td align="RIGHT">1,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14729</td>
<td align="LEFT" bgcolor="#FFFF00">Leipzig</td>
<td align="RIGHT" bgcolor="#FFFF00">1,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09671</td>
<td align="LEFT" bgcolor="#FFFF00">Aschaffenburg</td>
<td align="RIGHT" bgcolor="#FFFF00">1,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09577</td>
<td align="LEFT">Weißenburg-Gunzenhausen</td>
<td align="RIGHT">1,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16061</td>
<td align="LEFT">Eichsfeld</td>
<td align="RIGHT">1,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14524</td>
<td align="LEFT" bgcolor="#FFFF00">Zwickau</td>
<td align="RIGHT" bgcolor="#FFFF00">0,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09372</td>
<td align="LEFT">Cham</td>
<td align="RIGHT">0,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05966</td>
<td align="LEFT">Olpe</td>
<td align="RIGHT">0,7</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17"><span style="background-color: yellow;">13072</span></td>
<td align="LEFT" bgcolor="#FFFF00"><span style="background-color: yellow;">Landkreis Rostock</span></td>
<td align="RIGHT" bgcolor="#FFFF00"><span style="background-color: yellow;">0,0</span></td></tr>
</tbody></table>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-26139995940581200312016-06-07T04:04:00.003-07:002016-06-07T04:28:57.575-07:00PKS 2015 111000 §§ 177 Abs. 2, 3 und 4, 178 StGB Vergewaltigung/schwere sexuelle Nötigung: Landkreis ROSTOCK garantiert ohne Falschanzeigen - 402 Landkreise/krf Städte - Häufigkeitszahlen (HZ) von 0 bis 24,5 (Bremerhaven)<div class="dw-chart-header" id="header">
<h1>
<span class="chart-title">111000 PKS 2015 Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span>
</h1>
<div class="chart-intro">
Die Häufigkeitszahl (HZ) ist die Zahl der
bekannt gewordenen (angeblichen!) Fälle ... Die Berechnung erfolgt nach
der Formel HZ=erfasste Fälle X 100.000/Einwohnerzahl.</div>
</div>
<br />
Woher diese Riesen-Differenzen? Gigantisches Nord-Süd sowie West-Ost-Gefälle (weniger von Westfemanzen aufgehetzt? Weniger Falschanzeigen imm Rahmen von Sorge- und Umgangsrechtsverfahren? Überhaupt weniger Kinder, um die 'mittels' Idee/Falschanzeige gesstritten wird?) ! Warum Karlruhe und Heidelberg so niedrig, aber Mannheim so hoch?!?!? Auf jeden Fall kann die Nonsens-Non-Wissenschafts-These der gender-gehirngewaschenen und gehirnwaschendenden 'Opfer'verbände (der Name allein ist vorverurteildend wie die aus amerikanischen Serien bekannte Special <b>VICTIM </b>Unit = SVU) vom 'gleichverteilten' 'bekannten' Vergewalltiger doch längst nicht mehr rechtsstaatsaushöhlend und infam allen Ernstes aufrecht erhalten werden. Doch? Ohne Scham??? Na dann...<br />
<br />
Ach ja übrigens:<br />
<a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="202985146" href="https://twitter.com/tagesanzeiger"><b class="fullname js-action-profile-name show-popup-with-id" data-aria-label-part="">Tages-Anzeiger</b>
<span class="username js-action-profile-name" data-aria-label-part=""><s>@</s><b>tagesanzeiger</b></span>
</a>
<small class="time">
<a class="tweet-timestamp js-permalink js-nav js-tooltip" href="https://twitter.com/tagesanzeiger/status/740137485947142144" title="14:05 - 7. Juni 2016"><span class="_timestamp js-short-timestamp js-relative-timestamp" data-long-form="true" data-time-ms="1465297502000" data-time="1465297502">1 Std.</span><span class="u-hiddenVisually" data-aria-label-part="last">Vor 1 Stunde</span></a>
</small>
<br />
<blockquote class="twitter-tweet" data-lang="de">
<div dir="ltr" lang="de">
Sexualwissenschaftlerin Andrea Burri beantwortet in der neuen Kolumne «Sexologisch» Ihre Fragen. <a href="https://t.co/3KCVJweAye">https://t.co/3KCVJweAye</a></div>
— Tages-Anzeiger (@tagesanzeiger) <a href="https://twitter.com/tagesanzeiger/status/740137485947142144">7. Juni 2016</a></blockquote>
<script async="" charset="utf-8" src="//platform.twitter.com/widgets.js"></script>
<br />
<div class="js-tweet-text-container">
<div class="TweetTextSize js-tweet-text tweet-text" data-aria-label-part="0" lang="de">
Sexualwissenschaftlerin Andrea Burri beantwortet in der neuen Kolumne<b> «Sexologisch» </b>Ihre Fragen.<br />
<br />
Und wenn man/frau bedenkt, dass unter den wenigen Anzeigen gerade im Osten, dann immer noch <b>FALSCHANZEIGEN</b> sind ....<br />
<br />
<h1 class="pda-entry-title entry-title" itemprop="headline">
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank"><span class="pda-article-kicker">Verfahren gegen 29-Jährige eingeleitet</span></a></h1>
<h1 class="pda-entry-title entry-title" itemprop="headline">
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank">Frau täuscht in Dresden Vergewaltigung durch Ausländer vor</a></h1>
<div class="pda-article-intro" itemprop="description">
<div class="pda-aintro-p">
Eine
29-Jährige hat zugegeben, dass sie eine Vergewaltigung durch zwei
Ausländer erfunden hat. Das teilte die Polizei am Freitag mit. Gegen die
Frau wurde ein Verfahren wegen Vortäuschens einer Straftat eingeleitet.</div>
<div class="pda-abody-p">
<b>Dresden</b>. - Eine 29 Jahre alte Frau hat in
Dresden eine Vergewaltigung durch zwei Ausländer vorgetäuscht und steht
deshalb nun selbst im Fokus von Ermittlungen. Die am <b>21. Oktober</b>
angezeigte Tat hatte im Umfeld der islam- und ausländerfeindlichen
Pegida-Bewegung in Dresden für Aufregung gesorgt und galt dort als Beleg
für kriminelle Machenschaften von Flüchtlingen. </div>
<div class="pda-abody-p">
Wie
die Polizeidirektion Dresden am Freitag mitteilte, hat die 29-Jährige
nun eingeräumt, die Tat erfunden zu haben. „Nach ihren Angaben hat weder
ein Überfall noch eine Vergewaltigung stattgefunden. Ein Motiv für ihr
Handeln gab die Frau nicht an“, hieß es. </div>
<a href="http://www.lvz.de/Mitteldeutschland/Polizeiticker-Mitteldeutschland/Frau-taeuscht-in-Dresden-Vergewaltigung-durch-Auslaender-vor" target="_blank"><b>Die Dresdner Polizeidirektion hatte am 22. Oktober über[...weiter>>>>]</b></a><br />
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<img alt="" height="640" 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" width="628" /> <br />
<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE">
<colgroup><col width="110"></col><col width="216"></col><col width="110"></col></colgroup>
<tbody>
<tr>
<td align="CENTER" height="17" width="110"> AGS(text)</td>
<td align="LEFT" width="216">Stadt-/Landkreis</td>
<td align="LEFT" width="110">HZ nach Zensus</td>
</tr>
<tr>
<td align="CENTER" height="17">04012</td>
<td align="LEFT">Bremerhaven</td>
<td align="RIGHT">24,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03402</td>
<td align="LEFT">Emden</td>
<td align="RIGHT">24,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03404</td>
<td align="LEFT">Osnabrück</td>
<td align="RIGHT">22,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09363</td>
<td align="LEFT">Weiden i.d.OPf.</td>
<td align="RIGHT">21,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03102</td>
<td align="LEFT">Salzgitter</td>
<td align="RIGHT">21,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05915</td>
<td align="LEFT">Hamm</td>
<td align="RIGHT">21,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07312</td>
<td align="LEFT">Kaiserslautern</td>
<td align="RIGHT">20,5</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">08121</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Heilbronn</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">20,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">09262</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Passau</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">20,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">07317</td>
<td align="LEFT">Pirmasens</td>
<td align="RIGHT">20,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12051</td>
<td align="LEFT">Brandenburg an der Havel</td>
<td align="RIGHT">19,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05120</td>
<td align="LEFT">Remscheid</td>
<td align="RIGHT">19,3</td>
</tr>
<tr>
<td align="CENTER" height="17">05315</td>
<td align="LEFT">Köln</td>
<td align="RIGHT">18,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03401</td>
<td align="LEFT">Delmenhorst</td>
<td align="RIGHT">18,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07314</td>
<td align="LEFT">Ludwigshafen am Rhein</td>
<td align="RIGHT">18,3</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="color: white;"><span style="background-color: red;">09462</span></span></td>
<td align="LEFT"><span style="color: white;"><span style="background-color: red;">Bayreuth</span></span></td>
<td align="RIGHT"><span style="color: white;"><span style="background-color: red;">18,2</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">05916</td>
<td align="LEFT">Herne</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07233</td>
<td align="LEFT">Vulkaneifel</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07318</td>
<td align="LEFT">Speyer</td>
<td align="RIGHT">18,1</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="background-color: red;"><span style="color: white;">11000</span></span></td>
<td align="LEFT"><span style="background-color: red;"><span style="color: white;">Berlin</span></span></td>
<td align="RIGHT"><span style="background-color: red;"><span style="color: white;">18,0</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">09463</td>
<td align="LEFT">Coburg</td>
<td align="RIGHT">17,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07311</td>
<td align="LEFT">Frankenthal (Pfalz)</td>
<td align="RIGHT">16,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05114</td>
<td align="LEFT">Krefeld</td>
<td align="RIGHT">16,2</td>
</tr>
<tr>
<td align="CENTER" height="17">12052</td>
<td align="LEFT">Cottbus</td>
<td align="RIGHT">16,1</td>
</tr>
<tr>
<td align="CENTER" height="17">05914</td>
<td align="LEFT">Hagen</td>
<td align="RIGHT">16,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03257</td>
<td align="LEFT">Schaumburg</td>
<td align="RIGHT">16,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03153</td>
<td align="LEFT">Goslar</td>
<td align="RIGHT">16,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05124</td>
<td align="LEFT">Wuppertal</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05314</td>
<td align="LEFT">Bonn</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05117</td>
<td align="LEFT">Mülheim an der Ruhr</td>
<td align="RIGHT">15,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05913</td>
<td align="LEFT">Dortmund</td>
<td align="RIGHT">15,5</td>
</tr>
<tr>
<td align="CENTER" height="17">07315</td>
<td align="LEFT">Mainz</td>
<td align="RIGHT">15,5</td>
</tr>
<tr>
<td align="CENTER" height="17">06611</td>
<td align="LEFT">Kassel</td>
<td align="RIGHT">15,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08231</td>
<td align="LEFT">Pforzheim</td>
<td align="RIGHT">15,1</td>
</tr>
<tr>
<td align="CENTER" height="17">01051</td>
<td align="LEFT">Dithmarschen</td>
<td align="RIGHT">15,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08111</td>
<td align="LEFT">Stuttgart</td>
<td align="RIGHT">15,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05113</td>
<td align="LEFT">Essen</td>
<td align="RIGHT">15,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09171</td>
<td align="LEFT">Altötting</td>
<td align="RIGHT">14,9</td>
</tr>
<tr>
<td align="CENTER" height="17">06413</td>
<td align="LEFT">Offenbach am Main</td>
<td align="RIGHT">14,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05758</td>
<td align="LEFT">Herford</td>
<td align="RIGHT">14,8</td>
</tr>
<tr>
<td align="CENTER" height="17">04011</td>
<td align="LEFT">Bremen</td>
<td align="RIGHT">14,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09564</td>
<td align="LEFT">Nürnberg</td>
<td align="RIGHT">14,4</td>
</tr>
<tr>
<td align="CENTER" height="17">03354</td>
<td align="LEFT">Lüchow-Dannenberg</td>
<td align="RIGHT">14,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08421</td>
<td align="LEFT">Ulm</td>
<td align="RIGHT">14,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03358</td>
<td align="LEFT">Landkreis Heidekreis</td>
<td align="RIGHT">14,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07319</td>
<td align="LEFT">Worms</td>
<td align="RIGHT">13,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08327</td>
<td align="LEFT">Tuttlingen</td>
<td align="RIGHT">13,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07316</td>
<td align="LEFT">Neustadt an der Weinstraße</td>
<td align="RIGHT">13,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09163</td>
<td align="LEFT">Rosenheim</td>
<td align="RIGHT">13,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09263</td>
<td align="LEFT">Straubing</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03241</td>
<td align="LEFT">Region Hannover</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03157</td>
<td align="LEFT">Peine</td>
<td align="RIGHT">13,0</td>
</tr>
<tr>
<td align="CENTER" height="17">03452</td>
<td align="LEFT">Aurich</td>
<td align="RIGHT">12,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05122</td>
<td align="LEFT">Solingen</td>
<td align="RIGHT">12,8</td>
</tr>
<tr>
<td align="CENTER" height="17"><span style="background-color: red;"><span style="color: white;">08222</span></span></td>
<td align="LEFT"><span style="background-color: red;"><span style="color: white;">Mannheim</span></span></td>
<td align="RIGHT"><span style="background-color: red;"><span style="color: white;">12,7</span></span></td>
</tr>
<tr>
<td align="CENTER" height="17">16051</td>
<td align="LEFT">Erfurt</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">01003</td>
<td align="LEFT">Lübeck</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">10041</td>
<td align="LEFT">Regionalverband Saarbrücken</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07111</td>
<td align="LEFT">Koblenz</td>
<td align="RIGHT">12,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09461</td>
<td align="LEFT">Bamberg</td>
<td align="RIGHT">12,5</td>
</tr>
<tr>
<td align="CENTER" height="17">15003</td>
<td align="LEFT">Magdeburg</td>
<td align="RIGHT">12,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03403</td>
<td align="LEFT">Oldenburg (Oldenburg)</td>
<td align="RIGHT">12,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16069</td>
<td align="LEFT">Hildburghausen</td>
<td align="RIGHT">12,4</td>
</tr>
<tr>
<td align="CENTER" height="17">01002</td>
<td align="LEFT">Kiel</td>
<td align="RIGHT">12,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03154</td>
<td align="LEFT">Helmstedt</td>
<td align="RIGHT">12,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03152</td>
<td align="LEFT">Göttingen</td>
<td align="RIGHT">12,0</td>
</tr>
<tr>
<td align="CENTER" height="17">16056</td>
<td align="LEFT">Eisenach</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03456</td>
<td align="LEFT">Grafschaft Bentheim</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05562</td>
<td align="LEFT">Recklinghausen</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03360</td>
<td align="LEFT">Uelzen</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09261</td>
<td align="LEFT">Landshut</td>
<td align="RIGHT">11,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09183</td>
<td align="LEFT">Mühldorf a.Inn</td>
<td align="RIGHT">11,8</td>
</tr>
<tr>
<td align="CENTER" height="17">01054</td>
<td align="LEFT">Nordfriesland</td>
<td align="RIGHT">11,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03101</td>
<td align="LEFT">Braunschweig</td>
<td align="RIGHT">11,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09662</td>
<td align="LEFT">Schweinfurt</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05358</td>
<td align="LEFT">Düren</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09374</td>
<td align="LEFT">Neustadt a.d.Waldnaab</td>
<td align="RIGHT">11,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03457</td>
<td align="LEFT">Leer</td>
<td align="RIGHT">11,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09188</td>
<td align="LEFT">Starnberg</td>
<td align="RIGHT">11,4</td>
</tr>
<tr>
<td align="CENTER" height="17">05911</td>
<td align="LEFT">Bochum</td>
<td align="RIGHT">11,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07313</td>
<td align="LEFT">Landau in der Pfalz</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06534</td>
<td align="LEFT">Marburg-Biedenkopf</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07138</td>
<td align="LEFT">Neuwied</td>
<td align="RIGHT">11,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03357</td>
<td align="LEFT">Rotenburg (Wümme)</td>
<td align="RIGHT">11,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07211</td>
<td align="LEFT">Trier</td>
<td align="RIGHT">11,1</td>
</tr>
<tr>
<td align="CENTER" height="17">05774</td>
<td align="LEFT">Paderborn</td>
<td align="RIGHT">11,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12063</td>
<td align="LEFT">Havelland</td>
<td align="RIGHT">10,9</td>
</tr>
<tr>
<td align="CENTER" height="17">06414</td>
<td align="LEFT">Wiesbaden</td>
<td align="RIGHT">10,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08311</td>
<td align="LEFT">Freiburg im Breisgau</td>
<td align="RIGHT">10,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05974</td>
<td align="LEFT">Soest</td>
<td align="RIGHT">10,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12065</td>
<td align="LEFT">Oberhavel</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08417</td>
<td align="LEFT">Zollernalbkreis</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09775</td>
<td align="LEFT">Neu-Ulm</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03355</td>
<td align="LEFT">Lüneburg</td>
<td align="RIGHT">10,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05570</td>
<td align="LEFT">Warendorf</td>
<td align="RIGHT">10,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09780</td>
<td align="LEFT">Oberallgäu</td>
<td align="RIGHT">10,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05316</td>
<td align="LEFT">Leverkusen</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05116</td>
<td align="LEFT">Mönchengladbach</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08426</td>
<td align="LEFT">Biberach</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09162</td>
<td align="LEFT">München</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05513</td>
<td align="LEFT">Gelsenkirchen</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03155</td>
<td align="LEFT">Northeim</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03454</td>
<td align="LEFT">Emsland</td>
<td align="RIGHT">10,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05554</td>
<td align="LEFT">Borken</td>
<td align="RIGHT">10,4</td>
</tr>
<tr>
<td align="CENTER" height="17">15002</td>
<td align="LEFT">Halle (Saale)</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03455</td>
<td align="LEFT">Friesland</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01004</td>
<td align="LEFT">Neumünster</td>
<td align="RIGHT">10,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01059</td>
<td align="LEFT">Schleswig-Flensburg</td>
<td align="RIGHT">10,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03353</td>
<td align="LEFT">Harburg</td>
<td align="RIGHT">10,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03461</td>
<td align="LEFT">Wesermarsch</td>
<td align="RIGHT">10,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09561</td>
<td align="LEFT">Ansbach</td>
<td align="RIGHT">10,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12073</td>
<td align="LEFT">Uckermark</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09161</td>
<td align="LEFT">Ingolstadt</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05962</td>
<td align="LEFT">Märkischer Kreis</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05112</td>
<td align="LEFT">Duisburg</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07336</td>
<td align="LEFT">Kusel</td>
<td align="RIGHT">9,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05566</td>
<td align="LEFT">Steinfurt</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08436</td>
<td align="LEFT">Ravensburg</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">03255</td>
<td align="LEFT">Holzminden</td>
<td align="RIGHT">9,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05334</td>
<td align="LEFT">Aachen</td>
<td align="RIGHT">9,7</td>
</tr>
<tr>
<td align="CENTER" height="17">15001</td>
<td align="LEFT">Dessau-Roßlau</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06412</td>
<td align="LEFT">Frankfurt am Main</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05119</td>
<td align="LEFT">Oberhausen</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08237</td>
<td align="LEFT">Freudenstadt</td>
<td align="RIGHT">9,6</td>
</tr>
<tr>
<td align="CENTER" height="17">16052</td>
<td align="LEFT">Gera</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03156</td>
<td align="LEFT">Osterode am Harz</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09764</td>
<td align="LEFT">Memmingen</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">03252</td>
<td align="LEFT">Hameln-Pyrmont</td>
<td align="RIGHT">9,5</td>
</tr>
<tr>
<td align="CENTER" height="17">01053</td>
<td align="LEFT">Herzogtum Lauenburg</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08335</td>
<td align="LEFT">Konstanz</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09178</td>
<td align="LEFT">Freising</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06533</td>
<td align="LEFT">Limburg-Weilburg</td>
<td align="RIGHT">9,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07333</td>
<td align="LEFT">Donnersbergkreis</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">06439</td>
<td align="LEFT">Rheingau-Taunus-Kreis</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">08212</td>
<td align="LEFT">Karlsruhe</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03405</td>
<td align="LEFT">Wilhelmshaven</td>
<td align="RIGHT">9,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09761</td>
<td align="LEFT">Augsburg</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03453</td>
<td align="LEFT">Cloppenburg</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05374</td>
<td align="LEFT">Oberbergischer Kreis</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08128</td>
<td align="LEFT">Main-Tauber-Kreis</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03256</td>
<td align="LEFT">Nienburg (Weser)</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08416</td>
<td align="LEFT">Tübingen</td>
<td align="RIGHT">9,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09362</td>
<td align="LEFT">Regensburg</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">01055</td>
<td align="LEFT">Ostholstein</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06438</td>
<td align="LEFT">Offenbach</td>
<td align="RIGHT">9,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08221</td>
<td align="LEFT">Heidelberg</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05162</td>
<td align="LEFT">Rhein-Kreis Neuss</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05366</td>
<td align="LEFT">Euskirchen</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">12067</td>
<td align="LEFT">Oder-Spree</td>
<td align="RIGHT">9,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05111</td>
<td align="LEFT">Düsseldorf</td>
<td align="RIGHT">8,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03462</td>
<td align="LEFT">Wittmund</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">07320</td>
<td align="LEFT">Zweibrücken</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09661</td>
<td align="LEFT">Aschaffenburg</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16072</td>
<td align="LEFT">Sonneberg</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16066</td>
<td align="LEFT">Schmalkalden-Meiningen</td>
<td align="RIGHT">8,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05754</td>
<td align="LEFT">Gütersloh</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">10042</td>
<td align="LEFT">Merzig-Wadern</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05362</td>
<td align="LEFT">Rhein-Erft-Kreis</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07131</td>
<td align="LEFT">Ahrweiler</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">12053</td>
<td align="LEFT">Frankfurt (Oder)</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">06434</td>
<td align="LEFT">Hochtaunuskreis</td>
<td align="RIGHT">8,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09181</td>
<td align="LEFT">Landsberg am Lech</td>
<td align="RIGHT">8,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03351</td>
<td align="LEFT">Celle</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">12064</td>
<td align="LEFT">Märkisch-Oderland</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08337</td>
<td align="LEFT">Waldshut</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">06531</td>
<td align="LEFT">Gießen</td>
<td align="RIGHT">8,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05382</td>
<td align="LEFT">Rhein-Sieg-Kreis</td>
<td align="RIGHT">8,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06435</td>
<td align="LEFT">Main-Kinzig-Kreis</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03158</td>
<td align="LEFT">Wolfenbüttel</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01060</td>
<td align="LEFT">Segeberg</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">01001</td>
<td align="LEFT">Flensburg</td>
<td align="RIGHT">8,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09563</td>
<td align="LEFT">Fürth</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">02000</td>
<td align="LEFT">Hamburg</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09174</td>
<td align="LEFT">Dachau</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01058</td>
<td align="LEFT">Rendsburg-Eckernförde</td>
<td align="RIGHT">8,2</td>
</tr>
<tr>
<td align="CENTER" height="17">03352</td>
<td align="LEFT">Cuxhaven</td>
<td align="RIGHT">8,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03254</td>
<td align="LEFT">Hildesheim</td>
<td align="RIGHT">8,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05158</td>
<td align="LEFT">Mettmann</td>
<td align="RIGHT">8,0</td>
</tr>
<tr>
<td align="CENTER" height="17">08127</td>
<td align="LEFT">Schwäbisch Hall</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">03458</td>
<td align="LEFT">Oldenburg</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15082</td>
<td align="LEFT">Anhalt-Bitterfeld</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05154</td>
<td align="LEFT">Kleve</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08235</td>
<td align="LEFT">Calw</td>
<td align="RIGHT">7,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15091</td>
<td align="LEFT">Wittenberg</td>
<td align="RIGHT">7,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16064</td>
<td align="LEFT">Unstrut-Hainich-Kreis</td>
<td align="RIGHT">7,7</td>
</tr>
<tr>
<td align="CENTER" height="17">05958</td>
<td align="LEFT">Hochsauerlandkreis</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05970</td>
<td align="LEFT">Siegen-Wittgenstein</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09179</td>
<td align="LEFT">Fürstenfeldbruck</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">13004</td>
<td align="LEFT">Schwerin</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05711</td>
<td align="LEFT">Bielefeld</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">03251</td>
<td align="LEFT">Diepholz</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08216</td>
<td align="LEFT">Rastatt</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09776</td>
<td align="LEFT">Lindau (Bodensee)</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">08415</td>
<td align="LEFT">Reutlingen</td>
<td align="RIGHT">7,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05378</td>
<td align="LEFT">Rheinisch-Bergischer Kreis</td>
<td align="RIGHT">7,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09279</td>
<td align="LEFT">Dingolfing-Landau</td>
<td align="RIGHT">7,5</td>
</tr>
<tr>
<td align="CENTER" height="17">12072</td>
<td align="LEFT">Teltow-Fläming</td>
<td align="RIGHT">7,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16071</td>
<td align="LEFT">Weimarer Land</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03460</td>
<td align="LEFT">Vechta</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03103</td>
<td align="LEFT">Wolfsburg</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07232</td>
<td align="LEFT">Eifelkreis Bitburg-Prüm</td>
<td align="RIGHT">7,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09361</td>
<td align="LEFT">Amberg</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07231</td>
<td align="LEFT">Bernkastel-Wittlich</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">10044</td>
<td align="LEFT">Saarlouis</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08336</td>
<td align="LEFT">Lörrach</td>
<td align="RIGHT">7,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09762</td>
<td align="LEFT">Kaufbeuren</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">15084</td>
<td align="LEFT">Burgenlandkreis</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16062</td>
<td align="LEFT">Nordhausen</td>
<td align="RIGHT">7,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08135</td>
<td align="LEFT">Heidenheim</td>
<td align="RIGHT">7,0</td>
</tr>
<tr>
<td align="CENTER" height="17">15081</td>
<td align="LEFT">Altmarkkreis Salzwedel</td>
<td align="RIGHT">7,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09477</td>
<td align="LEFT">Kulmbach</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05978</td>
<td align="LEFT">Unna</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08316</td>
<td align="LEFT">Emmendingen</td>
<td align="RIGHT">6,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08136</td>
<td align="LEFT">Ostalbkreis</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09172</td>
<td align="LEFT">Berchtesgadener Land</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08326</td>
<td align="LEFT">Schwarzwald-Baar-Kreis</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12071</td>
<td align="LEFT">Spree-Neiße</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">10043</td>
<td align="LEFT">Neunkirchen</td>
<td align="RIGHT">6,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08115</td>
<td align="LEFT">Böblingen</td>
<td align="RIGHT">6,7</td>
</tr>
<tr>
<td align="CENTER" height="17">03359</td>
<td align="LEFT">Stade</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09186</td>
<td align="LEFT">Pfaffenhofen a.d.Ilm</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09562</td>
<td align="LEFT">Erlangen</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">15086</td>
<td align="LEFT">Jerichower Land</td>
<td align="RIGHT">6,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06433</td>
<td align="LEFT">Groß-Gerau</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05954</td>
<td align="LEFT">Ennepe-Ruhr-Kreis</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08317</td>
<td align="LEFT">Ortenaukreis</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16077</td>
<td align="LEFT">Altenburger Land</td>
<td align="RIGHT">6,5</td>
</tr>
<tr>
<td align="CENTER" height="17">05166</td>
<td align="LEFT">Viersen</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09773</td>
<td align="LEFT">Dillingen a.d.Donau</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09272</td>
<td align="LEFT">Freyung-Grafenau</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">07133</td>
<td align="LEFT">Bad Kreuznach</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09189</td>
<td align="LEFT">Traunstein</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08116</td>
<td align="LEFT">Esslingen</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">15085</td>
<td align="LEFT">Harz</td>
<td align="RIGHT">6,4</td>
</tr>
<tr>
<td align="CENTER" height="17">01062</td>
<td align="LEFT">Stormarn</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">15087</td>
<td align="LEFT">Mansfeld-Südharz</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">13073</td>
<td align="LEFT">Vorpommern-Rügen</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">08437</td>
<td align="LEFT">Sigmaringen</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03459</td>
<td align="LEFT">Osnabrück</td>
<td align="RIGHT">6,3</td>
</tr>
<tr>
<td align="CENTER" height="17">07340</td>
<td align="LEFT">Südwestpfalz</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09475</td>
<td align="LEFT">Hof</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">08435</td>
<td align="LEFT">Bodenseekreis</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">07137</td>
<td align="LEFT">Mayen-Koblenz</td>
<td align="RIGHT">6,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01061</td>
<td align="LEFT">Steinburg</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">12054</td>
<td align="LEFT">Potsdam</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09763</td>
<td align="LEFT">Kempten (Allgäu)</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07332</td>
<td align="LEFT">Bad Dürkheim</td>
<td align="RIGHT">6,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08119</td>
<td align="LEFT">Rems-Murr-Kreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07143</td>
<td align="LEFT">Westerwaldkreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07338</td>
<td align="LEFT">Rhein-Pfalz-Kreis</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">08117</td>
<td align="LEFT">Göppingen</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" height="17">05515</td>
<td align="LEFT">Münster</td>
<td align="RIGHT">6,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">06411</td>
<td align="LEFT" bgcolor="#FFFF00">Darmstadt</td>
<td align="RIGHT" bgcolor="#FFFF00">5,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09672</td>
<td align="LEFT">Bad Kissingen</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09180</td>
<td align="LEFT">Garmisch-Partenkirchen</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">15083</td>
<td align="LEFT">Börde</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">06635</td>
<td align="LEFT">Waldeck-Frankenberg</td>
<td align="RIGHT">5,8</td>
</tr>
<tr>
<td align="CENTER" height="17">12060</td>
<td align="LEFT">Barnim</td>
<td align="RIGHT">5,7</td>
</tr>
<tr>
<td align="CENTER" height="17">06535</td>
<td align="LEFT">Vogelsbergkreis</td>
<td align="RIGHT">5,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09663</td>
<td align="LEFT">Würzburg</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">05370</td>
<td align="LEFT">Heinsberg</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09376</td>
<td align="LEFT">Schwandorf</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06633</td>
<td align="LEFT">Kassel</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">12061</td>
<td align="LEFT">Dahme-Spreewald</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07331</td>
<td align="LEFT">Alzey-Worms</td>
<td align="RIGHT">5,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09471</td>
<td align="LEFT">Bamberg</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16054</td>
<td align="LEFT">Suhl</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">08126</td>
<td align="LEFT">Hohenlohekreis</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">07132</td>
<td align="LEFT">Altenkirchen (Westerwald)</td>
<td align="RIGHT">5,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09479</td>
<td align="LEFT">Wunsiedel i.Fichtelgebirge</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08226</td>
<td align="LEFT">Rhein-Neckar-Kreis</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">03356</td>
<td align="LEFT">Osterholz</td>
<td align="RIGHT">5,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09177</td>
<td align="LEFT">Erding</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">06431</td>
<td align="LEFT">Bergstraße</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">12069</td>
<td align="LEFT">Potsdam-Mittelmark</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09572</td>
<td align="LEFT">Erlangen-Höchstadt</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03361</td>
<td align="LEFT">Verden</td>
<td align="RIGHT">5,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09276</td>
<td align="LEFT">Regen</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05766</td>
<td align="LEFT">Lippe</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">16065</td>
<td align="LEFT">Kyffhäuserkreis</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">13076</td>
<td align="LEFT">Ludwigslust-Parchim</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06532</td>
<td align="LEFT">Lahn-Dill-Kreis</td>
<td align="RIGHT">5,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09278</td>
<td align="LEFT">Straubing-Bogen</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09277</td>
<td align="LEFT">Rottal-Inn</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">12068</td>
<td align="LEFT">Ostprignitz-Ruppin</td>
<td align="RIGHT">5,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06632</td>
<td align="LEFT">Hersfeld-Rotenburg</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09673</td>
<td align="LEFT">Rhön-Grabfeld</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09571</td>
<td align="LEFT">Ansbach</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">06634</td>
<td align="LEFT">Schwalm-Eder-Kreis</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">06636</td>
<td align="LEFT">Werra-Meißner-Kreis</td>
<td align="RIGHT">5,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09772</td>
<td align="LEFT">Augsburg</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">08225</td>
<td align="LEFT">Neckar-Odenwald-Kreis</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">01056</td>
<td align="LEFT">Pinneberg</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05762</td>
<td align="LEFT">Höxter</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">10045</td>
<td align="LEFT">Saarpfalz-Kreis</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">05770</td>
<td align="LEFT">Minden-Lübbecke</td>
<td align="RIGHT">4,9</td>
</tr>
<tr>
<td align="CENTER" height="17">15088</td>
<td align="LEFT">Saalekreis</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09574</td>
<td align="LEFT">Nürnberger Land</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">07335</td>
<td align="LEFT">Kaiserslautern</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">09187</td>
<td align="LEFT">Rosenheim</td>
<td align="RIGHT">4,8</td>
</tr>
<tr>
<td align="CENTER" height="17">16055</td>
<td align="LEFT">Weimar</td>
<td align="RIGHT">4,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08236</td>
<td align="LEFT">Enzkreis</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">15089</td>
<td align="LEFT">Salzlandkreis</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">16073</td>
<td align="LEFT">Saalfeld-Rudolstadt</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07337</td>
<td align="LEFT">Südliche Weinstraße</td>
<td align="RIGHT">4,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09675</td>
<td align="LEFT">Kitzingen</td>
<td align="RIGHT">4,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09464</td>
<td align="LEFT">Hof</td>
<td align="RIGHT">4,5</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09184</td>
<td align="LEFT" bgcolor="#FFFF00">München</td>
<td align="RIGHT" bgcolor="#FFFF00">4,5</td>
</tr>
<tr>
<td align="CENTER" height="17">16067</td>
<td align="LEFT">Gotha</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">08325</td>
<td align="LEFT">Rottweil</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09476</td>
<td align="LEFT">Kronach</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09474</td>
<td align="LEFT">Forchheim</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">05170</td>
<td align="LEFT">Wesel</td>
<td align="RIGHT">4,4</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">15090</td>
<td align="LEFT" bgcolor="#FFFF00">Stendal</td>
<td align="RIGHT" bgcolor="#FFFF00">4,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06436</td>
<td align="LEFT">Main-Taunus-Kreis</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09778</td>
<td align="LEFT">Unterallgäu</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">05512</td>
<td align="LEFT">Bottrop</td>
<td align="RIGHT">4,3</td>
</tr>
<tr>
<td align="CENTER" height="17">03451</td>
<td align="LEFT">Ammerland</td>
<td align="RIGHT">4,2</td>
</tr>
<tr>
<td align="CENTER" height="17">05558</td>
<td align="LEFT">Coesfeld</td>
<td align="RIGHT">4,2</td>
</tr>
<tr>
<td align="CENTER" height="17">06631</td>
<td align="LEFT">Fulda</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07235</td>
<td align="LEFT">Trier-Saarburg</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">07141</td>
<td align="LEFT">Rhein-Lahn-Kreis</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">03151</td>
<td align="LEFT">Gifhorn</td>
<td align="RIGHT">4,1</td>
</tr>
<tr>
<td align="CENTER" height="17">08118</td>
<td align="LEFT">Ludwigsburg</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">07334</td>
<td align="LEFT">Germersheim</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09274</td>
<td align="LEFT">Landshut</td>
<td align="RIGHT">4,0</td>
</tr>
<tr>
<td align="CENTER" height="17">16076</td>
<td align="LEFT">Greiz</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09176</td>
<td align="LEFT">Eichstätt</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07140</td>
<td align="LEFT">Rhein-Hunsrück-Kreis</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">13003</td>
<td align="LEFT" bgcolor="#FFFF00">Rostock</td>
<td align="RIGHT" bgcolor="#FFFF00">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">07339</td>
<td align="LEFT">Mainz-Bingen</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09371</td>
<td align="LEFT">Amberg-Sulzbach</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">12070</td>
<td align="LEFT">Prignitz</td>
<td align="RIGHT">3,9</td>
</tr>
<tr>
<td align="CENTER" height="17">12062</td>
<td align="LEFT">Elbe-Elster</td>
<td align="RIGHT">3,8</td>
</tr>
<tr>
<td align="CENTER" height="17">13075</td>
<td align="LEFT">Vorpommern-Greifswald</td>
<td align="RIGHT">3,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08211</td>
<td align="LEFT">Baden-Baden</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">07134</td>
<td align="LEFT">Birkenfeld</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">08425</td>
<td align="LEFT">Alb-Donau-Kreis</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">16053</td>
<td align="LEFT" bgcolor="#FFFF00">Jena</td>
<td align="RIGHT" bgcolor="#FFFF00">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09777</td>
<td align="LEFT">Ostallgäu</td>
<td align="RIGHT">3,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09674</td>
<td align="LEFT">Haßberge</td>
<td align="RIGHT">3,6</td>
</tr>
<tr>
<td align="CENTER" height="17">06432</td>
<td align="LEFT">Darmstadt-Dieburg</td>
<td align="RIGHT">3,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09473</td>
<td align="LEFT">Coburg</td>
<td align="RIGHT">3,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09273</td>
<td align="LEFT">Kelheim</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">10046</td>
<td align="LEFT">St. Wendel</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">06440</td>
<td align="LEFT">Wetteraukreis</td>
<td align="RIGHT">3,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09774</td>
<td align="LEFT">Günzburg</td>
<td align="RIGHT">3,3</td>
</tr>
<tr>
<td align="CENTER" height="17">13074</td>
<td align="LEFT">Nordwestmecklenburg</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09375</td>
<td align="LEFT" bgcolor="#FFFF00">Regensburg</td>
<td align="RIGHT" bgcolor="#FFFF00">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">16063</td>
<td align="LEFT">Wartburgkreis</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09677</td>
<td align="LEFT">Main-Spessart</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">01057</td>
<td align="LEFT">Plön</td>
<td align="RIGHT">3,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09676</td>
<td align="LEFT">Miltenberg</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">14713</td>
<td align="LEFT">Leipzig</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09182</td>
<td align="LEFT">Miesbach</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09771</td>
<td align="LEFT">Aichach-Friedberg</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09779</td>
<td align="LEFT">Donau-Ries</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">09575</td>
<td align="LEFT">Neustadt a.d.Aisch-Bad Windsheim</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">13071</td>
<td align="LEFT">Mecklenburgische Seenplatte</td>
<td align="RIGHT">3,1</td>
</tr>
<tr>
<td align="CENTER" height="17">14523</td>
<td align="LEFT">Vogtlandkreis</td>
<td align="RIGHT">3,0</td>
</tr>
<tr>
<td align="CENTER" height="17">09478</td>
<td align="LEFT">Lichtenfels</td>
<td align="RIGHT">3,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09472</td>
<td align="LEFT" bgcolor="#FFFF00">Bayreuth</td>
<td align="RIGHT" bgcolor="#FFFF00">2,9</td>
</tr>
<tr>
<td align="CENTER" height="17">16068</td>
<td align="LEFT">Sömmerda</td>
<td align="RIGHT">2,8</td>
</tr>
<tr>
<td align="CENTER" height="17">08315</td>
<td align="LEFT">Breisgau-Hochschwarzwald</td>
<td align="RIGHT">2,8</td>
</tr>
<tr>
<td align="CENTER" height="17">14626</td>
<td align="LEFT">Görlitz</td>
<td align="RIGHT">2,7</td>
</tr>
<tr>
<td align="CENTER" height="17">12066</td>
<td align="LEFT">Oberspreewald-Lausitz</td>
<td align="RIGHT">2,7</td>
</tr>
<tr>
<td align="CENTER" height="17">09678</td>
<td align="LEFT">Schweinfurt</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09573</td>
<td align="LEFT">Fürth</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09271</td>
<td align="LEFT">Deggendorf</td>
<td align="RIGHT">2,6</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09679</td>
<td align="LEFT" bgcolor="#FFFF00">Würzburg</td>
<td align="RIGHT" bgcolor="#FFFF00">2,5</td>
</tr>
<tr>
<td align="CENTER" height="17">09565</td>
<td align="LEFT">Schwabach</td>
<td align="RIGHT">2,5</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">08125</td>
<td align="LEFT" bgcolor="#FFFF00">Heilbronn</td>
<td align="RIGHT" bgcolor="#FFFF00">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09576</td>
<td align="LEFT">Roth</td>
<td align="RIGHT">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16074</td>
<td align="LEFT">Saale-Holzland-Kreis</td>
<td align="RIGHT">2,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09373</td>
<td align="LEFT">Neumarkt i.d.OPf.</td>
<td align="RIGHT">2,3</td>
</tr>
<tr>
<td align="CENTER" height="17">09190</td>
<td align="LEFT">Weilheim-Schongau</td>
<td align="RIGHT">2,3</td>
</tr>
<tr>
<td align="CENTER" height="17">14522</td>
<td align="LEFT">Mittelsachsen</td>
<td align="RIGHT">2,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09175</td>
<td align="LEFT">Ebersberg</td>
<td align="RIGHT">2,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09185</td>
<td align="LEFT">Neuburg-Schrobenhausen</td>
<td align="RIGHT">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">08215</td>
<td align="LEFT" bgcolor="#FFFF00">Karlsruhe</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" height="17">06437</td>
<td align="LEFT">Odenwaldkreis</td>
<td align="RIGHT">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14627</td>
<td align="LEFT" bgcolor="#FFFF00">Meißen</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14612</td>
<td align="LEFT" bgcolor="#FFFF00">Dresden</td>
<td align="RIGHT" bgcolor="#FFFF00">2,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16070</td>
<td align="LEFT">Ilm-Kreis</td>
<td align="RIGHT">1,8</td>
</tr>
<tr>
<td align="CENTER" height="17">14511</td>
<td align="LEFT">Chemnitz</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14625</td>
<td align="LEFT">Bautzen</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14628</td>
<td align="LEFT">Sächsische Schweiz-Osterzgebirge</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">09173</td>
<td align="LEFT">Bad Tölz-Wolfratshausen</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">07135</td>
<td align="LEFT">Cochem-Zell</td>
<td align="RIGHT">1,6</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09275</td>
<td align="LEFT" bgcolor="#FFFF00">Passau</td>
<td align="RIGHT" bgcolor="#FFFF00">1,6</td>
</tr>
<tr>
<td align="CENTER" height="17">14730</td>
<td align="LEFT">Nordsachsen</td>
<td align="RIGHT">1,5</td>
</tr>
<tr>
<td align="CENTER" height="17">14521</td>
<td align="LEFT">Erzgebirgskreis</td>
<td align="RIGHT">1,4</td>
</tr>
<tr>
<td align="CENTER" height="17">09377</td>
<td align="LEFT">Tirschenreuth</td>
<td align="RIGHT">1,4</td>
</tr>
<tr>
<td align="CENTER" height="17">16075</td>
<td align="LEFT">Saale-Orla-Kreis</td>
<td align="RIGHT">1,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14729</td>
<td align="LEFT" bgcolor="#FFFF00">Leipzig</td>
<td align="RIGHT" bgcolor="#FFFF00">1,2</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">09671</td>
<td align="LEFT" bgcolor="#FFFF00">Aschaffenburg</td>
<td align="RIGHT" bgcolor="#FFFF00">1,2</td>
</tr>
<tr>
<td align="CENTER" height="17">09577</td>
<td align="LEFT">Weißenburg-Gunzenhausen</td>
<td align="RIGHT">1,1</td>
</tr>
<tr>
<td align="CENTER" height="17">16061</td>
<td align="LEFT">Eichsfeld</td>
<td align="RIGHT">1,0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">14524</td>
<td align="LEFT" bgcolor="#FFFF00">Zwickau</td>
<td align="RIGHT" bgcolor="#FFFF00">0,9</td>
</tr>
<tr>
<td align="CENTER" height="17">09372</td>
<td align="LEFT">Cham</td>
<td align="RIGHT">0,8</td>
</tr>
<tr>
<td align="CENTER" height="17">05966</td>
<td align="LEFT">Olpe</td>
<td align="RIGHT">0,7</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FFFF00" height="17">13072</td>
<td align="LEFT" bgcolor="#FFFF00">Landkreis Rostock</td>
<td align="RIGHT" bgcolor="#FFFF00">0,0</td>
</tr>
</tbody>
</table>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-9109459250735294572016-06-07T03:09:00.001-07:002016-06-07T03:33:39.062-07:00NEIN heißt NEIN! ???? DAVID GARRETT der Johnny DEPP der Woche???? Was heißt hier/da schon Rechtsstaat???!!!<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Wer noch nicht begriffen hat, wo - angesichts der seit Jahren massiv fallenden (inzwischen deutlich unter 1000) Verurteilungszahlen im Bereich Vergewaltigung/sexuelle Nötigung - die Reise <b>ab Sommer auch in diesem Lande <a href="http://www.zeit.de/gesellschaft/zeitgeschehen/2016-05/literatur-strafrecht-fischer-im-recht/komplettansicht" target="_blank">(wenn es nach der noch regierenden vor der Abwahl stehenden GroKO, dem 'Opfer'verbänden wie dem WR und EMMA gehen soll)</a> </b>hingehen soll und die explodierenden Denunziationskampagnen - nicht zufällig an vorgeblichen Elite-Universitäten der USA - 'verpaßt hat, der möge die Kampagnen gegen Johnny <b>DEPP </b>und (neu: seit gestern 'unseren')<b> David GARRETT</b> verfolgen. Rechtsstaatliche Verfahren interssieren nur noch einen Sch...!!! Ein paar blaue Flecken hier ein paar braune da und fertig ist die Vernichtungskampagne ( Die Causa Jörg Kachelmann läßt grüßen.) der Chefsesel frei 'quotiert', der männliche Student rechtsstaatswidrig weggendert, dessen Vater ggfls. um ein paar Milliönchen erleichert. Leichter geht es natürlich (noch) in Amerika, lukrativer ist ist es ohnehin. Wenn der 'Ex' ohnehin selbst schon ein paar (HUNDERT - wie im Falle Depp) Millionen erwirtschaft hat, sowieso. </span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.spiegel.de/panorama/gesellschaft/geiger-david-garrett-wehrt-sich-gegen-gewalt-sex-vorwuerfe-a-1096172.html" target="_blank">http://www.spiegel.de/panorama/gesellschaft/geiger-david-garrett-wehrt-sich-gegen-gewalt-sex-vorwuerfe-a-1096172.html</a> </span></div>
<div style="text-align: justify;">
<br /></div>
<h2 class="article-title lp-article-title ">
<span class="headline-intro">Star-Geiger:</span> <span class="headline">David Garrett wehrt sich gegen Gewalt-Sex-Vorwürfe</span></h2>
<h2 class="article-title lp-article-title ">
<span class="headline"><b>Die Pornodarstellerin Kendall Karson erhebt schwere Vorwürfe
gegen Star-Geiger David Garrett. Der Musiker fühlt sich erpresst - und
erzählt in einem Interview Details über seine Beziehung zu der
28-Jährigen.[...]</b> </span></h2>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"> <a href="http://www.welt.de/vermischtes/article156003385/Star-Geiger-sieht-sich-von-Pornostar-erpresst.html" target="_blank">http://www.welt.de/vermischtes/article156003385/Star-Geiger-sieht-sich-von-Pornostar-erpresst.html</a></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://www.spiegel.de/video/johnny-depp-und-amber-heard-ehe-vor-dem-aus-video-1676646.html#ref=vee" target="_blank"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://www.spiegel.de/video/johnny-depp-und-amber-heard-ehe-vor-dem-aus-video-1676646.html#ref=vee </span></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<h1 class="h1 story-hd-line" itemprop="name">
<span class="kicker story-kicker">Johnny Depp </span>Erste Worte nach der Trennung
</h1>
<div class="story-ld" itemprop="description">
Johnny Depp äußerte sich erstmals nach der Trennung von Amber Heard wieder öffentlich</div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"> <a href="http://www.gala.de/stars/news/johnny-depp-erste-worte-nach-der-trennung_1461447.html" target="_blank">http://www.gala.de/stars/news/johnny-depp-erste-worte-nach-der-trennung_1461447.html</a></span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-12524648419197701112016-06-06T05:05:00.003-07:002016-06-06T06:38:51.554-07:00Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB - BKA PKS 2015 Aufklärungsquote in % nach Defintion 'aufgeklärter Fall' (BKA) <div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">* 'Aufgeklärter Fall' ist die Straftat, die nach dem polizeilichen
Ermittlungsergebnis mindestens ein Tatverdächtiger begangen hat, von dem
grundsätzlich die rechtmäßigen Personalien (z. B. mittels
Ausweisdokument, ED-Behandlung etc.) bekannt sind.
** Werte über 100% durch Eintrag der Aufklärung von Fällen der/des
Vorjahre(s)</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></div>
<div class="footer-left">
<span class="source-block" data-src="Quelle:">Quelle: <a href="http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2015/2015BKATabellen/pks2015BKATabellenLaenderKreisUndStaedtedatenTatverdaechtigeUebersicht.html" target="_blank"> </a><a class="source" href="https://www.blogger.com/null" target="_blank">Quelle: BKA, Wiesbaden PKS 2015 </a></span><a href="http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2015/2015BKATabellen/pks2015BKATabellenLaenderKreisUndStaedtedatenTatverdaechtigeUebersicht.html" target="_blank"> Daten </a></div>
<div class="footer-left">
</div>
<div class="footer-left">
(c) Die Rechtsanwaeldin, 06/2016, <a href="https://www.jurablogs.com/blog/die-rechtsanwaeldin">https://www.jurablogs.com/blog/die-rechtsanwaeldin</a><br />
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><b>2.1
Fall</b></span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">In
der PKS werden nur Fälle erfasst, die hinreichend konkretisiert
sind:</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Dazu
müssen überprüfte Anhaltspunkte zu</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">-
dem Tatbestand (Erfüllung aller Tatbestandsmerkmale einer
Strafrechtsnorm),</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">-
dem Tatort und</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">-
der Tatzeit / dem Tatzeitraum (mindestens das Jahr)</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">vorliegen.</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Vage,
nicht überprüfbare Angaben allein - insbesondere über die Zahl
begangener (Straf-)</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Taten
– reichen nicht aus, um als Fall in die PKS aufgenommen zu werden.</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Bei
Großverfahren (z. B. Betrug) sind entsprechend den Erfassungsregeln
nur durchermittelte Vorgänge gemäß der Anzahl der Geschädigten
(nicht nur anhand von Kundenkarteien)</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">für
die PKS zu erfassen.</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;"><b>2.1.1
Bekannt gewordener Fall</b></span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">ist
jede im Katalog aufgeführte rechtswidrige (Straf-) Tat
einschließlich der mit Strafe bedrohten Versuche, denen eine
(kriminal-) polizeilich bearbeitete Anzeige zugrunde liegt.</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;"><b>2.1.2
Aufgeklärter Fall</b></span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">ist
die Straftat, die nach dem polizeilichen Ermittlungsergebnis
mindestens ein Tatverdächtiger begangen hat, von dem grundsätzlich
die rechtmäßigen Personalien (z. B. mittels Ausweisdokument,
ED-Behandlung etc.) bekannt sind.“</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">QUELLE:
</span></span>
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<i><b><cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">https://www.bka.de/SharedDocs/.../</span></span></cite><cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">pks</span></span></cite><cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">2014Richtlinien.../</span></span></cite><cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">pks</span></span></cite><cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">2014Richtlinien.pdf</span></span></cite><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">
</span></span></b></i>
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<i><b><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Seite
2</span></span></b></i></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">*
'Aufgeklärter Fall' ist die Straftat, die nach dem polizeilichen
Ermittlungsergebnis mindestens ein Tatverdächtiger begangen hat, von
dem grundsätzlich die rechtmäßigen Personalien (z. B. mittels
Ausweisdokument, ED-Behandlung etc.) bekannt sind.</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">**
Werte über 100% durch Eintrag der Aufklärung von Fällen der/des
Vorjahre(s)</span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">Dann
kann dann schon mal </span></span><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;"><b>so
etwas </b></span></span><span style="font-size: small;"><span style="font-family: "arialmt" , sans-serif;">('Aufklärungs'-'Quoten' von weit über 100%!) h</span></span><span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">erauskommen:
;-) Insbesondere dann, wenn die angeblichen Opfer (gerade in den
'Fällen' angeblicher Vergewaltigung §§ 177/178 StGB) gleich einen
Namen parat haben (Ex-)Mann bzw. Partner, Chef, Kollege u.ä.m.</span></span><br />
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;">BTW: Auch hübsch und apart<span style="font-family: "arialmt" , sans-serif;">: ROSTOCK<span style="font-family: "arialmt" , sans-serif;">: (Strafe ! mit 0% AQ am ENDE des internen Rankings der Polizei. Pfffft. </span></span></span></span><br />
Fälle = 0 AQ = 0 !<br />
<br />
<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE">
<colgroup><col width="216"></col><col width="86"></col><col width="86"></col></colgroup>
<tbody>
<tr>
<td align="LEFT" height="17" valign="BOTTOM" width="216">Landkreis Rostock</td>
<td align="RIGHT" valign="BOTTOM" width="86">0</td>
<td align="RIGHT" valign="BOTTOM" width="86">0,0</td>
</tr>
</tbody>
</table>
<br />
<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arialmt" , sans-serif;"><span style="font-family: "arialmt" , sans-serif;"> </span></span> </span></span><br />
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<span style="font-family: "arialmt" , sans-serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdVQmLDkn0y7RmeI3G9t1HJ-yH4g3MQPR3yFhnRfO4cgkUzcXZRSSrJ3CxkSzo1lAEYRCMuDII8KOh8g6GJUVG1tPq45uD9w423_rJddQxT23m_YbNGdA6jlzjwxZncMc5i8fWnR6BYcj_/s1600/Para+177_178+2015+AQ+Deutschland.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdVQmLDkn0y7RmeI3G9t1HJ-yH4g3MQPR3yFhnRfO4cgkUzcXZRSSrJ3CxkSzo1lAEYRCMuDII8KOh8g6GJUVG1tPq45uD9w423_rJddQxT23m_YbNGdA6jlzjwxZncMc5i8fWnR6BYcj_/s640/Para+177_178+2015+AQ+Deutschland.jpg" width="595" /></a></span></span></div>
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</div>
<div class="footer-left">
</div>
<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE">
<colgroup><col width="216"></col><col width="86"></col><col width="86"></col></colgroup>
<tbody>
<tr>
<td align="CENTER" bgcolor="#B7DEE8" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="BOTTOM" width="216"><span style="font-size: xx-small;"><br /></span></td>
<td align="CENTER" bgcolor="#B7DEE8" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="MIDDLE" width="86"><b><span style="font-size: xx-small;">Aufklärung</span></b></td>
<td align="CENTER" bgcolor="#B7DEE8" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="MIDDLE" width="86"><b><span style="font-size: xx-small;">AQ</span></b></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#B7DEE8" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="BOTTOM"><span style="font-size: xx-small;">4</span></td>
<td align="CENTER" bgcolor="#B7DEE8" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="BOTTOM"><b><span style="font-size: xx-small;">12</span></b></td>
<td align="CENTER" bgcolor="#B7DEE8" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" valign="BOTTOM"><b><span style="font-size: xx-small;">13</span></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM"><b><i>Oberspreewald-Lausitz</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>4</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>133,3</i></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM"><b><i>Trier-Saarburg</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>7</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>116,7</i></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM"><b><i>Bamberg</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>9</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>112,5</i></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM"><b><i>Rastatt</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>19</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>111,8</i></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM"><b><i>Wiesbaden</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>31</i></b></td>
<td align="RIGHT" valign="BOTTOM"><b><i>103,3</i></b></td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Gifhorn</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Wolfenbüttel</td>
<td align="RIGHT" valign="BOTTOM">10</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Holzminden</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Osterholz</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Uelzen</td>
<td align="RIGHT" valign="BOTTOM">11</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Verden</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Ammerland</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Wittmund</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Coesfeld</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Olpe</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Main-Taunus-Kreis</td>
<td align="RIGHT" valign="BOTTOM">10</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Odenwaldkreis</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Rheingau-Taunus-Kreis</td>
<td align="RIGHT" valign="BOTTOM">17</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Hersfeld-Rotenburg</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Werra-Meißner-Kreis</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Altenkirchen (Westerwald)</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bad Kreuznach</td>
<td align="RIGHT" valign="BOTTOM">10</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Birkenfeld</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Cochem-Zell</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Rhein-Hunsrück-Kreis</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Rhein-Lahn-Kreis</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Eifelkreis Bitburg-Prüm</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Frankenthal (Pfalz)</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Pirmasens</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bad Dürkheim</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Donnersbergkreis</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kaiserslautern</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kusel</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Südliche Weinstraße</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Rhein-Pfalz-Kreis</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Mainz-Bingen</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Südwestpfalz</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Hohenlohekreis</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Karlsruhe</td>
<td align="RIGHT" valign="BOTTOM">28</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Karlsruhe</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Enzkreis</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Breisgau-Hochschwarzwald</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Lörrach</td>
<td align="RIGHT" valign="BOTTOM">16</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Dachau</td>
<td align="RIGHT" valign="BOTTOM">12</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Ebersberg</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Eichstätt</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Miesbach</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Neuburg-Schrobenhausen</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Weilheim-Schongau</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Straubing</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Deggendorf</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kelheim</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Landshut</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Passau</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Regen</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Dingolfing-Landau</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Amberg</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Regensburg</td>
<td align="RIGHT" valign="BOTTOM">13</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Weiden i.d.OPf.</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Cham</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Neumarkt i.d.OPf.</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Tirschenreuth</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bamberg</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Hof</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bayreuth</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Coburg</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Hof</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kronach</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kulmbach</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Lichtenfels</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Wunsiedel i.Fichtelgebirge</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Schwabach</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Erlangen-Höchstadt</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Fürth</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Neustadt a.d.Aisch-Bad Windsheim</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Roth</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Weißenburg-Gunzenhausen</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Aschaffenburg</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bad Kissingen</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Rhön-Grabfeld</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kitzingen</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Miltenberg</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Main-Spessart</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Schweinfurt</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Würzburg</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kaufbeuren</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kempten (Allgäu)</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Augsburg</td>
<td align="RIGHT" valign="BOTTOM">12</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Günzburg</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Lindau (Bodensee)</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Donau-Ries</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Oberallgäu</td>
<td align="RIGHT" valign="BOTTOM">16</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Elbe-Elster</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Havelland</td>
<td align="RIGHT" valign="BOTTOM">17</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Schwerin</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Mecklenburgische Seenplatte</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Erzgebirgskreis</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Mittelsachsen</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Bautzen</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Görlitz</td>
<td align="RIGHT" valign="BOTTOM">7</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Leipzig</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Nordsachsen</td>
<td align="RIGHT" valign="BOTTOM">3</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Dessau-Roßlau</td>
<td align="RIGHT" valign="BOTTOM">8</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Burgenlandkreis</td>
<td align="RIGHT" valign="BOTTOM">13</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Jerichower Land</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Mansfeld-Südharz</td>
<td align="RIGHT" valign="BOTTOM">9</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Jena</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Eichsfeld</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Kyffhäuserkreis</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Gotha</td>
<td align="RIGHT" valign="BOTTOM">6</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Sömmerda</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Ilm-Kreis</td>
<td align="RIGHT" valign="BOTTOM">2</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Sonneberg</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Saalfeld-Rudolstadt</td>
<td align="RIGHT" valign="BOTTOM">5</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Saale-Orla-Kreis</td>
<td align="RIGHT" valign="BOTTOM">1</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
<tr>
<td align="LEFT" height="17" valign="BOTTOM">Greiz</td>
<td align="RIGHT" valign="BOTTOM">4</td>
<td align="RIGHT" valign="BOTTOM">100,0</td>
</tr>
</tbody>
</table>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-54682339613076788332016-05-30T14:20:00.000-07:002016-05-30T14:20:25.090-07:00Deutschlandkarte: PKS - Angebliche Vergewaltigungsfälle=Vergewaltigungsanzeigen MINUS 4,4 % 2015 zu 2014 in Deutschland: EMMA und Pegida/AfD ohne Freude?!?!?Ausgerechnet <b>Sachsen</b>! Gerade in Sachsen erreichte die HZ (nach Zensus) ein neues Rekordtief im zeitlichen und räumlichen Vergleich mit den anderen Bundesländern. Warum will bei frau, FrauTV (WDR), MonaLisa(ZDF), EMMA (Alice Schwarzer 'auf dem Weg ihrer Resozialisierung' - Zitat BGH-Fischer in seinem ZeitBLOG) darüber einfach keine Freude aufkommen???<br />
<br />
<br />
<iframe height="450" src="http://www.openheatmap.com/embed.html?map=ScyphomancyDaveensBesayle" width="600"></iframe>
<iframe height="450" src="http://www.openheatmap.com/embed.html?map=WhitecoatsUnscoredMarheshvan" width="600"></iframe>
<br />
<h2 style="text-align: center;">
<b>2014 </b></h2>
<a href="http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2014/2014BKATabellen/pks2014BKATabellenLaenderKreisUndStaedtedatenFaelleUebersicht.html" target="_blank">http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2014/2014BKATabellen/pks2014BKATabellenLaenderKreisUndStaedtedatenFaelleUebersicht.html</a><br />
<table border="0" cellspacing="0" cols="12" frame="VOID" rules="NONE">
<colgroup><col width="54"></col><col width="321"></col><col width="216"></col><col width="65"></col><col width="58"></col><col width="56"></col><col width="48"></col><col width="62"></col><col width="37"></col><col width="61"></col><col width="65"></col><col width="59"></col></colgroup>
<tbody>
<tr>
<td align="CENTER" height="17" valign="BOTTOM" width="54"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM" width="321"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM" width="216"><span style="font-family: "ms sans" serif; font-size: xx-small;">Baden-Württemberg</span></td>
<td align="RIGHT" valign="BOTTOM" width="65"><span style="font-family: "ms sans" serif; font-size: xx-small;">841 </span></td>
<td align="RIGHT" valign="BOTTOM" width="58"><span style="font-family: "ms sans" serif; font-size: xx-small;">7,9 </span></td>
<td align="RIGHT" valign="BOTTOM" width="56"><span style="font-family: "ms sans" serif; font-size: xx-small;">169 </span></td>
<td align="RIGHT" valign="BOTTOM" width="48"><span style="font-family: "ms sans" serif; font-size: xx-small;">20,1 </span></td>
<td align="RIGHT" valign="BOTTOM" width="62"><span style="font-family: "ms sans" serif; font-size: xx-small;">699 </span></td>
<td align="RIGHT" valign="BOTTOM" width="37"><span style="font-family: "ms sans" serif; font-size: xx-small;">83,1 </span></td>
<td align="RIGHT" valign="BOTTOM" width="61"><span style="font-family: "ms sans" serif; font-size: xx-small;">706 </span></td>
<td align="RIGHT" valign="BOTTOM" width="65"><span style="font-family: "ms sans" serif; font-size: xx-small;">315 </span></td>
<td align="RIGHT" valign="BOTTOM" width="59"><span style="font-family: "ms sans" serif; font-size: xx-small;">44,6 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Bayern</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">825 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">6,5 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">102 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">12,4 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">683 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">82,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">709 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">233 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">32,9 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Berlin</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">684 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">20,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">94 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">13,7 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">447 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">65,4 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">433 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">168 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">38,8 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Brandenburg</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">179 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">7,3 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">18 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">10,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">159 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">88,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">172 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">13 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">7,6 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Bremen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">118 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">17,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">21 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">17,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">86 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">72,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">85 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">30 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">35,3 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Hamburg</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">167 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">9,6 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">39 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">23,4 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">112 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">67,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">112 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">54 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">48,2 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Hessen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">524 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">8,7 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">89 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">17,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">451 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">86,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">461 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">183 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">39,7 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Mecklenburg-Vorpommern</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">78 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">4,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">3 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">3,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">64 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">82,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">68 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">10 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">14,7 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Niedersachsen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">941 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">12,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">139 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">14,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">800 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">85,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">858 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">187 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">21,8 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Nordrhein-Westfalen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">1.814 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">10,3 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">321 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">17,7 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">1.475 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">81,3 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">1.548 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">515 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">33,3 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Rheinland-Pfalz</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">370 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">9,3 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">52 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">14,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">318 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">85,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">326 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">90 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">27,6 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Saarland</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">74 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">7,5 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">14 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">18,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">56 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">75,7 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">57 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">29 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">50,9 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Sachsen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">105 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">2,6 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">11 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">10,5 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">89 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">84,8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">100 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">23 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">23,0 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Sachsen-Anhalt</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">201 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">9,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">28 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">13,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">179 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">89,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">186 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">24 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">12,9 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Schleswig-Holstein</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">281 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">10,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">45 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">16,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">216 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">76,9 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">228 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">32 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">14,0 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Thüringen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">143 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">6,6 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">8 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">5,6 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">118 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">82,5 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">126 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">11 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">8,7 </span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">Bund echte Zählung der Tatverdächtigen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">7.345 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">9,1 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">1.153 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">15,7 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">5.952 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">81,0 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">6.162 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">1.911 </span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-family: "ms sans" serif; font-size: xx-small;">31,0 </span></td>
</tr>
</tbody>
</table>
<h2 style="text-align: center;">
<b>2015</b></h2>
<a href="http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2015/2015BKATabellen/pks2015BKATabellenLaenderKreisUndStaedtedatenFaelleUebersicht.html" target="_blank">http://www.bka.de/DE/Publikationen/PolizeilicheKriminalstatistik/2015/2015BKATabellen/pks2015BKATabellenLaenderKreisUndStaedtedatenFaelleUebersicht.html</a><br />
<table border="0" cellspacing="0" cols="12" frame="VOID" rules="NONE">
<colgroup><col width="57"></col><col width="157"></col><col width="176"></col><col width="65"></col><col width="54"></col><col width="57"></col><col width="42"></col><col width="65"></col><col width="42"></col><col width="72"></col><col width="65"></col><col width="42"></col></colgroup>
<tbody>
<tr>
<td align="CENTER" height="17" valign="BOTTOM" width="57"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM" width="157"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM" width="176"><span style="font-size: x-small;">Baden-Württemberg</span></td>
<td align="RIGHT" valign="BOTTOM" width="65"><span style="font-size: x-small;">817</span></td>
<td align="RIGHT" valign="BOTTOM" width="54"><span style="font-size: x-small;">8</span></td>
<td align="RIGHT" valign="BOTTOM" width="57"><span style="font-size: x-small;">114</span></td>
<td align="RIGHT" valign="BOTTOM" width="42"><span style="font-size: x-small;">14,0</span></td>
<td align="RIGHT" valign="BOTTOM" width="65"><span style="font-size: x-small;">685</span></td>
<td align="RIGHT" valign="BOTTOM" width="42"><span style="font-size: x-small;">83,8</span></td>
<td align="RIGHT" valign="BOTTOM" width="72"><span style="font-size: x-small;">693</span></td>
<td align="RIGHT" valign="BOTTOM" width="65"><span style="font-size: x-small;">270</span></td>
<td align="RIGHT" valign="BOTTOM" width="42"><span style="font-size: x-small;">39,0</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Bayern</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">853</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">7</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">105</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">12,3</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">738</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">86,5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">769</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">328</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">42,7</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Berlin</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">623</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">18</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">87</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">14,0</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">386</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">62,0</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">392</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">146</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">37,2</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Brandenburg</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">193</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">8</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">31</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16,1</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">161</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">83,4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">172</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">33</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">19,2</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Bremen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">108</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">14</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">13,0</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">82</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">75,9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">86</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">30</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">34,9</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Hamburg</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">145</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">8</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">28</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">19,3</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">97</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">66,9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">99</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">45</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">45,5</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Hessen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">458</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">8</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">66</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">14,4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">388</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">84,7</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">415</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">169</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">40,7</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Mecklenburg-Vorpommern</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">62</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">6,5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">53</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">85,5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">58</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">3</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">5,2</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Niedersachsen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">846</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">11</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">137</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16,2</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">700</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">82,7</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">739</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">208</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">28,1</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Nordrhein-Westfalen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">1.858</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">11</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">346</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">18,6</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">1.515</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">81,5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">1.573</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">500</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">31,8</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Rheinland-Pfalz</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">346</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">45</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">13,0</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">295</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">85,3</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">313</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">104</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">33,2</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Saarland</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">83</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">8</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">14</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16,9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">68</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">81,9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">69</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">18</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">26,1</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Sachsen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">81</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">2</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">6</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">7,4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">70</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">86,4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">75</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">21,3</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Sachsen-Anhalt</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">165</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">7</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">34</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">20,6</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">139</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">84,2</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">137</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">24</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">17,5</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Schleswig-Holstein</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">253</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">52</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">20,6</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">194</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">76,7</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">203</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">44</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">21,7</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Thüringen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">131</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">6</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">3,8</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">108</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">82,4</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">109</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">16</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">14,7</span></td>
</tr>
<tr>
<td align="CENTER" height="17" valign="BOTTOM"><span style="font-size: x-small;">111000</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Vergewaltigung und sexuelle Nötigung §§ 177 Abs. 2, 3 und 4, 178 StGB</span></td>
<td align="LEFT" valign="BOTTOM"><span style="font-size: x-small;">Bund echte Zählung der Tatverdächtigen</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">7.022</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">1.088</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">15,5</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">5.679</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">80,9</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">5.896</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">1.952</span></td>
<td align="RIGHT" valign="BOTTOM"><span style="font-size: x-small;">33,1</span></td>
</tr>
</tbody>
</table>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-22627166403931082472015-08-06T06:27:00.000-07:002015-08-06T07:12:31.879-07:00DORTMUND: Vorgetäuschte Vergewaltigung - Polizei rechtfertigt Vorgehen bei erfundener Vergewaltigung - Polizei sieht keine Ermittlungsfehler im Fall der vorgetäuschten Vergewaltigung"Anwalt: "Der Blick für solche Täuschungen wurde geschärft." - Was sonst?<br />
"<span class="st">Bei seiner Arbeit als Strafverteidiger habe Vetter jedoch die Erfahrung gemacht, <i>dass Richter und Polizisten seit dem Prozess um Jörg Kachelmann</i> ihren Blick </span><br />
<span class="st"><br /></span>
<span class="st"><br /></span>
<span class="st"><a href="http://www.derwesten.de/staedte/dortmund/vorgetaeuschte-vergewaltigung-polizei-sieht-keine-fehler-id10955510.html" target="_blank">http://www.derwesten.de/staedte/dortmund/vorgetaeuschte-vergewaltigung-polizei-sieht-keine-fehler-id10955510.html</a></span><br />
<span class="st"><br /></span>
<br />
<div class="kckr">
Straftat</div>
<h1 class="hl">
Frau hat Vergewaltigung am Dortmunder "U" nur vorgetäuscht</h1>
<span class="publication_date">04.08.2015 | 17:08 Uhr</span><br />
<div class="abstract ">
<span class="loc">Dortmund. </span>
Die angebliche Vergewaltigung am Dortmunder U hat niemals
stattgefunden. Das vermeintliche Opfer hat eingeräumt, die Geschichte
erfunden zu haben.</div>
Die Ermittlungen wegen der angeblichen Vergewaltigung einer
22-Jährigen am Dortmunder "U" sind abgeschlossen. Ergebnis: Es hat nie
eine Vergewaltigung gegeben. Das vermeintliche Opfer habe eingeräumt,
die Vergewaltigung erfunden zu haben, berichtet die Dortmunder Polizei,
es sei eine "Schutzbehauptung" gewesen.<br />
Die Soesterin hatte sich
Ende Juli bei der Polizei gemeldet und erzählt, sie sei am Dortmunder
"U" von zwei Männern in ein Auto gezerrt und vergewaltigt worden. Dazu
lieferte sie Personenbeschreibungen und berichtete, die Männer hätten
sich türkischer oder albanischer Sprache unterhalten.<br />
<h2>
Einvernehmlicher Sex in einer Dortmunder Wohnung</h2>
Nichts
davon stimmt, wie sich jetzt herausstellt. Bei den Ermittlungen seien
den Beamten Widersprüche in den Aussagen der Frau aufgefallen. Am
Dienstag habe sie dann eingeräumt, dass sie in der Nacht tatsächlich Sex
gehabt habe, allerdings sei dies einvernehmlich in einer Dortmunder
Wohnung geschehen.<br />
Jetzt ermittelt die Polizei gegen sie. Der
Vorwurf: Vortäuschen einer Straftat. Bei einer Verurteilung droht ihr
eine Geldstrafe.<br />
<br />
<a href="http://www.derwesten.de/staedte/dortmund/frau-hat-vergewaltigung-am-dortmunder-u-nur-vorgetaeuscht-id10952936.html" target="_blank">http://www.derwesten.de/staedte/dortmund/frau-hat-vergewaltigung-am-dortmunder-u-nur-vorgetaeuscht-id10952936.html</a><div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-71705967913169649442015-07-23T04:17:00.001-07:002015-07-23T05:15:14.759-07:00Alle Wetter! Jörg Kachelmann , die Polizei und Justiz und der Rorschach-Test 2.0: "Besser als die Schwetzinger Polizei erlaubt." - Verhöhnt der Wettermann (deutsche) Polizei und Justiz? - Das Kästchen des Mongolen in "Belle de Jour".<div style="text-align: justify;">
Kachelmann läßt die Assoziationsketten rasseln! - Any promotion is good promotion! - Anstatt dass Deutschlands Versicherer und auch die Versichertengemeinde wegen seines neuen Blitz-Radars ( 'punktgenau in Echtzeit und im Archiv) auf <b>seinem Portal <a href="http://kachelmannwetter.com/de/" target="_blank">http://kachelmannwetter.com/de/</a></b> wegen zu erwartender Beitragssenkungen durch Reduzierung von versuchten Versicherungsbetrugsfällen (z.B. wg angeblicher Überspannungsschäden bei Elektrogeräten durch Blitzeinschlag) auf die Knie geht, dürfen wir erneut in die schwarzen Seelen zumindest der Journaille blicken. Bei gleichem Grundtext ('Sachverhalt') zeigen wieder Titel wie 'nimmt aufs Korn', 'verhöhnt', etc. <a href="https://www.google.de/search?q=rohrschach+test&ie=utf-8&oe=utf-8&gws_rd=cr&ei=LMawVffaF4j9ywOms5b4BQ#q=rorschach+test" target="_blank"><b>welch Geistes Kinder doch in Deutschlands Redaktionsstuben sitzen, indem sie mehr von und über sich in der Bearbeitung der Werbe-/Marketing-Angelegenheit ausbreiten, als über Kachelmann selbst. </b></a></div>
(Wie auch schon der Prozess und die Berichterstattug mehr über die Seele Alice Schwarzers, BILD, BUNTE und FOCUS <a href="http://www.hoecker.eu/rechtsfragen.htm" target="_blank"><b>(siehe Prozesstsunami gg. Springer- und BURDA-Presse auch gg FAZ und die OSTAein Freudenberg/Nds.www.hoecker.eu >>>PRESSE</b></a>) verriet, als über den Nicht-Fall-Fall selbst.<br />
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<b>Der wartet derweil in stoischer Gelassenheit darauf, dass der Blitz bei ihm gleich zum zweiten Mal einschlagen möge... . </b><br />
<b><a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="102911449" href="https://twitter.com/Kachelmann"><b class="fullname js-action-profile-name show-popup-with-id">Jörg Kachelmann</b>
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<a class="tweet-timestamp js-permalink js-nav js-tooltip" href="https://twitter.com/Kachelmann/status/624181182083809280" title="14:36 - 23. Juli 2015"><span class="_timestamp js-short-timestamp js-relative-timestamp" data-long-form="true" data-time-ms="1437651365000" data-time="1437651365">35 Min.</span><span class="u-hiddenVisually" data-aria-label-part="last">Vor 35 Minuten</span></a>
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Jörg Kachelmann retweetete HORIZONT</div>
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Es wird immer das Geheimnis des <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://twitter.com/hashtag/vollpfostenjournalismus?src=hash"><s>#</s><b>vollpfostenjournalismus</b></a> bleiben, inwiefern ich mit einer "Festnahme kokettiere" . </div>
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.<a class="twitter-atreply pretty-link js-nav" dir="ltr" href="https://www.blogger.com/null"><s>@</s><b>Kachelmann</b></a> knöpft sich in Plakatkampagne die Justiz vor <a class="twitter-timeline-link" data-expanded-url="http://bit.ly/1MmGC96" dir="ltr" href="https://www.blogger.com/null" rel="nofollow" target="_blank" title="http://bit.ly/1MmGC96"><span class="tco-ellipsis"></span><span class="invisible">http://</span><span class="js-display-url">bit.ly/1MmGC96</span><span class="invisible"></span><span class="tco-ellipsis"><span class="invisible"> </span></span></a> <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://www.blogger.com/null"><s>#</s><b>Kampagne</b></a></div>
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<a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="102911449" href="https://twitter.com/Kachelmann"><strong class="fullname js-action-profile-name show-popup-with-id">Jörg Kachelmann</strong>
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<a class="tweet-timestamp js-permalink js-nav js-tooltip" href="https://twitter.com/Kachelmann/status/624162488549015552" title="13:21 - 23. Juli 2015"><span class="_timestamp js-short-timestamp js-relative-timestamp" data-long-form="true" data-time-ms="1437646908000" data-time="1437646908">2 Std.</span><span class="u-hiddenVisually" data-aria-label-part="last">Vor 2 Stunden</span></a>
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So, bald weiss ich, ob man in einem speziellen Bundesland auch zwei Mal als Unschuldiger Tatbestand werden kann. </div>
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<a class="twitter-atreply pretty-link js-nav" dir="ltr" href="https://www.blogger.com/null"><s>@</s><b>reinholdgall</b></a> Grüss Gott, ich bin schon ganz gespannt, ob ich zum zweiten Mal als Unschuldiger ein Tatbestand bin. <a class="twitter-timeline-link" data-expanded-url="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" dir="ltr" href="https://www.blogger.com/null" rel="nofollow" target="_blank" title="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html"></a><a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html"><span class="tco-ellipsis"></span><span class="invisible">http://www.</span><span class="js-display-url">welt.de/vermischtes/ar</span><span class="invisible">ticle144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html</span></a><span class="tco-ellipsis"><span class="invisible"> </span>…</span></div>
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<span class="ProfileTweet-action--favorite u-hiddenVisually"><span class="ProfileTweet-actionCount" data-tweet-stat-count="10"><span class="ProfileTweet-actionCountForAria" data-aria-label-part=""><a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="102911449" href="https://twitter.com/Kachelmann"><strong class="fullname js-action-profile-name show-popup-with-id">Jörg Kachelmann</strong>
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<a class="tweet-timestamp js-permalink js-nav js-tooltip" href="https://twitter.com/Kachelmann/status/624133941663019008" title="11:28 - 23. Juli 2015"><span class="_timestamp js-short-timestamp js-relative-timestamp" data-long-form="true" data-time-ms="1437640102000" data-time="1437640102">4 Std.</span><span class="u-hiddenVisually" data-aria-label-part="last">Vor 4 Stunden</span></a>
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Jörg Kachelmann retweetete Schlueri</div>
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Stimmt, wir brauchen noch ein Motiv für Waldbröl. </div>
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Herrlichst. Gibt es auch eine Version, die man Alice Schwarzer vor die Hütte hängen kann? <img alt="😇" class="twitter-emoji" draggable="false" src="https://abs.twimg.com/emoji/v1/72x72/1f607.png" title="Lächelndes Gesicht mit Heiligenschein" /> <a class="twitter-atreply pretty-link js-nav" dir="ltr" href="https://www.blogger.com/null"><s>@</s><b>kachelmann</b></a> <a class="twitter-timeline-link" data-expanded-url="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" dir="ltr" href="https://www.blogger.com/null" rel="nofollow" target="_blank" title="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html"></a><a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html"><span class="tco-ellipsis"></span><span class="invisible">http://www.</span><span class="js-display-url">welt.de/vermischtes/ar</span><span class="invisible">ticle144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html</span></a><span class="tco-ellipsis"><span class="invisible"> </span>…</span></div>
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<b>Auf jeden Fall dürfte dies einer der preiswertesten Marketing-Scoops ('Viral-Marketing') der neueren deutschen Geschichte (gewesen) sein und gemahnt auch daran, dass am Ende, ganz am Ende die Josephs Geschichte (in islamischer Yussuf-Fassung noch ein Tacken schärfer, da die Frau definitiv als Lügnerin durch sein hinten zerrissenes Kleid überführt war und er dennoch in den Kahn einfuhr!) doch noch gut, für ihn (und seine Brüder=sein Land) gut ausging...</b><br />
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<b>Hach ja... was war nochmal die an den <a href="http://boutique.arte.tv/f349-belledejour" target="_blank">Belle-de-Jour-Regisseur Bunuel</a> meistgestellte Frage? Richtig! Was denn in dem Kästchen des Mongolen ("</b><b>le client mongol avec son fantasme du "double sens",") drin gewesen sei, was allen anderen sochce Angst machte, außer eben Belle? - Und was antwortete er darauf? Was immer SIE sich vorstellen?</b><br />
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<a href="http://meedia.de/2015/07/22/kachelmann-stichelt-mit-plakatwand-gegen-schwetzinger-polizei/" target="_blank"><b><time datetime="2015-07-22T09:31:18+00:00" itemprop="datePublished">22.07.2015 | 09:31 Uhr</time>
<time class="date updated" datetime="2015-07-22T11:42:49+00:00" itemprop="dateUpdated">22.07.2015 um 11:42 Uhr</time>
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<a href="http://meedia.de/2015/07/22/kachelmann-stichelt-mit-plakatwand-gegen-schwetzinger-polizei/" target="_blank">Kachelmann stichelt mit Plakatwand gegen Schwetzinger Polizei</a></h1>
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<a href="http://www.swp.de/ulm/nachrichten/suedwestumschau/Kachelmann-kokettiert-bei-Plakatwerbung-mit-Festnahme;art1157835,3345412" target="_blank">Schwetzingen</a></h5>
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<a href="http://www.swp.de/ulm/nachrichten/suedwestumschau/Kachelmann-kokettiert-bei-Plakatwerbung-mit-Festnahme;art1157835,3345412" target="_blank">
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<a href="http://www.swp.de/ulm/nachrichten/suedwestumschau/Kachelmann-kokettiert-bei-Plakatwerbung-mit-Festnahme;art1157835,3345412" target="_blank">Kachelmann kokettiert bei Plakatwerbung mit Festnahme</a></h1>
<a href="http://www.swp.de/ulm/nachrichten/suedwestumschau/Kachelmann-kokettiert-bei-Plakatwerbung-mit-Festnahme;art1157835,3345412" target="_blank">
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<a href="http://www.swp.de/ulm/nachrichten/suedwestumschau/Kachelmann-kokettiert-bei-Plakatwerbung-mit-Festnahme;art1157835,3345412" target="_blank"><b>Fünf Jahre nach seiner Festnahme hat Meteorologe Jörg Kachelmann die Polizei mit einem Werbeplakat aufs Korn genommen. "Besser als die Schwetzinger Polizei erlaubt" - mit diesem Spruch wirbt der 57-Jährige in Schwetzingen bei Heidelberg für sein Internetportal.</b></a><br />
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<a href="http://www.huffingtonpost.de/2015/07/22/kachelmann-plakat-wetter-polizei_n_7848324.html" target="_blank">Mit diesem Plakat verhöhnt Jörg Kachelmann die deutsche Polizei</a></h1>
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The Huffington Post </span>
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von <a href="http://www.huffingtonpost.de/marcel-bohnensteffen/" rel="author">Marcel Bohnensteffen</a></span><br />
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<a href="http://www.express.de/panorama/kachelmann-vorwuerfe-schwetzingen--wo-liegt-das-eigentlich-,2192,1223060.html" target="_blank"><span class="ArticleSubject">Kachelmann-Vorwürfe</span> <span class="ArticleTitle">Schwetzingen, wo liegt das eigentlich?</span></a></h1>
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<a href="http://newstral.com/de/sources/24" target="_blank"><span class="source-name">abendblatt.de</span></a> am <span class="time">2015-07-22 17:54</span></h2>
<h1 data-url="http://www.abendblatt.de/vermischtes/article205496961/Joerg-Kachelmann-provoziert-Polizei-mit-Werbeplakat.html#nt-fc">
<a data-id="996122819" href="http://www.abendblatt.de/vermischtes/article205496961/Joerg-Kachelmann-provoziert-Polizei-mit-Werbeplakat.html" target="_blank">Wetterfrosch: Jörg Kachelmann provoziert Polizei mit Werbeplakat</a></h1>
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<small>22.07.2015 - 17:47 Uhr</small>
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<a href="http://www.direktbroker.de/news/vermischtes-kachelmann-joerg-kachelmann-nimmt-polizei-mit-plakatwerbung-aufs-korn-44958981" target="_blank">Kachelmann: Jörg Kachelmann nimmt Polizei mit Plakatwerbung aufs Korn</a></h1>
</div>
<h2>
<a href="http://www.direktbroker.de/news/vermischtes-kachelmann-joerg-kachelmann-nimmt-polizei-mit-plakatwerbung-aufs-korn-44958981" target="_blank">"Besser als die Polizei erlaubt" - Mit diesem Slogan wirbt Wetterexperte Jörg Kachelmann auf Plakaten für sein Internetportal. Eine scherzhafte Anspielung auf seine Festnahme?</a></h2>
<h2>
</h2>
<h1 class="nfy-ar-headline" itemprop="headline">
<a href="http://www.rnz.de/nachrichten/metropolregion_artikel,-Wie-Kachelmannwetter-in-Schwetzingen-wirbt-Feine-Ironie-oder-die-alte-Wut-_arid,114059.html" target="_blank">Wie Kachelmannwetter in Schwetzingen wirbt: Feine Ironie oder die alte Wut?</a></h1>
<div class="nfy-ar-teaser-detail" itemprop="description" lang="de">
Jörg
Kachelmann wirbt in Schwetzingen mit einem großen Plakat für sein
Internetportal - Die dortige Polizei nahm ihn vor fünf Jahren fest</div>
<div class="nfy-ar-date" id="114059-1437537600-detail">
22.07.2015, 06:00 Uhr<br />
<br />
<div class="widget storyContent topline posRel grid_12">
<div class="ressortSubtitle">
<a class="ressort " href="http://www.welt.de/vermischtes/">Panorama</a>
<br />
<h2 class="kicker">
Plakatkampagne</h2>
</div>
<div class="timestamp">
<a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" target="_blank"><span class="time">22.07.15</span>
</a></div>
<a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" target="_blank">
</a>
<br />
<div class="print">
</div>
<a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" target="_blank">
</a></div>
<a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" target="_blank">
</a><br />
<h1 class="widget storyContent title prefix_1 grid_8">
<a href="http://www.welt.de/vermischtes/article144336756/Joerg-Kachelmanns-humorvolle-Rache-an-der-Justiz.html" target="_blank">Jörg Kachelmanns humorvolle Rache an der Justiz</a></h1>
<div class="widget storyContent title prefix_1 grid_8">
Als ihn 2010 Schwetzinger Polizisten festnahmen, schwor Jörg Kachelmann
offenbar insgeheim Rache. Der Zeitpunkt ist jetzt gekommen: Im Süden
startete eine Plakatkampagne für sein Internetportal. </div>
</div>
<h2>
</h2>
<ul class="media-list post outer ">
<li class="media" id="55af8cb861647328a8320600"><div class="media-body">
<a class="pull-left hidden-xs bimg" href="http://www.jurablogs.com/go/truecrypt-sicherer-als-die-polizei-erlaubt" target="_blank"></a><br />
<h3 class="media-heading">
<a href="http://www.jurablogs.com/2015/07/22/truecrypt-sicherer-als-die-polizei-erlaubt" target="_blank">Truecrypt – sicherer als die Polizei erlaubt!</a></h3>
Um das plötzlichen Ende der Weiterentwicklung der
Verschlüsselungssoftware Truecrypt ranken sich viele Mythen.
Insbesondere die Frage, ob eine Verschlüsselung mit Truecrypt noch als
sicher gelten kann, wurde in der Netzwelt heiß diskutiert. Um mein
persönliches Fazit vorwegzunehmen: eine Datenverschlüsselung mit
Truecrypt ist nach derzeitigem Stand für den Gebraucht durch den <small>...</small><br />
<div class="small is_bigthumb">
<div class="ffsubline">
<a class="ffauthor" href="http://www.jurablogs.com/author/rechtsanwalt-juergen-just">Rechtsanwalt Jürgen Just</a>/ <a class="ffsource" href="http://www.jurablogs.com/blog/just-und-partner-blog">JUST & PARTNER BLOG</a>in <span class="ffcategory"><a class="cat_default" href="http://www.jurablogs.com/category/strafrecht">Strafrecht</a></span>- 408 Leser - <time data-local="time-ago" datetime="2015-07-22T12:29:41Z">vor 23 Stunden</time> </div>
</div>
</div>
</li>
</ul>
<h1 data-url="http://www.abendblatt.de/vermischtes/article205496961/Joerg-Kachelmann-provoziert-Polizei-mit-Werbeplakat.html#nt-fc">
</h1>
<h3 class="r">
<a href="https://www.google.de/url?sa=t&rct=j&q=&esrc=s&source=web&cd=11&cad=rja&uact=8&ved=0CE4QFjAKahUKEwix2eioifHGAhVEl3IKHZzCDhU&url=http%3A%2F%2Fwww.rnz.de%2Fnachrichten%2Fmetropolregion_artikel%2C-Wie-Kachelmannwetter-in-Schwetzingen-wirbt-Feine-Ironie-oder-die-alte-Wut-_arid%2C114059.html&ei=usWwVbGUI8SuygOchbuoAQ&usg=AFQjCNHxyW9NP1lC4HBISuw7GYFqzK0vpw&bvm=bv.98476267,d.bGQ">Wie Kachelmannwetter in Schwetzingen wirbt: Feine Ironie ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.rnz.de/.../metropolregion_artikel,-Wie-<b>Kachelmann</b>wetter-in-Schw...</cite></div>
</div>
</div>
<span class="st"><span class="f">vor 10 Stunden - </span>Jörg <i>Kachelmann</i> wirbt in Schwetzingen mit einem großen Plakat für ... die Schwetzinger <i>Polizei erlaubt</i>" steht in Abänderung einer Redensart ...</span><span class="article_text" itemprop="articleBody"> </span><span class="name fn"> </span>
</div>
</div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-46967536223286791912015-07-21T04:19:00.000-07:002015-07-21T04:47:07.533-07:00#spdboycottbymen #maasboycottbymen - Maas, äh Mann zu Unrecht der Vergewaltigung beschuldigt - Aus Scham über eine Verspätung bei einem Date Vergewaltigung erfunden Und tschüss, SPD! - Als habe Gabriel - im Wissen, dass in diesem Jahrhundert eh kein Solzialdemokrat mehr Kanzler wird, wenn ein sozdem WiMi TTipp unterschreibt - die 'gute' alte SPD komplett zum Schleifen freigegeben, meldete sich Dauerumfaller (siehe Datenspeicherung) und Saarländer Heiko Maas nun doch mit einer Änderungsabsicht, um nicht vorhandene Gestzeslücken im Auftrage des Feminats, dass den Rechtsstaat eh shon ins Mittelalter zurückgebeant hat (siehe sogenanntes Gewaltschutzgesetz und seine einseitige Anwendung!) Als ob nicht diese Charts längst zeigen, dass es längst nicht (mehr) um die rechtsstaatliche Verurteilung im Bereich der Ausage-gegen-Aussage-Delikte ginge, sondern um die soziale, beruflich-existentielle Vernichtung aus Rache für einen unknackbaren Ehevertrag, Sorgerechts- und/oder Umgangsstreitigkeiten, Eifersucht oder - wie hier - FESTHALTEN um DIE SCHAM bei einem Date zu spät gekommen zu sein .... Auch so mancher Quoten-Stuhl wird wohl demnächst noch leichter auf diese Art blitzartig freigeschossen werden. Da hilft auch diese App, die im Zuge der Verleumdungskampagnen an US-Universitäten (siehe angeblicher Matratzenfall des deutschen Studenten an einer US-'Elite'-Uni) zunächst auf dem amerikanischen Markt erschienen ist, auch nichts mehr.<br />
<br />
Es bleibt zu hoffen, dass nach der den Rechtsstaat weiter aushöhlenden Änderung als erste jene #Vollpfostenjournalisten reinfallen, die heute noch Hurra brüllen. Auch für den noch amtierenden Justizminister Heiko Maas - der nach den Maasstäben und Standards uns vorliegender und weiterer auch im Internet einsehbarer sogenannter psychologischer Gutachten bereits unter maasiven Eheproblemen zu leiden hat (wie wir gelegentlich aus unmittelbarer Nähe höchstselbst beobachten konnten! - ständiges nervöses Drehen und Schieben des zu massiven udn zu weiten Eherings!), wünschen wir - wie es immer so schön heißt - für seine berufliche wie private Zukunft alles Gute. Allerdings: Der Wahlkreis dürfte endgültig weg sein und die SPD sich dauerhaft erfolgreich ihrem Projekt 18 Prozent genähert haben.<br />
<br />
<div class="date stopFloat">
<time data-timestamp="1437407820836" datetime="2015-07-20T17:57+02:00" id="articlePublishingDateTime" pubdate="">20. Juli 2015</time> | <span id="articlePublishingTime">17.57 Uhr</span>
</div>
<h2>
<span class="topline kicker">Düsseldorf</span>
<div class="headline">
Mann zu Unrecht als Vergewaltiger beschuldigt</div>
</h2>
<div class="first intro">
<span class="meta">
Düsseldorf.
</span>
<b style="font-weight: normal;">Aus
Scham über eine Verspätung bei einem Date hat eine 32-jährige Frau eine
nächtliche Vergewaltigung erfunden und damit einen Industriekaufmann
(28) zu Unrecht vor Gericht gebracht. Am Dienstag (12.15 Uhr, Saal
1.108) soll die Frau deswegen selbst auf die Anklagebank.</b>
<span class="author">Von Wulf Kannegiesser </span></div>
<div class="first intro">
<span class="author"><a href="http://www.rp-online.de/nrw/staedte/duesseldorf/mann-zu-unrecht-als-vergewaltiger-beschuldigt-aid-1.5251188" target="_blank">http://www.rp-online.de/nrw/staedte/duesseldorf/mann-zu-unrecht-als-vergewaltiger-beschuldigt-aid-1.5251188</a> </span>
</div>
<br />
Und Google allein beim Such-String <a href="https://www.google.de/search?q=Vergewaltigung+war+frei+erfunden&ie=utf-8&oe=utf-8&gws_rd=cr&ei=1iyuVdiWKMLSyAOyg6rABA" target="_blank"><b>'Vergewaltigung frei erfunden'</b></a><br />
<br />
<section class="header"><a href="http://www.sueddeutsche.de/politik/gesetzentwurf-von-heiko-maas-haertere-strafen-fuer-vergewaltiger-1.2574397" target="_blank">
<time class="timeformat" datetime="2015-07-20 18:44:21">20. Juli 2015, 18:44 Uhr (SELBST DIE SZonline fabuliert)</time>
</a><h2>
<a href="http://www.sueddeutsche.de/politik/gesetzentwurf-von-heiko-maas-haertere-strafen-fuer-vergewaltiger-1.2574397" target="_blank"> Gesetzentwurf von Heiko Maas Härtere Strafen für Vergewaltiger </a></h2>
</section><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmmfm4rtKTNBidgY8W23uNWAYHkcEPaRcUUAob2aGxGe8vBl3NmEh78o4dbMbof5_tLfj5ql_LQW2I2j9I6vF9PPa0cIZDby1lWXPqTRF7RYW7zQPcZUgAaJINJOQ0c9bHI0FSE7_XLXbx/s1600/image002.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmmfm4rtKTNBidgY8W23uNWAYHkcEPaRcUUAob2aGxGe8vBl3NmEh78o4dbMbof5_tLfj5ql_LQW2I2j9I6vF9PPa0cIZDby1lWXPqTRF7RYW7zQPcZUgAaJINJOQ0c9bHI0FSE7_XLXbx/s1600/image002.gif" /></a></div>
<h1 class="post">
RTL? Verbessern? Ein Rückfall ins Mittelalter unter anderen Vorzeichen!</h1>
<h1 class="post">
<a href="http://www.rtl.de/cms/justizminister-maas-will-sexualstrafrecht-verbessern-2382826.html" target="_blank">http://www.rtl.de/cms/justizminister-maas-will-sexualstrafrecht-verbessern-2382826.html</a></h1>
<h1 class="post">
</h1>
<h1 class="post">
</h1>
<h1 class="post">
Graswurzelstratgeie: 3SAT „Gutachten: Mangelhaft“ - siehe MEDIATHEK (mediathekview - downloadbares Tool oder YOUTUBE)</h1>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-12457699540226056122015-07-02T03:49:00.002-07:002015-07-02T04:03:14.523-07:00"Triberg Junges Paar erfindet Vergewaltigung" - Schwarzwälder Bote/SÜDKURIER mit neuer Erkenntnis: "Falschbeschuldigungen wegen Vergewaltigung nehmen stetig zu."<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Und morgen trägt die Ehefrau eine Matratze durch den Schwarzwald.... oder zwei oder drei ... und nennt es Kunst! (wg Bewährung und so...) . Und die Auflage-im-Sturzflug-EMMA der bekanntesten deutschen Steuerhinterziehrein hat Mitleid. BESTIMMT! Villingen/<a class="art_thema" href="http://www.schwarzwaelder-bote.de/thema/Triberg" title="Triberg">Triberg</a> - Falschbeschuldigungen wegen <a class="art_thema" href="http://www.schwarzwaelder-bote.de/thema/Vergewaltigung" title="Vergewaltigung">Vergewaltigung</a>
nehmen stetig zu. <u><i><b>Laut einer Untersuchung werden mehr als die Hälfte
der angezeigten Vergewaltigungen vorgetäuscht. </b></i></u>Solch ein Fall wegen
falscher Anschuldigung einer Vergewaltigung wurde jüngst vor dem <a class="art_thema" href="http://www.schwarzwaelder-bote.de/thema/Amtsgericht" title="Amtsgericht">Amtsgericht</a> Villingen verhandelt.</span></div>
<div class="contentbrick regPaidContent" id="id_39516a35_b8cc_4289_8d29_9481f5fe2c8c" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Egal,
ob es zu einem Freispruch wegen offensichtlicher Falschheit oder zu
einem normalen Freispruch führt, steht die Familie des Betroffenen nach
einem solchen Vorwurf nicht selten vor dem Ruin, bei einer Verurteilung
eines Unschuldigen aufgrund der hohen Strafen ganz zu schweigen. Es
reicht hier eine einzige bloße Aussage des vermeintlichen Opfers, weil
es ja hier kaum Zeugen gibt. So kann man schneller verurteilt werden,
als man glauben möchte.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="contentbrick" id="id_2842cab7_ee0a_4605_bb82_a87a529eabb0" style="text-align: justify;">
</div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div style="text-align: justify;">
<br />
<br />
<section class="contentbrick art_verweis" id="id_80964a91_e949_4885_8709_b51dbed8bfe1">
</section></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="contentbrick regPaidContent" id="id_14404866_85f1_47be_bd7f_ea2f321c9c57" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Der
Reihe nach: Im April vergangenen Jahres rief der junge Ehemann, obwohl
er wusste, dass dies unzutreffend war, das Polizeirevier St. Georgen an,
seine Ehefrau sei soeben vergewaltigt worden. Die Ehefrau bestätigte
dies gegenüber der Polizei, die anschließend zur Wohnung des
Angeschuldigten nach Triberg gekommen war. Bei den weiteren Vernehmungen
bestätigte das Paar den behaupteten Sachverhalt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<br />
<section class="contentbrick art_verweis" id="id_f94d3a1b_adb2_4477_82bb_f3e5e51d9b76">
</section><span style="font-family: Arial,Helvetica,sans-serif;">
</span><a href="http://www.schwarzwaelder-bote.de/inhalt.triberg-vergewaltigung-war-frei-erfunden.3487b6bb-2854-4ccd-bb9e-574e3fda436e.html" target="_blank"><b><span style="font-family: Arial,Helvetica,sans-serif;">Ehemann bietet Frau für Sex an [...]</span></b></a><br />
<br />
<b><a href="http://www.schwarzwaelder-bote.de/inhalt.triberg-vergewaltigung-war-frei-erfunden.3487b6bb-2854-4ccd-bb9e-574e3fda436e.html" target="_blank">Der ganze schmutzige REST: </a></b><br />
<b><br /></b>
<b><br /></b>
<b>auch hier:</b><br />
<b><br /></b>
<b><a href="http://www.suedkurier.de/region/schwarzwald-baar-heuberg/triberg/Gericht-urteilt-Vergewaltigung-war-frei-erfunden;art410964,7971150">http://www.suedkurier.de/region/schwarzwald-baar-heuberg/triberg/Gericht-urteilt-Vergewaltigung-war-frei-erfunden;art410964,7971150</a></b><br />
<br />
<b>BTW:</b><br />
<br />
<hgroup>
<h1 itemprop="name">
Angeklagte vom Vorwurf der Vergewaltigung freigesprochen</h1>
<h2 itemprop="alternativeHeadline">
Kein Beweis für Gewalttat vor 19 Jahren in Weißwasser</h2>
</hgroup>
<div class="vorspann" itemprop="description">
<span class="ortsmarke">Weißwasser</span>
Mit einer angeblichen Vergewaltigung, die bereits 19 Jahre
zurückliegt, hat sich am Donnerstag das Schöffengericht in Weißwasser
befassen müssen. Angeklagt waren ein 60-jähriger Mann aus Weißwasser und
eine 39-jährige Frau aus Elsterheide.
</div>
Beide durften nach fast einem Tag Verhandlungsdauer den Saal mit einem Freispruch verlassen.<br />
[...]<br />
<a href="http://www.lr-online.de/regionen/weisswasser/Angeklagte-vom-Vorwurf-der-Vergewaltigung-freigesprochen;art13826,5080174" target="_blank">http://www.lr-online.de/regionen/weisswasser/Angeklagte-vom-Vorwurf-der-Vergewaltigung-freigesprochen;art13826,5080174</a><br />
<br />
<br />
<b>
</b><br />
<h4>
Amtsgericht
</h4>
<h1>
Vergewaltigungsprozess in Forchheim endet mit Freispruch</h1>
<a href="https://www.infranken.de/337932"><img alt="inFranken-Plus" src="https://www.infranken.de/templates/img/ifPlus.png" style="float: left;" /></a>
<span class="ortsmarke"><a href="https://www.infranken.de/regional/91301-forchheim%7E/">Forchheim</a></span>
Es passiert selten, dass sich Staatsanwalt, Verteidiger und
Nebenklägervertreter einig sind. Bei einem Prozess wegen
Körperverletzung und Vergewaltigung vor dem Forchheimer Amtsgericht
plädierten jedoch <b>alle auf Freispruch [sic!!!]</b><br />
<b><br /></b>
<b><a href="https://www.infranken.de/regional/forchheim/Vergewaltigungsprozess-in-Forchheim-endet-mit-Freispruch;art216,1090673" target="_blank">https://www.infranken.de/regional/forchheim/Vergewaltigungsprozess-in-Forchheim-endet-mit-Freispruch;art216,1090673</a></b><br />
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-5377610787361207782015-05-06T05:02:00.000-07:002015-05-06T05:55:16.054-07:00PKS-Vorstellung durch Innenminister Thomas de Maizière: (Falsch-)Anzeigen wegen Vergewaltigung gehen weiter zurück (2014/2013: 7345/7408 =- 63 Fälle = - 0,9% - TV: 6162/6277 = -1,83%)<!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmmfm4rtKTNBidgY8W23uNWAYHkcEPaRcUUAob2aGxGe8vBl3NmEh78o4dbMbof5_tLfj5ql_LQW2I2j9I6vF9PPa0cIZDby1lWXPqTRF7RYW7zQPcZUgAaJINJOQ0c9bHI0FSE7_XLXbx/s1600/image002.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmmfm4rtKTNBidgY8W23uNWAYHkcEPaRcUUAob2aGxGe8vBl3NmEh78o4dbMbof5_tLfj5ql_LQW2I2j9I6vF9PPa0cIZDby1lWXPqTRF7RYW7zQPcZUgAaJINJOQ0c9bHI0FSE7_XLXbx/s1600/image002.gif" /></a></div>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Aufatmen für die Männer, vor allem in West-Deutschland? Hat das
Falschanzeigen/Denunzieren durch angebliche Vergewaltigungs-Opfer (siehe auch
Matratzen-‚Kunst’-Fall an der Columbia-Uni) in Deutschland etwa ein Ende? Hm.
Abwarten! „Man wird sehen,“ sagte der Zen-Meister. -</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">So. Ehe aber die Koryphäen des KfN und TdF wie weiland
Ostern 2014 querfeldeinrechnen in der durchaus berechtigten Hoffnung, dass die
#Vollpfosten-Journaille – <a href="http://rechtsanwaeldin.blogspot.de/2015/04/asylrecht-202834-asylantrage-im-jahr.html" target="_blank"><b>wie schon bei den Asylantenzahlen des Ministers deMaizières </b></a>– nichts überprüft und schon gar nicht kapiert, sei sofort ein Riegel
vorgeschoben und hier schon einmal vorab nicht nur die neuesten absoluten
Zahlen zu ANGEBLICHEN Vergewaltigungen 2014 (vom heutigen Tag 11:30 h) aus der
sogenannten Polizeilichen Kriminalstatistik genannt, sondern auch schon die
prozentualen Veränderungen sowie ihr Abtrag in den laufenden Charts. Dass der
‚Opferindustrie die (Anzeige-/Verdachts-)‚Fälle’ nicht ausgehen, dafür wird
dann schon die erwartete Gesetzesänderung zu §§177/178 StGB des
Mehrfachumfallers (auch Vorratsdatenspeicherung) Heiko Maas (SPD) aus dem
angrenzenden Justizministerium sorgen, wenn sie schon nicht zu mehr
Verurteilungen (Aussage-gegen-Aussage) führen werden. Aber darum scheint es ja
eh nicht zu gehen, vielmehr um Paralysierung und Denunzierung von Ex-Partner im
Sorgerechts-/Umgangsrechtsstreit oder ein Nachtreten als Rachemittel z.B. wegen
neuer glücklicher Partnerschaft des Ex, unanfechtbarem Ehevertrag und/oder
nicht realisierbarer Unterhaltsforderungen bspw..</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Zwar haben die ANZEIGEN wegen angeblicher Vergewaltigungen
von 2013 auf 2014 nicht so stark abgenommen wie 2012 zu 2013, aber immerhin noch
um 63 angebliche Fälle, was einem Anzeige-Fallrückgang von 0,9% entspricht; bei
der Zahl der Tatverdächtigen gab es dagegen einen Rückgang von 6.277 auf 6.162,
was einem prozentualen Rückgang von 1,83% entspricht. Die Anzahl der
nicht-deutschen Tatverdächtigen nimmt dagegen zu (von 1755 auf 1911), was eine
Anteilserhöhung an allen TV von 2013 auf 2014 von 28% auf 31% zur Folge hat.
Die nonsensisch definierte polizeiliche Aufklärungsquote (AQ) sank von 82%<span style="mso-spacerun: yes;"> </span>in 2013 auf 81 % in 2014, was schon darauf
hindeutet, dass in prozentual mehr Fällen, die angeblichen Opfer (siehe echte
Verurteilungsquote) seltener einen Namen (aus dem Beziehungsumfeld) parat
hatten bzw. kein angeblicher Fremdtäter zur angeblichen Tat ermittelt werden
konnte. Auch die massiven regionalen (Landes-)Disparitäten bei diesem Delikt,
über die wir ständig berichteten, die schon gegen die von KfN und TdF sowie
EMMA (AS) lancierten ‚Dunkelziffern’ sprechen, manifestierten sich nicht nur
wieder in den Jahressummenzahlen, sondern – soviel sei schon verraten – haben
auch bzgl. relativer (prozentualer) Jahres-Zu- und Abnahmen massivst
unterschiedliche regionale Ausprägungen; was zusätzlich gegen den Schmonzes der
phantastologischen interessegeleiteten Dunkelziffern der ‚Opferindustrie’
spricht. Aber dazu alsbald und in aller Ausführlichkeit mehr.</span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-34508259074260677542015-04-17T00:59:00.002-07:002015-04-17T00:59:16.671-07:00Graswurzelstratgeie: 3SAT „Gutachten: Mangelhaft“; Jörg Kachelmann an der Bürger Uni Friedrichshafen und BGH-Fischer, Sabine Rückert(ZEIT), RAe Strate und Kempf auf dem Hambacher Schloß „Vor dem Justiz-Infarkt? Hoeneß-Ecclestone-Middelhoff und die Folgen“<!--[if gte mso 9]><xml>
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<h1>
<a href="http://www.suedkurier.de/region/bodenseekreis-oberschwaben/friedrichshafen/Joerg-Kachelmann-8222-Ich-will-nicht-dass-Gras-drueber-waechst-8220;art372474,7784712" target="_blank"><span class="article-title"><span style="font-size: 12.0pt; mso-bidi-font-size: 24.0pt;">Jörg Kachelmann: „Ich will nicht, dass Gras drüber wächst“</span></span></a><span class="article-title"><span style="font-size: 10.0pt; mso-bidi-font-size: 24.0pt;"><a href="http://www.suedkurier.de/region/bodenseekreis-oberschwaben/friedrichshafen/Joerg-Kachelmann-8222-Ich-will-nicht-dass-Gras-drueber-waechst-8220;art372474,7784712"></a></span></span><span class="article-title"><span style="font-size: 12.0pt; mso-bidi-font-size: 24.0pt;"> </span></span><span style="font-size: 12.0pt; mso-bidi-font-size: 24.0pt;"></span></h1>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Wie in Karthago nach Hannibal? (Salz drauf, damit kein Gras
mehr drüber wachse.) – Ja, mehr als nur etwas ist faul im Staate
Groß-Uckermark. Ob §177-Umfaller-Justizminister Heiko Maas gleich bis zum
höchstricherlichen Rüffel bleibt, statt neuerlich bei der
Vorratsdatenspeicherung schon wieder umzufallen, ob falsche,
unwissenschaftliche ‚Gutachten’ als Gewissenserleichterung deutscher
Richter/-innen oder Unterminierung des Rechtsstaats durch Interessengruppen,
die rechtstechnisch sinnlose Verschärfungen fordern, die klar nur darauf
gerichtet sind mediale Vor- und Nachverurteilungen mit Existenzvernichtung bei
allzu bescheidener Beweislage statt saubere rechtsstaatliche Aburteilung zu
betreiben; es wäre in diesem Land, das sich weltweit gerne narzisstisch<span style="mso-spacerun: yes;"> </span>Rechtsstaat nennen lässt, kaum mehr
auszuhalten, gäbe es nicht rechtstaatliche Gegenbewegungen und Beiträge wie
gestern Abend in 3SAT „Gutachten: mangelhaft“ <a href="http://www.chip.de/downloads/MediathekView_34031575.html" target="_blank">(Wer es verpasst hat: mitdownload Tool MediaView 9.0 z.B. via CHIP.de downloadbar </a>), die Friedrichshafener Bürger Uni</span></div>
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<div style="text-align: justify;">
<blockquote class="tr_bq">
<span style="font-size: x-small;"><b><i>Er glaubt selbst nicht daran, dass ihn dieser Freispruch rehabilitiert hat.</i></b></span><br />
<span style="font-size: x-small;"><b><i>
</i></b></span><span style="font-size: x-small;"><b><i>An diesen Gedanken gewöhnen will sich Jörg Kachelmann aber nicht. Und so
beißt er verbal auch an diesem Abend zu, wenn er „Dreckszeitungen“ geißelt oder
behauptet, Falschbeschuldigungen – und das seien, sagt er, die Mehrzahl der
angezeigten Vergewaltigungen – seien ein Massendelikt geworden und würden in
Sorgerechts-Streitigkeiten etwa als „todsichere Waffe“ eingesetzt. Ein fast
schon beleidigender Wortwechsel mit einem Medienvertreter demonstriert, dass
Jörg Kachelmann nicht nur pauschal verurteilt, sondern die Interpretation von
Recht und Gesetz in die eigenen Hände genommen hat. Nur: Wer will es ihm
verdenken nach seinen Erfahrungen mit der dritten und der vierten Macht im
Staat?</i></b></span></blockquote>
</div>
<a href="http://www.suedkurier.de/region/bodenseekreis-oberschwaben/friedrichshafen/Joerg-Kachelmann-8222-Ich-will-nicht-dass-Gras-drueber-waechst-8220;art372474,7784712">http://www.suedkurier.de/region/bodenseekreis-oberschwaben/friedrichshafen/Joerg-Kachelmann-8222-Ich-will-nicht-dass-Gras-drueber-waechst-8220;art372474,7784712</a>
<br />
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">oder jene Veranstaltung am 22. April 2015 auf dem Hambacher
Schloß. (Da nicht einmal einer der ARD-Experimental-Sender, geschweige denn der
SWR, PHOENIX oder 3Sat überträgt, bleibt zu hoffen, dass wenigstens einer der
JURABLOGS-Blogger Zeit und Muse findet, von ort bzw. über diese Veranstaltung
zu posten.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Es dürfte nicht nur die pensionierte OSTAin und bepreiste Krimiautorin
Gabrielle Wolff brennend interessieren, wie sich beispielsweise die
Kröber-Blutsschwester Rückert nach dessen Mollath- und Kulac-Debakeln
positioniert.</span></div>
<blockquote class="tr_bq">
<div style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">„Nachdem Sabine Rückert in die Chefredaktion
aufgerückt ist, schreibt sie ja nicht mehr, sondern läßt schreiben. Insoweit
ist unklar, wie sie sich positionieren wird. Das Zusammentreffen mit RA Strate
wird dennoch eine spannende Angelegenheit sein, hat sie doch in Sachen Mollath
und Kulac (zur Verteidigung von Kröber) ihre Allzweckwaffe Daniel Müller
vorgeschickt, der aus beiden Freisprüchen eine Quasi-Verurteilung und zudem
eine Ehrenrettung Kröbers machte, der in beiden Fällen unter seinen Standards
geblieben war bzw. sich im Fall Kulac aussagepsychologische Standards angemaßt
hatte, über die er als Nicht-Rechtspsychologe überhaupt nicht verfügte. Dennoch
bzw. gerade deshalb wurde der Auftrag der Staatsanwaltschaft in deren Sinn
glänzend erfüllt, was kausal für das Fehlurteil war.</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">
</span></span><div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Anhand des unterschiedlichen strafrechtlichen Schicksals der
Wirtschaftsgrößen erweist sich, daß Justitia nicht blind ist, sondern auch dem
Populismus frönt (der im Fall Hoeneß zu seinen Gunsten ausfiel und in den
Fällen Ecclestone und Middelhoff zu deren Ungunsten).“</span></span></div>
</blockquote>
<a href="https://gabrielewolff.wordpress.com/2014/12/13/der-fall-mollath-das-buch-von-gerhard-strate/comment-page-1/#comment-47829">https://gabrielewolff.wordpress.com/2014/12/13/der-fall-mollath-das-buch-von-gerhard-strate/comment-page-1/#comment-47829</a>
<br />
Titel:<br />
<strong>Vor dem Justiz-Infarkt? Hoeneß-Ecclestone-Middelhoff und die Folgen</strong><br />
Wann:<br />
22.04.2015 19.00 Uhr<br />
Kategorie:<br />
Demokratie-Forum Hambacher Schloss<br />
Beschreibung<br />
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Mittwoch, 22. April 2015, 19
Uhr </div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
<strong>“Vor dem
Justiz-Infarkt?</strong><b><br />
</b><br />
Hoeneß-Ecclestone-Middelhoff und die Folgen”</div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Moderation: Prof. Dr. Leif</div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Grußwort:<br />
• Prof. Dr. Gerhard Robbers (Minister der Justiz und für Verbraucherschutz RLP)</div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Es diskutieren:<br />
• Prof. Dr. Thomas Fischer (Vorsitzender Richter am Bundesgerichtshof)<br />
• Dr. Thomas Darnstädt (Journalist, Buchautor “Der Richter und sein Opfer: Wenn
die Justiz sich irrt”)<br />
• Dr. Gerhard Strate (Mollath-Verteidiger, Rechtsanwalt)<br />
• Sabine Rückert (stellvetr. Chefredakteurin die Zeit)<br />
• Eberhard Kempf (Fachanwalt für Strafrecht)</div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Im Anschluss lädt die Stiftung
Hambacher Schloss die Gäste zum Gespräch mit den Diskutanten/-innen bei einem
guten Glas Pfälzer Wein ein.<br />
Die Winzerinnen Michaela Peter vom Weingut Peter aus Wachenheim und Manuela
Cambeis-Meyer vom Stiftsweingut Meyer aus Klingenmünster präsentieren einen
besonderen Wein und sorgen für einen angenehmen Ausklang des Abends.<br />
Die Winzerinnen sind Mitglieder des Vinissima e.V., einem bundesweiten Netzwerk
von 340 Weinkennerinnen.</div>
<div style="margin-left: 36.0pt; margin-right: 36.0pt;">
Das Demokratie-Forum wird vom
Südwestrundfunk (SWR) unterstützt und aufgezeichnet. Auf der Seite <a href="http://www.swr.de/demokratieforum">http://www.swr.de/demokratieforum</a>
finden Sie Dokumentation der jüngsten Demokratie-Foren sowie Texte und Thesen
zu unseren Themen.<br />
Der Eintritt ist frei!<br />
Um Anmeldung wird gebeten unter:<br />
<a href="mailto:demokratieforum@hambacher-schloss.de">demokratieforum@hambacher-schloss.de</a>
</div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<a href="http://www.hambacher-schloss.de/alleveranstaltungen/details/214-df">http://www.hambacher-schloss.de/alleveranstaltungen/details/214-df</a></div>
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<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-11107889182028170682015-04-16T23:48:00.001-07:002015-04-17T01:02:04.467-07:00Vergewaltigungen, Abtreibungen, Falschanzeigen wegen Vergewaltigungen und angeblich 'ethische', kriminologisch indizierte Abtreibungen<!--[if gte mso 9]><xml>
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<span style="font-family: Arial,Helvetica,sans-serif;">Merkwürdig genug - wie das vor Ort von völlig überforderten
Polizisten/-innen Schnellrichtern/-innen einseitig interpretierte
‚Gewaltschutzgesetz -<span style="mso-spacerun: yes;"> </span>ist die
Implementierung einer straffreien (‚kriminologisch’ begründete) Abtreibung
wegen angeblicher Vergewaltigung (als einzige im deutschen Wohlfahrtsstaat
statistisch als ‚ethische’ erfaßt) ohnehin, da eine dazu ‚passende’
Verurteilung schon rein praktisch kaum innerhalb der 3-Moantsfrist<span style="mso-spacerun: yes;"> </span>erfolgen kann. Seinerzeit sogar wieder
besseres Wissen stets als DIE Begründung vorrangestellt, erreichte sie als
‚Begründung’ für das Zerschnetzeln/Absauger/medikamentöse Entfernung des<span style="mso-spacerun: yes;"> </span>werdenden Lebens allenfalls zwischen 0,0428
Prozent 0,0126 Prozent (mit anderen Worten/Zahlen: zwischen 0,126 und 0,428
PROMILLE – in<span style="mso-spacerun: yes;"> </span>absoluten Zahlen: 14 –
56) bei einer jährlichen Größenordnung der Abtreibungen von einer kleinen bis
mittleren Großstadt.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Merkwürdiger ist dann schon, dass trotz massiven
demographischen Rückgangs (tendenziell ist Vergewaltigung bei
Täter-Opfer-Struktur Betrachtung eine ‚junges Delikt’), der sich beim Rückgang
der Abtreibungen (erstmals unter 100.000) einerseits und den Verurteilungen
wegen Vergewaltigungen andererseits auch ’natürlich’ spiegelt, es gerade im
abgelaufenen Jahr 2014 (41) zu 2013 (20) ein Plus von 21 (= plus 105%) von
Vergewaltigung gegeben haben soll. Am merkwürdigsten ist allerdings, dass man
dem gerade beim Thema angebliche Vergewaltigung so rauschende Blätterwald so
gar nichts zum schlimmen Doppelthema Klagen wegen angeblicher Vergewaltigung
UND Zeugung bringt. Und schon gar nichts zum Thema allzu ‚verfrühte Abtreibung’
mit kriminologischer (Schein-)Begründung auf Zuruf einer einzelnen Dame. Denn
egal von welcher Seite und welchen ‚Schätzungen’ man es auch betrachtet, es
müsste eine deutliche Anzahl von ‚Falschanzeigen’ von abgeblichen
Vergewaltigungsschwangerschaften (und Abtreibungen) gegeben haben. Selbst wenn
man nicht die von Pfeiffer (Ex-KfN) selbst geklöppelte und von Terre des
difamations allzu gerne und offensichtlich allzu langem Nachdenken übernommene
Pfeiffer-Verurteilungsquote zugrunde legt, wären eben auch nur unter 10% ex
post rechtsstaatlich‚gedeckt’. Wenn man die <a href="https://ritaevaneeser.wordpress.com/2014/12/28/jorg-kachelmann-ewersoverbeck-kussturckwittearnold-und-die-vielen-opfer-von-falschbeschuldigungen/comment-page-1/#comment-38232" target="_blank">Leichtfertigkeit mit derFalschanzeigen wegen Verspätung zum Arbeitsbeginn, übermäßigem eigenenAlkoholkonsums, Fremdgehens, Sorgerechtsstreit etc. erstattet wurden und werden, sieht, so darfman nicht allen Ernstes Skrupel bei der Falschangabe von Schwangerschaft durchVergewaltigung erwarten</a>, denn die soziale Akzeptanz und Mitleid dürften trotz
Massenabtreibungen (seit 1977 mehr als 5 Mio.) aus ‚sozialen’ Gründen in einem
der reichsten Staaten der Welt, der sich ohnehin mehr und mehr und immer früher
in Kinderbetreuung und ‚Erziehung’ entlastend einmischen will, ungleich größer
sein.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Nimmt man stattdessen die unterschiedlichen Falschbeschuldigungsquoten
von 10 (Voodoo-Statistiker Pfeiffer, auf dessen Mummenschanz wir
notwendigerweise in aller Ausführlichkeit an dieser Stelle noch eingehen
werden), 20, 30, 50, bis 75% <a href="http://www.suedkurier.de/region/bodenseekreis-oberschwaben/friedrichshafen/Joerg-Kachelmann-8222-Ich-will-nicht-dass-Gras-drueber-waechst-8220;art372474,7784712" target="_blank"><b>(„Falschbeschuldigungen sind ein Massendeliktgeworden“,</b></a> behauptete Jörg Kachelmann auf der Bühne der Bürger-Universität in
Friedrichshafen“), so ergäben sich bei 41 angeblichen kriminologischen
‚Begründungen’ mittelbar durch die rechtsstaatliche Prüfung des doch wohl
parallel anhängigen Vergewaltigungsvorwurfs <a href="https://ritaevaneeser.wordpress.com/2014/12/28/jorg-kachelmann-ewersoverbeck-kussturckwittearnold-und-die-vielen-opfer-von-falschbeschuldigungen/comment-page-1/#comment-38232" target="_blank"><b>4, 8, 12, 20 oder gar 30 (!) mitgefälschter/falscher Begründung </b></a>entfernte potentielle Verwandte. Allein, es
fehlen die Meldungen, gar Schlagzeilen – auch nur zu einer einzigen. Mit
modernem Journalisten-Hyperlativ: mega merkwürdigst.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.maz-online.de/Lokales/Brandenburg-Havel/Gericht-haelt-Vergewaltigung-fuer-erfunden" target="_blank">http://www.maz-online.de/Lokales/Brandenburg-Havel/Gericht-haelt-Vergewaltigung-fuer-erfunden</a> </span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-16608561246884378052015-04-15T07:20:00.001-07:002015-04-15T07:20:33.345-07:003SAT 16.04.2015: GUTACHTEN MANGELHAFT<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaL3H8KfRqs3t44HFyy-Mo99UDppYv4psCEM_i0m8fJc5W4BhaG8eVoCzu9WDLhct_K1aE5HZAEK_9LAxwa7a0nIk8g69Iai594hWgNuewbqUCYKiSxs5IpfyM1ZWXU7CaYHfKdWA7Etnn/s1600/POCUTF8_14466786339_Original_Daccord.JPEG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaL3H8KfRqs3t44HFyy-Mo99UDppYv4psCEM_i0m8fJc5W4BhaG8eVoCzu9WDLhct_K1aE5HZAEK_9LAxwa7a0nIk8g69Iai594hWgNuewbqUCYKiSxs5IpfyM1ZWXU7CaYHfKdWA7Etnn/s1600/POCUTF8_14466786339_Original_Daccord.JPEG" height="180" width="320" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Hunderttausende von Gerichtsprozessen werden jährlich in Deutschland
geführt. In vielen davon ist die Beweislage dünn - es steht Aussage
gegen Aussage. Dann müssen Gutachter helfen. Wenn Eltern sich um das
Sorgerecht für ihre Kinder streiten oder wenn im Strafprozess eine
Verurteilung zu "lebenslang" von einer Zeugenaussage abhängt, beauftragt
ein Richter oft Gutachter, ihre Expertise beizusteuern. Anhand
spannender Fälle aus Familien- und Strafprozessen beantwortet die
3sat-Wissenschaftsdokumentation zentrale Fragen rund um Gutachter, ihre
Arbeitsmethoden und ihre erstaunliche Macht bei Gericht.</span></div>
<div style="text-align: justify;">
<br /></div>
<h3 style="border: 0; cursor: pointer; position: relative;">
<a href="http://programm.ard.de/TV/3sat/gutachten--mangelhaft/eid_2800714281238769#">
<span class="date">
16.04.2015 <br />
20:15 Uhr
</span>
<span class="titel">Gutachten: mangelhaft <span class="subtitel">
Film von Daniela Hoyer und Judith Schneider | 3sat</span></span></a></h3>
<h3 style="border: 0; cursor: pointer; position: relative;">
<span class="titel"><span class="subtitel"> </span></span></h3>
<div class="eventMeta bcData">
<a href="http://www.3sat.de/">3sat</a><br />
Donnerstag, 16.04.15 | 20:15 - 21:00 (45 Min.)
<br />
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<a href="http://programm.ard.de/TV/hrfernsehen/gutachten--mangelhaft/eid_2800714281238769?print=1">Infos drucken</a><br />
<br />
<br /> ht<a href="tp://programm.ard.de/TV/3sat/gutachten--mangelhaft/eid_2800714281238769">tp://programm.ard.de/TV/3sat/gutachten--mangelhaft/eid_2800714281238769</a><br />
<h3 style="border: 0; cursor: pointer; position: relative;">
<span class="titel"><span class="subtitel"> </span>
</span>
</h3>
<div style="text-align: justify;">
<br /></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-49964937275115226022015-04-15T00:49:00.001-07:002015-04-15T00:56:40.119-07:00 Asylrecht: 202.834 Asylanträge im Jahr 2014 - 32.054 Asylanträge im März - Unionsfraktionschef Volker Kauder "Deutschland kann deutlich mehr Flüchtlinge aufnehmen" 2015<!--[if gte mso 9]><xml>
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<span style="font-family: Arial,Helvetica,sans-serif;">Ja, da kann einem Angst und Bange werden. Jede RENO hätte –
(ja, liebes MOMA heute): trotz Berwerberinnenmangel) - allerdings mindestens
eine Abmahnung am Fuß, hätte sie den Chef/die Chefin mit solchem Material in
die ‚Debatte’ geschickt. Nein, wir wollen nicht wissen, was der/die
Lieferant/in des Bundesministeriums (plus das 3. und 4.Auge) des Innern
verdient; sicherlich hieße es dann ohnehin: zu wenig. Bei den Beamten- bzw.
Staatssekretariats-Gehältern, die sich nicht mit denen in der freien Wirtschaft
messen können, sind halt keine Multi-Talente, die sowohl Copy-and-Paste als
auch die 4 (Überraschung: ja es sind 4!) Grundrechenarten beherrschen, zu
bekommen, die zudem – im Innenministerium (!) – auch noch über eine gewisse
geopolitische Grundbildung verfügen, dass eine erfolgreiche
Plausibiltitätskontrolle bei dem offensichtlichen manuellen (!) Übertrag der
vom BafM gelieferten Zahlenmaterials <span style="background-color: yellow;">( <span style="background: yellow; mso-highlight: yellow;">IRAK statt IRAN</span> !)</span> möglich wäre. Ja, da kann einem
als Ministerpräsident/in schon Angst und Bange werden. Denn merke: Wem schon
die ‚Rückrechnung’ nicht gelingt, von dem ist auch keine annähernd richtige
Prognose (300.000!!! für 2015) zu erwarten. Zumal die Entwicklung ohnehin immer komplexer und komplizierter
zu werden scheint und vom BUND (<a href="http://www.spiegel.de/politik/deutschland/kauder-spricht-sich-fuer-mehr-fluechtlinge-in-deutschland-aus-a-1028659.html" target="_blank">laut KAUDER (CDU heute Morgen</a> - <span style="background-color: yellow;">LINKS ganz unten)</span> keine weiteren
Hilfen für erwartet (noch) weiter steigende Zahlen erwartet werden kann:</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">„Abgelehnt
wurden die Anträge von 21.002 Personen (36,2 Prozent). Anderweitig erledigt
(z.B. durch Dublin-Verfahren und Verfahrenseinstellungen wegen Rücknahme des
Asylantrages) wurden die Anträge von 15.724 Personen (27,1 Prozent).</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Ende
März 2015 lag die Zahl der noch nicht entschiedenen Anträge bei 199.831, davon
178.249 als Erstanträge und 21.582 als Folgeanträge (Vormonat: 188.435
anhängige Verfahren, davon 167.749 Erst- und 20.686 Folgeanträge; zum 31. März
2014 100.628 anhängige Verfahren, davon 91.222 Erst- und 9.406 Folgeanträge).</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">„</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span class="title"><b><span style="font-size: 26.0pt; mso-bidi-font-size: 12.0pt;">202.834 Asylanträge im Jahr 2014</span></b></span><b><span style="font-size: 26.0pt; mso-bidi-font-size: 12.0pt;"></span></b></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Im Jahr 2014 wurden beim Bundesamt für Migration und
Flüchtlinge insgesamt 202.834 Asylanträge gestellt, 75.811 mehr als im Vorjahr</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.bmi.bund.de/SharedDocs/Pressemitteilungen/DE/2015/01/asylzahlen_2014.html">http://www.bmi.bund.de/SharedDocs/Pressemitteilungen/DE/2015/01/asylzahlen_2014.html</a></span>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">[…]</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Die
Hauptherkunftsländer 2014 waren (mit Vergleichszahlen 2013):</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
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<br /></div>
</td>
<td colspan="3" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b> Asylanträge
(<b>Erst- und Folgeanträge</b>)</b></span></div>
</td>
<td colspan="2" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Veränderungen</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>2013 </b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>2014</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>in %</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>absolut</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Gesamt</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">127.023</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>202.834</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">59,7</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">75.811</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">12.863</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>41.100</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">219,5</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">28.237</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">18.001</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>27.148</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">50,8</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">9.147</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;">3.</span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Eritrea</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3.638</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="background: yellow; mso-highlight: yellow;">13.253</span></b></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;">???</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">9.615</span></span></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">8.240</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>9.673</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">17,4</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.433</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;">5.</span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Iran</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;">4.196</span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>9.499</b></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;">126,4</span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;">5.303</span></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">6.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.423</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>8.923</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">101,7</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.500</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">7.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">9.418</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>8.906</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">-5,4</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">-512</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">8.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.847</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>8.474</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">74,8</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.627</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">9.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.295</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>8.113</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">526,5</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">6.818</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">10.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Somalia</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.875</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>5.685</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">46,7</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.810</span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">[…]</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Erst- und Folgeanträge bei den Hauptherkunftsländern im <b>Dezember 2014</b>:</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Asylanträge</b></span></div>
</td>
<td colspan="2" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>davon:</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Erstanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Folgeanträge</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Gesamt</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>20.384</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>17.059</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.325</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">davon:</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.021</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.910</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">111</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.369</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.890</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.479</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.956</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.461</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">495</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">940</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">888</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">52</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">825</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">790</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">35</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">776</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">447</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">329</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Eritrea</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">718</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">710</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">8</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">689</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">363</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">326</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">669</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">521</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">148</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Ungeklärt</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">949</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">477</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">17</span></span></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h1>
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="title">32.054 Asylanträge im März 2015</span></span></h1>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h1>
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="doctype"><span style="font-size: 10.0pt; mso-bidi-font-size: 24.0pt;">Pressemitteilung</span></span><span style="font-size: 10.0pt; mso-bidi-font-size: 24.0pt;"> <span class="date">09.04.2015</span></span></span></h1>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h1>
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="category">Migration und Integration</span> <span class="category">Asyl
und Flüchtlingsschutz</span> <span class="doctype">Pressemitteilung</span> <span class="date">09.04.2015</span> <span class="title">32.054 Asylanträge im März
2015</span></span></h1>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Im März 2015 wurden beim Bundesamt für Migration und
Flüchtlinge insgesamt 32.054 Asylanträge gestellt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Dies
bedeutet einen Anstieg von 184,2 Prozent gegenüber dem Vorjahresmonat März
2014.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Entschieden
hat das Bundesamt im März 2015 über die Anträge von 22.754 Personen. 6.277
Personen erhielten die Rechtsstellung eines Flüchtlings nach der Genfer Flüchtlingskonvention
(27,6 Prozent aller Asylentscheidungen).</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Zudem
erhielten 144 Personen (0,6 Prozent) subsidiären Schutz im Sinne der
EU-Richtlinie 2011/95/EU. Bei 189 Personen (0,8 Prozent) wurden
Abschiebungsverbote nach § 60 Absatz 5 oder Absatz 7 Satz 1 des
Aufenthaltsgesetzes festgestellt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahlen im Einzelnen:</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h2>
<span style="font-family: Arial,Helvetica,sans-serif;"><b>I. Aktueller Monat</b></span></h2>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Beim
Bundesamt für Migration und Flüchtlinge haben im März 2015 32.054 Personen
einen förmlichen Asylantrag gestellt, davon 28.681 als Erstanträge und 3.373
als Folgeanträge. Damit ist die Zahl der Asylbewerber gegenüber dem
Vorjahresmonat um 20.774 Personen (184,2 Prozent) und gegenüber dem Vormonat um
5.971 Personen (22,9 Prozent) gestiegen.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Insgesamt
19.730 Anträge wurden von Staatsangehörigen der Westbalkanstaaten Albanien,
Bosnien und Herzegowina, Kosovo, Mazedonien, Montenegro und Serbien gestellt,
das sind 61,6 Prozent aller in Deutschland gestellten Asylanträge.
Mitursächlich hierfür ist die priorisierte Bearbeitung der Verfahren der
Staatsangehörigen aus Kosovo.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="5" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Hauptherkunftsländer
im <b>Februar 2015</b>:</span></div>
</td>
</tr>
<tr>
<td colspan="2" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="underline"><b>Zum Vergleich:</b></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Januar 2015</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Februar 2015</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>März 2015</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 1.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.630</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">7.728</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>11.729</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.530</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.237</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>4.620</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 3.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.648</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.794</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.020</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 4.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.328</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.849</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>2.833</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 5.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.065</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">960</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.192</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 6.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">919</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">958</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.186</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 7.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.162</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">998</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>926</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 8.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">703</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">693</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>690</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 9.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ungeklärt</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">510</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">284</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>400</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">10.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ukraine</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">265</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">340</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>395</b></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="4" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die Erst- und
Folgeanträge bei den Hauptherkunftsländern im <b>März 2015</b>:</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Asylanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Erstanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Folgeanträge</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Gesamt</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">32.054</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">28.681</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.373</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">davon:</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">11.729</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">11.147</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">582</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.620</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.420</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">200</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.020</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.955</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">65</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.833</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.709</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.124</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.192</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.052</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">140</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.186</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">744</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">442</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">926</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">885</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">41</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">690</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">380</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">310</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ungeklärt</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">400</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">380</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">20</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ukraine</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">395</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">392</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3</span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahl der <b>Asylerstanträge</b> im März 2015 (28.681) stieg damit
gegenüber dem Vorjahresmonat (9.839) um 191,5 Prozent und gegenüber dem
Vormonat (22.775) um 25,9 Prozent. Hauptherkunftsländer waren Kosovo, Syrien
und Albanien.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahl der <b>Asylfolgeanträge</b> im März 2015 (3.373) stieg im
Vergleich zum Vorjahresmonat (1.441) um 134,1 Prozent und gegenüber dem
Vormonat (3.308) um 2,0 Prozent. Hauptherkunftsländer waren Serbien, Kosovo und
Mazedonien.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Im
März 2015 hat das Bundesamt über die Anträge von 22.754 Personen
(Vorjahresmonat: 11.199, Vormonat: 17.580) entschieden. 6.277 Personen
(27,6 Prozent) wurde die Rechtsstellung eines Flüchtlings nach dem
Abkommen über die Rechtsstellung der Flüchtlinge vom 28. August 1951
(Genfer Flüchtlingskonvention) zuerkannt. Darunter waren 194 Personen
(0,9 Prozent), die als Asylberechtigte nach Art. 16a des Grundgesetzes
anerkannt wurden, sowie 6.083 Personen (26,7 Prozent), die Flüchtlingsschutz
nach § 3 des Asylverfahrensgesetzes i. V. m. § 60 Absatz 1 des
Aufenthaltsgesetzes erhielten.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Im
März 2015 erhielten 144 Personen (0,6 Prozent) nach § 4 des
Asylverfahrensgesetzes subsidiären Schutz im Sinne der Richtlinie 2011/95/EU.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Darüber
hinaus hat das Bundesamt im März 2015 bei 189 Personen (0,8 Prozent) Abschiebungsverbote
nach § 60 Absatz 5 oder Absatz 7 Satz 1 des Aufenthaltsgesetzes
festgestellt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Abgelehnt
wurden die Anträge von 10.821 Personen (47,6 Prozent). Anderweitig erledigt
(z.B. durch Dublin-Verfahren oder Verfahrenseinstellungen wegen Rücknahme des
Asylantrages) wurden die Anträge von 5.323 Personen (23,4 Prozent).</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h2>
<span style="font-family: Arial,Helvetica,sans-serif;">II. Laufendes Jahr 2015</span></h2>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">In
der Zeit von Januar bis März 2015 haben insgesamt 85.394 Personen in
Deutschland Asyl beantragt, darunter 75.034 als Erstanträge und 10.360 als
Folgeanträge. Gegenüber dem Vergleichszeitraum im Vorjahr
(37.820 Personen) bedeutet dies eine Erhöhung um 47.574 Personen
(125,8 Prozent).</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="4" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die <b>Hauptherkunftsländer</b>
von Januar bis März 2015 im Vergleich zum Vorjahreszeitraum:</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Jan-Mrz 2014</span></b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Jan-Mrz 2015</span></b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.394</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>23.137</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.527</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>15.444</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.289</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>9.074</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.967</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>6.486</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.135</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.481</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">6.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.572</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.238</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">7.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.276</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.097</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">8.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.919</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>2.120</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">9.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Eritrea</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">933</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.393</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">10.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Russische Föderation</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.588</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.283</b></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="4" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Verteilung der <b>Erst-
und Folgeanträge</b> bei den Hauptherkunftsländern von Januar bis März
2015:</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Asylanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Erstanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Folgeanträge</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Gesamt</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">85.394</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">75.034</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">10.360</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">davon:</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">23.137</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">21.105</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.032</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">15.444</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">14.711</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">733</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">9.074</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.672</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.402</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">6.486</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">6.311</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">175</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.481</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.009</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">472</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.238</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.131</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">107</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.097</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.852</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.245</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.120</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.221</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">899</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Eritrea</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.393</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.368</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">25</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Russische Föderation</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.283</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.065</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">218</span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h1>
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="category"><span style="font-size: 12.0pt; mso-bidi-font-size: 24.0pt;">Migration
und Integration</span></span><span style="font-size: 12.0pt; mso-bidi-font-size: 24.0pt;"> <span class="category">Asyl und Flüchtlingsschutz</span> <span class="doctype">Pressemitteilung</span> <span class="date">09.04.2015</span></span>
<span class="title">32.054 Asylanträge im März 2015</span></span></h1>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Im März 2015 wurden beim Bundesamt für Migration und
Flüchtlinge insgesamt 32.054 Asylanträge gestellt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Dies
bedeutet einen Anstieg von 184,2 Prozent gegenüber dem Vorjahresmonat März 2014.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Entschieden
hat das Bundesamt im März 2015 über die Anträge von 22.754 Personen. 6.277
Personen erhielten die Rechtsstellung eines Flüchtlings nach der Genfer
Flüchtlingskonvention (27,6 Prozent aller Asylentscheidungen).</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Zudem
erhielten 144 Personen (0,6 Prozent) subsidiären Schutz im Sinne der
EU-Richtlinie 2011/95/EU. Bei 189 Personen (0,8 Prozent) wurden
Abschiebungsverbote nach § 60 Absatz 5 oder Absatz 7 Satz 1 des
Aufenthaltsgesetzes festgestellt.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahlen im Einzelnen:</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<h2>
<span style="font-family: Arial,Helvetica,sans-serif;"><b>I. Aktueller Monat</b></span></h2>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Beim
Bundesamt für Migration und Flüchtlinge haben im März 2015 32.054 Personen
einen förmlichen Asylantrag gestellt, davon 28.681 als Erstanträge und 3.373
als Folgeanträge. Damit ist die Zahl der Asylbewerber gegenüber dem
Vorjahresmonat um 20.774 Personen (184,2 Prozent) und gegenüber dem Vormonat um
5.971 Personen (22,9 Prozent) gestiegen.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial,Helvetica,sans-serif;">Insgesamt
19.730 Anträge wurden von Staatsangehörigen der Westbalkanstaaten Albanien,
Bosnien und Herzegowina, Kosovo, Mazedonien, Montenegro und Serbien gestellt,
das sind 61,6 Prozent aller in Deutschland gestellten Asylanträge.
Mitursächlich hierfür ist die priorisierte Bearbeitung der Verfahren der
Staatsangehörigen aus Kosovo.</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="5" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Hauptherkunftsländer
im <b>Februar 2015</b>:</span></div>
</td>
</tr>
<tr>
<td colspan="2" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="underline"><b>Zum Vergleich:</b></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Januar 2015</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Februar 2015</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>März 2015</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 1.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.630</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">7.728</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>11.729</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">5.530</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.237</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>4.620</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 3.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.648</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.794</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>3.020</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 4.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.328</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.849</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>2.833</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 5.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.065</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">960</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.192</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 6.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">919</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">958</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>1.186</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 7.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.162</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">998</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>926</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 8.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">703</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">693</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>690</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"> 9.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ungeklärt</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">510</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">284</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>400</b></span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">10.</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ukraine</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">265</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">340</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>395</b></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt;">
<thead>
<tr>
<td colspan="4" style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die Erst- und
Folgeanträge bei den Hauptherkunftsländern im <b>März 2015</b>:</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Asylanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Erstanträge</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Folgeanträge</b></span></div>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Gesamt</b></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">32.054</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">28.681</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.373</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">davon:</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Kosovo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">11.729</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">11.147</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">582</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Syrien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.620</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">4.420</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">200</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Albanien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3.020</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.955</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">65</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Serbien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">2.833</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.709</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.124</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Irak</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.192</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.052</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">140</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Mazedonien</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">1.186</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">744</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">442</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Afghanistan</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">926</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">885</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">41</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Bosnien-Herzegowina</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">690</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">380</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">310</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ungeklärt</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">400</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">380</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">20</span></div>
</td>
</tr>
<tr>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Ukraine</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">395</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">392</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="bottom"><div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">3</span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahl der <b>Asylerstanträge</b> im März 2015 (28.681) stieg damit gegenüber
dem Vorjahresmonat (9.839) um <span style="background: yellow; mso-highlight: yellow;">191,5 Prozent</span> und gegenüber dem Vormonat (22.775) um 25,9
Prozent. Hauptherkunftsländer waren Kosovo, Syrien und Albanien.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die
Zahl der <b>Asylfolgeanträge</b> in den ersten drei Monaten 2015
(10.360) stieg im Vergleich zum Vorjahreszeitraum (4.871) um <span style="background: yellow; mso-highlight: yellow;">112,7 Prozent</span>.
Hauptherkunftsländer waren Serbien, Kosovo und Mazedonien.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Von
Januar bis März 2015 hat das Bundesamt für Migration und Flüchtlinge 58.046
Entscheidungen (Vorjahr: 33.585) getroffen. Insgesamt 20.523 Personen (35,3
Prozent) wurde die Rechtsstellung eines Flüchtlings nach dem Abkommen über die
Rechtsstellung der Flüchtlinge vom 28. August 1951 (Genfer
Flüchtlingskonvention) zuerkannt. Darunter waren 650 Personen
(1,1 Prozent), die als Asylberechtigte nach Art. 16a des Grundgesetzes
anerkannt wurden, sowie 19.873 Personen (34,2 Prozent), die Flüchtlingsschutz
nach § 3 des Asylverfahrensgesetzes i. V. m. § 60 Abs. 1 des
Aufenthaltsgesetzes erhielten.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Weitere
352 Personen (0,6 Prozent) erhielten subsidiären Schutz nach § 4 des
Asylverfahrensgesetzes im Sinne der Richtlinie 2011/95/EU. Darüber hinaus hat
das Bundesamt von Januar bis März 2015 bei 445 Personen (0,8 Prozent)
Abschiebungsverbote gemäß § 60 Abs. 5 und 7 Satz 1 des Aufenthaltsgesetzes
festgestellt.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Abgelehnt wurden die Anträge von
21.002 Personen (36,2 Prozent). Anderweitig erledigt (z.B. durch
Dublin-Verfahren und Verfahrenseinstellungen wegen Rücknahme des Asylantrages)
wurden die Anträge von 15.724 Personen (27,1 Prozent).</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Ende März 2015 lag die Zahl der
noch nicht entschiedenen Anträge bei 199.831, davon 178.249 als Erstanträge und
21.582 als Folgeanträge (Vormonat: 188.435 anhängige Verfahren, davon 167.749
Erst- und 20.686 Folgeanträge; zum 31. März 2014 100.628 anhängige Verfahren,
davon 91.222 Erst- und 9.406 Folgeanträge).</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.bmi.bund.de/SharedDocs/Pressemitteilungen/DE/2015/04/asylantraege-maerz-2015.html?nn=3314842">http://www.bmi.bund.de/SharedDocs/Pressemitteilungen/DE/2015/04/asylantraege-maerz-2015.html?nn=3314842</a></span></span><br />
<ol id="rso"><div class="srg">
<div class="mnr-c _yE">
<br />
<li class="card-section _df g _mZd"><div class="_I2">
<a class="_Dk" href="http://www.spiegel.de/politik/deutschland/kauder-spricht-sich-fuer-mehr-fluechtlinge-in-deutschland-aus-a-1028659.html">Deutschland aus</a><br />
<div class="_Ck kv">
<cite>SPIEGEL ONLINE</cite><span class="f"> - </span><span class="f" style="white-space: nowrap;">vor 33 Minuten</span></div>
</div>
<span class="_dwd st s std" style="margin-left: 144px;">Mit 300.000 Asylanträgen kalkuliert die Bundesregierung für 2015. Laut Volker Kauder ...</span></li>
<br />
<div>
<br />
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<cite>STERN</cite><span class="f"> - </span><span class="f" style="white-space: nowrap;">vor 2 Stunden</span></div>
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<li class="g _Nn _Abb card-section"><a class="_Dk" href="http://www.abendzeitung-muenchen.de/inhalt.kein-neues-einwanderungsgesetz-kauder-deutschland-kann-deutlich-mehr-fluechtlinge-aufnehmen.076ac014-144b-4ea6-b208-9e8f2a776f78.html">Kein neues Einwanderungsgesetz: Kauder: Deutschland kann deutlich mehr Flüchtlinge aufnehmen</a><div class="_Ck kv">
<cite>Abendzeitung München</cite><span class="f"> - </span><span class="f" style="white-space: nowrap;">vor 1 Stunde</span></div>
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<a class="_Eu _H2" href="https://www.google.de/search?q=deutschland+kann+deutlich+mehr+fl%C3%BCchtlinge+aufnehmen&source=univ&tbm=nws&tbo=u&sa=X&ei=WhguVeeYG4XGPbb8gDg&ved=0CCsQsQQ">Weitere Nachrichten für deutschland kann deutlich mehr flüchtlinge aufnehmen</a></div>
<hr class="rgsep" />
<div class="srg">
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<h3 class="r">
<a href="http://www.stern.de/politik/deutschland/volker-kauder-deutschland-kann-deutlich-mehr-fluechtlinge-aufnehmen-2187129.html">Deutschland kann deutlich mehr Flüchtlinge aufnehmen</a></h3>
<div class="s">
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<cite class="_Rm">www.stern.de/.../<b>deutschland</b>/volker-kauder-<b>deutschland</b>-<b>kann</b>-<b>deutlich</b>-<b>me</b>...</cite></div>
<span class="st"><span class="f">vor 2 Stunden - </span>Wir können in <i>Deutschland</i> noch <i>deutlich mehr Flüchtlinge aufnehmen</i>", sagte der CDU-Politiker der "Bild"-Zeitung. "Diese Menschlichkeit ...</span></div>
</div>
</div>
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<li class="g"><div class="rc" data-hveid="48">
<h3 class="r">
<a href="http://www.merkur-online.de/politik/kauder-deutschland-kann-deutlich-mehr-fluechtlinge-aufnehmen-zr-4910011.html">Kauder: Deutschland kann deutlich mehr Flüchtlinge ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm bc">www.merkur-online.de › Politik</cite></div>
</div>
</div>
</div>
</li>
</div>
<br />
<li class="g"><div class="rc" data-hveid="48">
<div class="s">
<div>
<span class="st"><span class="f">vor 3 Stunden - </span>Kauder: <i>Deutschland kann</i> viel <i>mehr Flüchtlinge aufnehmen</i> ... Wir können in <i>Deutschland</i> noch <i>deutlich mehr Flüchtlinge aufnehmen</i>", sagte ...</span></div>
</div>
</div>
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<h3 class="r">
<a href="http://www.huffingtonpost.de/2015/04/14/kauder-deutschland-fluechtlinge_n_7067410.html">Unionsfraktionschef Kauder: "Deutschland kann deutlich ...</a></h3>
<div class="s">
<div>
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<cite class="_Rm">www.huffingtonpost.de/.../kauder-<b>deutschland</b>-<b>fluechtlinge</b>_n_7067410....</cite></div>
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<li class="g"><div class="rc" data-hveid="55">
<div class="s">
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<span class="st"><span class="f">vor 4 Stunden - </span>Wir können in <i>Deutschland</i> noch <i>deutlich mehr Flüchtlinge aufnehmen</i>. Diese Menschlichkeit müssen und können wir uns leisten.“.</span></div>
</div>
</div>
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<h3 class="r">
<a href="http://www.faz.net/agenturmeldungen/dpa/kauder-deutschland-kann-deutlich-mehr-fluechtlinge-aufnehmen-13538976.html">Kauder: Deutschland kann deutlich mehr Flüchtlinge ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm bc">www.faz.net › Agenturmeldungen › dpa</cite></div>
<span class="st"><span class="f">vor 50 Minuten - </span>Kauder: <i>Deutschland kann deutlich mehr Flüchtlinge aufnehmen</i>. 15.04.2015. Berlin (dpa) - Unionsfraktionschef Volker Kauder hat sich dafür ...</span></div>
</div>
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<h3 class="r">
<a href="http://www.tagesspiegel.de/politik/unionsfraktionschef-volker-kauder-deutschland-kann-deutlich-mehr-fluechtlinge-aufnehmen/11637772.html">Volker Kauder: Deutschland kann deutlich mehr Flüchtlinge</a></h3>
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<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.tagesspiegel.de/...<b>deutschland</b>-<b>kann</b>-<b>deutlich</b>-<b>mehr</b>-<b>fluechtlinge</b>-<b>aufne</b>...</cite></div>
<span class="st">"In Kurdistan leben fünf Millionen Einwohner mit einer Millionen <i>Flüchtlinge</i> zusammen. Wir können in <i>Deutschland</i> noch <i>deutlich mehr Flüchtlinge aufnehmen</i>", ...</span></div>
</div>
</div>
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<li class="g"><div class="rc" data-hveid="67">
<h3 class="r">
<a href="http://www.gn-online.de/Nachrichten/Kauder-Deutschland-kann-deutlich-mehr-Fluechtlinge-aufnehmen-106673.html">Kauder: Deutschland kann deutlich mehr Flüchtlinge ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.gn-online.de/.../Kauder-<b>Deutschland</b>-<b>kann</b>-<b>deutlich</b>-<b>mehr</b>-<b>Fluechtli</b>...</cite></div>
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<div class="s">
<div>
<span class="st"><span class="f">vor 50 Minuten - </span>Wir können in <i>Deutschland</i> noch <i>deutlich mehr Flüchtlinge aufnehmen</i>“, sagte der CDU-Politiker der „Bild“-Zeitung. „Diese Menschlichkeit ...</span></div>
</div>
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<li class="g"><div class="rc" data-hveid="73">
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<a href="http://www.welt.de/newsticker/dpa_nt/infoline_nt/schlaglichter_nt/article139571648/Deutschland-kann-deutlich-mehr-Fluechtlinge-aufnehmen.html">Deutschland kann deutlich mehr Flüchtlinge aufnehmen</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.welt.de/.../<b>Deutschland</b>-<b>kann</b>-<b>deutlich</b>-<b>mehr</b>-<b>Fluechtlinge</b>-<b>aufnehme</b>...</cite></div>
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</div>
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<li class="g"><div class="rc" data-hveid="73">
<div class="s">
<div>
<span class="st">Berlin - Unionsfraktionschef Volker Kauder hat sich dafür ausgesprochen, weiteren <i>Flüchtlingen</i> in <i>Deutschland</i> Zuflucht zu gewähren. «In Kurdistan leben fünf ...</span></div>
</div>
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<h3 class="r">
<a href="http://www.thueringer-allgemeine.de/web/zgt/politik/detail/-/specific/Kauder-Deutschland-kann-deutlich-mehr-Fluechtlinge-aufnehmen-765057380">Kauder: Deutschland kann deutlich mehr Flüchtlinge ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.thueringer-allgemeine.de/.../Kauder-<b>Deutschland</b>-<b>kann</b>-<b>deutlich</b>-<b>me</b>...</cite></div>
</div>
</div>
</div>
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<li class="g"><div class="rc" data-hveid="78">
<div class="s">
<div>
<span class="st">Kauder: <i>Deutschland kann deutlich mehr Flüchtlinge aufnehmen</i>. 15.04.2015 - 07:00 Uhr. Berlin (dpa) - Unionsfraktionschef Volker Kauder (CDU) hat sich dafür<wbr></wbr> ...</span></div>
</div>
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<a href="http://de.reuters.com/article/domesticNews/idDEKBN0N60BH20150415">Kauder - Deutschland kann deutlich mehr Flüchtlinge ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm bc">de.reuters.com › Home › Nachrichten › Inland</cite></div>
</div>
</div>
</div>
</li>
</div>
</ol>
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</span><div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-34489462425529408222015-04-14T04:51:00.000-07:002015-04-14T04:58:49.750-07:00Angela Merkel (CDU), Julia Klöckner (CDU), EMMA und Alice Schwarzer einig: 5,2 Mio. Abtreibungen - Kölner Frauenturm wird stolzes Mahnmal und Bollwerk des christlichen Abendlandes gegen den Islamismus – und gegen die Verschleierung und das BVERFG <!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Soweit die gute Nachricht über die neue Allianz zwischen den
Retterinnen des noch christlichen Abendlandes <a href="http://www.zeit.de/2015/12/alice-schwarzer-julia-kloeckner-burka-verbot-gleichberechtigung" target="_blank"><b>(siehe ZEITonline "Unverhüllte Sympathie"</b></a>))im Kampf gegen
rund 200 (!) Vollverschleierte. </span><span style="font-family: Arial,Helvetica,sans-serif;">(Welch Gewalt im Vergleich zur friedlichen Abtreibung.)</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Aber jetzt heißt es für alle männlichen Männer stark bleiben
(Frauennetzwerk zur EMMA-Rettung (-22% im EZVK im ‚Steuererklärungsjahr’ 2014
zu 2013) bzw. (Wieder-)Salonfähigmachung der AS bzw. Neusprech at its best.):</span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Das heute Abend im zwangsfinanzierten STAATSfernsehen
(Maischberger bei Schwarzer) ist wirklich Deutschlands bekannteste Lügnerin
(„Ich habe abgetrieben.“) und (Steuer-)Betrügerin und dementsprechend
Wahlverwandte aller ehrlichen Vergewaltigungsopfer; es ist ALICE SCHWARZER
(GEZahlt? Auch für EMMA/Frauenturm?). Und keine aufblasbare chinesische
Huawei-Billigkopie mit Playback der alten Leier (leiernden Alten?). </span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Oder gar der gegenderte (feministische?) Versuch die alte
Heston-Loren-Nummer aus El Cid wieder aufleben zu lassen, eine längst Tote in
Walle-Klamotten auf einen untoten Gaul zu schnallen. Nein, es ist Alice
Schwarzer – und sie lebt - und sie ist ….. schwanger. Noch ganz im
gebärfreudigen Alter und frisch aus dem Wochenbett entstiegen (männliche
Wissenschaftler machten es möglich). </span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Allein für jede entfernte<span style="mso-spacerun: yes;">
</span>angebliche Maulbeere der Aktion ‚Föten töten’ eine eigene Plakette (wie
z.B. im Mahnmal von Stalingrad) anzubringen, dazu reicht natürlich der Platz
auch an der Außenmauer nicht. Es steht also die Entscheidung an pro Million
eine Plakette oder seit 1977 jahrgangsweise (also die Zahl einer mal größeren
mal kleineren Großstadt). Bis zur endgültigen <a href="http://www.zeit.de/2009/08/01-Titel-Abgetrieben-Unterzeile" target="_blank">Klärung können um ihreLeibesfrucht gebrachte, erzeugende Nicht-Väter mit POSTTRAUMATISCHENBELASTUNGSSTÖRUNGEN also, bereits rundherum allabendl(änd)ich (nicht nurmontäglich!) am neuen und modernen Wallfahrtsort in Köln Teelichter für ihr ‚unbekanntesKind’ anzünden. Denn auch sie (nicht nur die Hinterbliebenen vonFlugzeugkatastrophen in den französischen Alpen!) einen Ort für ihre Trauer.</a>
[BTW: Die Tötungen mit angeblich (!) kriminologischer Indikation (3-Montasregelung
bedeutet schließlich VOR rechtsstaatlicher, gerichtlicher Klärung!) lag zuletzt
(2014) bei 41 zu 100.000 (m.a. Worten: 0,41 (NULLKOMMAVIER!) ProMILLE.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Freundinnen<span style="mso-spacerun: yes;"> </span>‚der
Glosse’ und wer regelmäßig seine Bilanzzahlen rechtswidrig verspätet dem
Bundesanzeiger meldet, wird sicherlich kein Problem mit diesem rechtstreuen,
wenn verspäteten April-Scherz oder Karnevals-Gag haben. </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="FR" style="mso-ansi-language: FR;">Außerdem: </span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="FR" style="mso-ansi-language: FR;">Je suis Charlène.</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Und das ist ein kleines häßliches Entlein, das es vielleicht
mal zu einem hübschen großen Schwan schafft.</span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-3333596935320190422015-04-14T01:12:00.002-07:002015-04-14T01:18:33.722-07:00S.K.A.N.D.A.L.!STUTTGART: TROTZ des Vorwurfs der Vergewaltigung jetzt Freispruch - Endgültiger Freispruch! - BRANDENBURG: Gericht hält Vergewaltigung für erfunden - DESSAU: Staatsanwalt hat Mitleid mit Vater der wilden Tochter TROTZ !?!?!? - Wenn es noch eines Beweises bedurfte wie weit das Endlos-Stakkato des feministischen Neusprechs von EMMA/AS, Pfiffer (KfN) und Terre des difamations bzgl. angeblicher Vergewaltigungen (nach KFN-'Definition': Verurteilungsquote inzwischen unter 10%, eben WEIL die Vorwürfe einer rechtsstaatlichen Überprüfung NICHT standhalten) bei der Gehirnwäsche der Journaloiden geführt hat, dann ist es wohl dieser: TROTZ (!!!). Unfaßbar! Aber DEUTSCHE MEDIENREALITÄT! Der Rechtsstaat ist völlig zerbombt! Es gilt die Vor- und Nachverurteilung.<br />
<div class="brickgroup grid-col-12" id="id_31cddf9a_77b7_412a_bb5d_d851dcef3d9a">
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<header class="mod-header-article" id="main-headline">
<h1>
<i>Stuttgart</i>
<b>Freispruch vom Vorwurf einer Vergewaltigung</b>
</h1>
</header>
</div>
<div class="contentbrick box-author" id="id_f6fc4690_f731_4fa6_8e13_921ab02143f8">
Von <a href="http://www.stuttgarter-zeitung.de/inhalt.oliver_im_masche.754c6a3d-6506-4d26-935b-aa30c6f7222e.html" rel="author" title="Oliver im Masche">Oliver im Masche</a> <time datetime="2015-04-10 20:00">10. April 2015 - 20:00 Uhr</time>
</div>
<div class="contentbrick box-lead" id="id_faf3cdf6_ff30_49a1_9dab_f442e63ef989">
<div class="box-lead">
<b>
Ein 22-jähriger ist trotz des Vorwurfs der Vergewaltigung jetzt
freigesprochen worden. Hinter Gitter muss er jedoch wegen zahlreicher
anderer Taten. </b></div>
<div class="box-lead">
<b><a href="http://www.stuttgarter-zeitung.de/inhalt.stuttgart-freispruch-vom-vorwurf-einer-vergewaltigung.582f55c5-09c7-4819-b119-89dfba05b2a7.html" target="_blank">http://www.stuttgarter-zeitung.de/inhalt.stuttgart-freispruch-vom-vorwurf-einer-vergewaltigung.582f55c5-09c7-4819-b119-89dfba05b2a7.html</a> </b></div>
</div>
<h1 class="pda-entry-title entry-title" itemprop="headline">
<span class="pda-article-kicker">
Prozessende: Freispruch für Schlosser</span>
Gericht hält Vergewaltigung für erfunden</h1>
<div class="pda-article-intro" itemprop="description">
<div class="pda-aintro-p">
Der
Angeklagte bricht in Tränen der Erleichterung aus. So eben hat das
Brandenburger Schöffengericht ihn vom Anklagevorwurf der Vergewaltigung
freigesprochen. Heinz S., der intime Kontakte zu einer Asylbewerberin
pflegte, profitiert auch von widersprüchlichen Aussagen der Frau aus
Kenia.</div>
<div class="pda-aintro-p">
<br /></div>
<div class="pda-aintro-p">
<a href="http://www.maz-online.de/Lokales/Brandenburg-Havel/Gericht-haelt-Vergewaltigung-fuer-erfunden" target="_blank">http://www.maz-online.de/Lokales/Brandenburg-Havel/Gericht-haelt-Vergewaltigung-fuer-erfunden</a> </div>
<div class="pda-aintro-p">
<br /></div>
<div class="pda-aintro-p">
Und der tägliche BILD-Irrsinn darf natürlich auch nicht fehlen ...</div>
<h1 data-headline="Staatsanwalt hat Mitleid<br />mit Vater der wilden Tochter" data-kicker="Endgültiger Freispruch!" id="cover" itemprop="name">
<span class="kicker">Endgültiger Freispruch!</span><span class="hidden"> | </span><span class="headline">Staatsanwalt hat Mitleid mit Vater der wilden Tochter</span></h1>
<div class="pda-aintro-p">
<a href="http://www.bild.de/regional/leipzig/vergewaltigung/endgueltiger-freispruch-staatsanwalt-hat-mitleid-mit-vater-der-wilden-tochter-40487844.bild.html" target="_blank">http://www.bild.de/regional/leipzig/vergewaltigung/endgueltiger-freispruch-staatsanwalt-hat-mitleid-mit-vater-der-wilden-tochter-40487844.bild.html</a></div>
</div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-70516683998182889182015-03-26T04:45:00.002-07:002015-03-26T05:16:46.384-07:00ENDLICH: Christian Pfeiffer, Chef des KfN, Provokateur und größter Zahlenpanscher Deutschlands tritt ab - UND: Presseanfrage: Betroffene von Falschbeschuldigungen bzgl. Vergewaltigung<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Welch eine Koinzidenz! - Da ist eine Sonnenfinsternis ein Dreck dagegen. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Unvergesslich seine unsägliche, letztes Jahr genau vorösterlich platzierte unwissenschaftliche Bauch-Meldung zu regionalen Disparitäten bei Verurteilungen zu Vergewaltigungen/sex. Nötigungen in Deutschland. (Die natürlich ungeprüft von sämtlichen weiblich-überquotierten Redaktionen - auch von den ÖR - übernommen wurden und bis heute nicht korrigiert wurden.) Ob sich das KfN jemals von dieser neuerlichen UNruhmestat seines Groß-Meisters und Dampfpluderers je erholen wird, scheint fraglich. (In Mißkredit hat sich damit auch gleichzeitig Terre des femmes ziehen lassen.) Er hinterläßt seinem Nachfolger damit nicht nur eine schwere Erblast mit derlei statistischem Nonesn aus leicht durchschaubaren Marketinggründen für das KfN, TdF und die gesamte 'Opferindustrie'. Bis heute war er bzw. das KfN auch nicht in der Lage, valide und wissenschaftlich überprüfbare Zahlen 'nachzuliefern. (Wie auch? - <a href="http://blog.beck.de/2014/04/25/unterschiedliche-verurteilungswahrscheinlichkeit-nach-strafanzeigen-wegen-vergewaltigung-kritik-einer-pressee" target="_blank"><span style="color: red;"><b>Penlich bleibt auch sein Statement im BeckBlog des Strafrechtlers Henning Müller durch Google et al. als Meme im Menschheitsgedächtnis. </b></span></a>- Inzwischen scheint man auch bei den Medien - nach einem Jahr ! - aufgewacht, um kümmert sich um die wahren Opfer der seriellen Falschbeschuldigungen ! Man kann nur hoffen, dass sich alsbald auch die Leitmedien mal gründlich unter Beherrschung der 4 Grundrechenarten und den wissenschaftlichen Grundssätzen der Statistik mit der diesbezüglichen Zahlenakrobatik des ausscheidenden [sic!] Herrn Professors befaßt, um politischen Rechtsfrieden der Geschlechter vor der unnötigen und falschen Gesetzesänderung herzustellen.</span> <span style="font-family: Arial,Helvetica,sans-serif;">Schließlich ist schon genug Porzellan durch den Tanz der Elephanten TdF und KfN im gleichnamigen Laden zerschlagen worden.</span></div>
<br />
<h1 class="articleIdentH1">
<a href="http://www.focus.de/regional/hannover/wissenschaft-kriminologe-pfeiffer-gibt-direktorenamt-ab_id_4567965.html" target="_blank"><span class="posMarker_he">Kriminologe Pfeiffer gibt Direktorenamt ab</span></a></h1>
<h2 class="article-title">
<a href="http://www.spiegel.de/panorama/justiz/christian-pfeiffer-kriminologe-aus-hannover-tritt-ab-a-1025418.html" target="_blank"><span class="headline-intro">Kriminologe Christian Pfeiffer:</span> <span class="headline">Der Provokateur tritt ab</span></a></h2>
<div class="author">
Von <a class="autor-link js-author-link" data-authorid="21396" href="http://www.spiegel.de/impressum/autor-21396.html" rel="author">Ansgar Siemens</a><br />
ein vielleicht größter Fehler liegt 15 Jahre zurück. Ein kleiner Junge in der sächsischen Kleinstadt Sebnitz sollte <a class="text-link-int" href="http://www.spiegel.de/politik/deutschland/mysterioeser-tod-im-schwimmbad-mein-sohn-wurde-ermordet-a-104495.html" title="von Rechtsextremisten getötet worden sein">von Rechtsextremisten getötet worden sein</a>, das behauptete die Mutter. <a class="text-link-int" href="http://www.spiegel.de/thema/christian_pfeiffer/" title="Christian Pfeiffer">Christian Pfeiffer</a>
hielt die Frau für glaubwürdig - und trat eine Medienwelle los. Rasch
kam heraus, dass die Vorwürfe nicht stimmten. Der Tod des Jungen war ein
Unfall. Der prominente Professor aus <a class="text-link-int" href="http://www.spiegel.de/thema/niedersachsen/" title="Niedersachsen">Niedersachsen</a> stand düpiert da.[...]<br />
<br />
NEIN! Nicht vielleicht sein größter Fehler! (sieh ganz oben)
</div>
<br />
<div class="_I2">
<a class="_Dk" href="https://www.google.de/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&uact=8&ved=0CCEQqQIwAA&url=https%3A%2F%2Fwww.ndr.de%2Fnachrichten%2Fniedersachsen%2Fhannover_weser-leinegebiet%2FKriminologe-Pfeiffer-verabschiedet-sich-so-halb%2Ckriminologe104.html&ei=jPATVbrBG4fGPbPagegN&usg=AFQjCNECuAoXLU6FMwqfTLt8_YNF7ZstLA&bvm=bv.89217033,d.ZWU">Kriminologe Pfeiffer verabschiedet sich - so halb</a><br />
<div class="_Ck kv">
<cite>NDR.de</cite><span class="f"> - </span><span class="f" style="white-space: nowrap;">vor 22 Stunden</span></div>
</div>
<span class="_dwd st s std" style="margin-left: 144px;">Schon am Mittwoch wurde <i>Pfeiffer</i> als Chef des <i>KFN</i> offiziell verabschiedet und sein Nachfolger, der Rechtspsychologe Thomas ... Jetzt verlässt er sein Forschungsinstitut in <i>Hannover</i>.</span><br />
<br />
<br />
<br />
<div class="posting">
<h1>
Presseanfrage: Betroffene von Falschbeschuldigungen bzgl. Vergewaltigung</h1>
<div class="author">
<b><span class="admin" title="Administrator">Forumsverwaltung</span></b>, Dienstag, 24. März 2015, 19:43 <span class="ago">(vor 1 Tag, 16 Stunden, 37 Min.)</span><br />
<span class="edited">bearbeitet von Forumsverwaltung, Dienstag, 24. März 2015, 20:55</span></div>
MANNdat liegt eine Interviewanfrage einer überregionalen Zeitung zum
Thema Falschbeschuldigungen vor, im Zusammenhang mit Reform des
Sexualstrafrechts (§ 177 StGB).<br />
Gesucht werden Männer, die konkret ihre persönliche Betroffenheit in diesem Zusammenhang schildern. Anonymität wird zugesichert.<br />
Interessenten melden sich bitte unter: info@manndat.de<br />
MANNdat wird den Kontakt zur Redaktion herstellen.<br />
<br />
via: <a href="http://www.forum-maennerrechte.de/index.php?id=13635" target="_blank">http://www.forum-maennerrechte.de/index.php?id=13635 </a><br />
<br />
<br /></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-90767334682691549072015-03-23T06:15:00.000-07:002015-03-23T06:15:17.362-07:00DEUTSCH FÜR DEUTSCHE: LG Neubrandenburg - FREISPRUCH 24 Jahre nach NICHT-VERGEWALTIGUNG - Familienverhältnisse «dämonisiert» <div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Die heute 36 Jahre alte Stieftochter habe ihre Erlebnisse sehr
detailreich geschildert, erklärte Deutsch. Die Kammer sei aber der
Meinung, dass die Frau die Familienverhältnisse «dämonisiert» habe.[...]Dieser Fall zeigt einem die Grenzen der Möglichkeiten auf, an die Wahrheit heranzukommen“, sagte Richter Carl Christian Deutsch ...</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.focus.de/regional/mecklenburg-vorpommern/prozesse-63-jaehriger-vom-vorwurf-der-vergewaltigung-freigesprochen_id_4554406.html" target="_blank">http://www.focus.de/regional/mecklenburg-vorpommern/prozesse-63-jaehriger-vom-vorwurf-der-vergewaltigung-freigesprochen_id_4554406.html</a> </span></div>
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<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.welt.de/regionales/mecklenburg-vorpommern/article138553390/63-Jaehriger-vom-Vorwurf-der-Vergewaltigung-freigesprochen.html" target="_blank">http://www.welt.de/regionales/mecklenburg-vorpommern/article138553390/63-Jaehriger-vom-Vorwurf-der-Vergewaltigung-freigesprochen.html</a> </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.ostsee-zeitung.de/Extra/Polizei-Report/Aktuelle-Beitraege/63-Jaehriger-vom-Vorwurf-der-Vergewaltigung-freigesprochen" target="_blank">http://www.ostsee-zeitung.de/Extra/Polizei-Report/Aktuelle-Beitraege/63-Jaehriger-vom-Vorwurf-der-Vergewaltigung-freigesprochen</a> </span></div>
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<br /></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-64312270403429237922015-03-23T06:00:00.004-07:002015-03-23T06:00:47.363-07:00MEMMINGEN/REGION: FREISPRUCH - KEINE VERGEWALTIGUNG! - Überraschung für wen, SWP? <div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Das Berufungsverfahren gegen einen 50-jährigen Kneipenwirt wegen
Vergewaltigung ist mit einem Freispruch zu Ende gegangen. Den Aussagen
des Opfers mangelte es laut Gericht an Glaubwürdigkeit. [...] </b>"Viel zu viele Zweifel" gab es laut Richter Herbert Krause am Ende
des Verfahrens. Das Gericht müsse deshalb für den Angeklagten
entscheiden.
Unter dem Vorwand, das Café putzen zu sollen, war die Frau am Tattag
in das kurz vor der Eröffnung stehende Café des Angeklagten gekommen.
Ihrer Schilderung zufolge hatte der Chef im Lauf des Gesprächs das Lokal
abgeschlossen und sich dann an ihr vergangen. Zunächst habe sie
niemandem davon erzählt, die Sache später aber gegenüber ihrem
30-jährigen Freund <span style="color: red;">gestanden.[sic! .</span>..]</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.swp.de/ulm/lokales/alb_donau/Viele-Zweifel-Freispruch-Ueberraschung-in-Vergewaltigungsprozess;art4299,3116074" target="_blank">http://www.swp.de/ulm/lokales/alb_donau/Viele-Zweifel-Freispruch-Ueberraschung-in-Vergewaltigungsprozess;art4299,3116074</a> </span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-31996605853994574242015-03-23T05:48:00.000-07:002015-03-23T05:48:01.372-07:00KEINE Vergewaltigung, sondern SADO/MASO - Bedburger wurde freigesprochen - 'Vorboten des Nachbebens' von 50 shades of grey<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Männer, Vorsicht! Besser nur noch mit Kamera und Einwilligungserklärung! - NEIN, leibe ZDF-Zuschauer, das ist keine Satire! - "er Angeklagte habe in seinen Angaben zu diesen Sexpraktiken womöglich
nichts gesagt, weil er Sorge gehabt haben könnte, seine beiden Söhne
künftig nicht in gewohntem Umfang sehen zu dürfen." [...] </span></div>
<div itemprop="text" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Gleichwohl, so die Kammer in der Urteilsbegründung,
gebe es keine Hinweise darauf, dass sich die Nebenklägerin gegen ihren
Willen in der Wohnung befunden habe und „dass es zu den sexuellen
Handlungen ohne ihr Einverständnis gekommen ist“. Vielmehr habe es
gravierende „Qualitätsmängel in den Aussagen der Nebenklägerin“ gegeben.
Dies betreffe sowohl das Rand- als auch das Kerngeschehen. Sie habe
widersprüchliche Angaben gemacht,<b><span style="color: red;"> die nicht „erlebnisbasiert“ seien.
Ihre Aussagen seien nicht glaubwürdig.</span></b></span></div>
<div itemprop="text" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Sieben
Wochen sei sie ihrem Alltag ferngeblieben, ihr Lebensgefährte in Berlin
hatte damals eine Vermisstenanzeige aufgegeben. Nachdem sie wieder
aufgetaucht sei und Anzeige gegen den Bedburger erstattet hatte, sei sie
von einer Rechtsmedizinerin untersucht worden.</span></div>
<div itemprop="text" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Diese
habe auch Abdrücke an Armen und Beinen, Kratzspuren und Quetschungen an
verschiedenen Körperteilen – auch im Intimbereich – diagnostiziert. Im
Urteil werden diese Verletzungen als Spuren sado-masochistischer
Sex-Spiele interpretiert. <span style="color: red;">Der Inhalt des Videomaterials, das in der
Wohnung des Angeklagten gefunden worden sei, sei mit diesen Verletzungen
„in Einklang zu bringen“. "</span></span></div>
<div itemprop="text">
<br /></div>
<div itemprop="text">
<a href="http://www.ksta.de/bedburg/urteil-fuer-bedburger-bedburger-wurde-freigesprochen,15188480,30139580.html" target="_blank">http://www.ksta.de/bedburg/urteil-fuer-bedburger-bedburger-wurde-freigesprochen,15188480,30139580.html</a></div>
<div itemprop="text">
<br /></div>
<div itemprop="text">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.rundschau-online.de/rhein-erft/urteil-fuer-bedburger-bedburger-wurde-freigesprochen,15185500,30139580.html" target="_blank">http://www.rundschau-online.de/rhein-erft/urteil-fuer-bedburger-bedburger-wurde-freigesprochen,15185500,30139580.html</a></span></div>
<div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-19782955286751724332015-03-15T03:30:00.001-07:002015-03-15T03:35:05.970-07:00Gleichwohl, so betonte Richterin Monika Wittkamp habe der 22-Jährige »moralische Schuld« auf sich geladen."<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><b>??<span class="kicker">? Angebliche Vergewaltigung kann nicht nachgewiesen werden</span>
<span class="title">»Moralische Schuld« trübt Freispruch ???</span></b></span></span>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">"Für Freispruch hatte <span style="color: red;">sogar</span> die Staatsanwältin plädiert." [WOW! - SOGAR! - Vielleicht wäre eine Nicht-Eröffnung oder bessere 'Ausermittlung' von ANfang an sinnvoll gewesen?!?!] Das Urteil des EUROPÄISCHEN GERICHTSHOF FÜR MENSCHNERECHTE (FREISPRUCH IST FREISPRUCH - NACHTRITT VERBOTEN) scheint sich noch nicht bis in alle deutschen Provinzen rumgesprochen zu haben. Vielleicht sollte man es an alle (schwarzen?) Bretter, die nicht nur bei den deutschen Gerichten die Welt zu bedeuten scheinen, annageln:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">"»Aus dem Bauch heraus schmeckt uns das Urteil zunächst nicht. Doch wir
<span style="color: red;"><b>müssen uns an die gesetzlichen Voraussetzungen halten [sic! - Ach was!!!],</b></span> wonach in diesem
Fall kein Vorsatz und somit auch keine Straftat zu erkennen ist«, sagte
Richterin Monika Wittkamp. <span style="color: red;"><b>Gleichwohl, so betonte sie, habe der
22-Jährige »moralische Schuld« auf sich geladen."</b></span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><b><a href="http://www.westfalen-blatt.de/OWL/Lokales/Kreis-Guetersloh/Guetersloh/1914262-Angebliche-Vergewaltigung-kann-nicht-nachgewiesen-werden-Moralische-Schuld-truebt-Freispruch" target="_blank">http://www.westfalen-blatt.de/OWL/Lokales/Kreis-Guetersloh/Guetersloh/1914262-Angebliche-Vergewaltigung-kann-nicht-nachgewiesen-werden-Moralische-Schuld-truebt-Freispruch</a> </b></span></span><br />
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<ul class="media-list post outer ">
<li class="media" id="54d77d906c61773c7846cb00"><div class="media-body">
<h3 class="media-heading">
<a href="http://www.jurablogs.com/2015/02/08/endlich-es-gibt-noch-richter-in-punkt-punkt-punkt-strassburg-freispruch-ist-freispruch-nachtreten-verboten-europaeischer-gerichtshof-macht-schluss-mit-deutscher-richterlicher-unsitte-und-richterlichem-unsinn" target="_self">Endlich!
Es gibt noch Richter in ... Straßburg! Freispruch ist Freispruch"
Nachtreten verboten! Europäischer Gerichtshof macht Schluß mit
(deutscher) richterlicher Unsitte und richterlichem Unsinn!</a></h3>
…
"Im Fall Cleve gegen BR Deutschland hat sich der Europäische
Gerichtshof für Menschenrechte mit der Reichweite der Unschuldsvermutung
auseinandergesetzt. Das Urteil ist auch deshalb interessant, weil das
Bundesverfassungsgericht den Fall erst gar nicht zur Entscheidung
angenommen hatte. Im Wesentlichen ging es in dem Urteil um die Frage, ob
ein…<br />
<div class="small">
<div class="ffsubline">
<a class="ffsource" href="http://www.jurablogs.com/blog/die-rechtsanwaeldin">Die Rechtsanwäldin</a>- 668 Leser - <time data-local="time-ago" datetime="2015-02-08T15:11:00Z">am 8. Februar</time><br />
<br />
<br />
<hr class="rgsep" />
<div class="rc" data-hveid="37">
<h3 class="r">
<a href="http://www.augsburger-allgemeine.de/illertissen/Moralischer-Schuldspruch-juristischer-Freispruch-id25992351.html">Prozess: Moralischer Schuldspruch, juristischer Freispruch ...</a></h3>
<div class="s">
<div>
<div class="f kv _SWb" style="white-space: nowrap;">
<cite class="_Rm">www.augsburger-allgemeine.de/.../<b>Moralischer</b>-<b>Schuld</b>spruch-juristischer-<b>F</b>...</cite></div>
<span class="st"><span class="f">10.07.2013 - </span><em>Moralischer Schuldspruch</em>, juristischer <em>Freispruch</em>. 46-Jähriger ... mit der Stieftochter. Gericht kann aber eine <em>Vergewaltigung</em> nicht nachweisen.</span></div>
<div>
<span class="st"> </span></div>
<div>
<span class="st"> </span></div>
</div>
</div>
</div>
</div>
</div>
</li>
</ul>
<br />
<br /><div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0tag:blogger.com,1999:blog-4632380164656978012.post-85182881526120170282015-03-15T02:48:00.003-07:002015-03-15T03:00:43.134-07:00XANTEN: Mal der berühmt-berüchtigte 'Einzelfall' im Dreierpack - Vorwurf der Vergewaltigung: Freispruch für drei Männer<span style="font-family: Arial,Helvetica,sans-serif;"><i>"Die Widersprüche seien so groß, dass man darauf keine Verurteilung
stützen könne, hieß es seitens des Gerichts. Weitere objektive
Beweismittel gebe es nicht. <b>Für die erlittene Untersuchungshaft werden
die Männer entschädigt." - Ein bisschen Schwund ist halt immer - beim #Täterabo.</b></i></span><br />
<a href="http://www.rp-online.de/nrw/staedte/xanten/vorwurf-der-vergewaltigung-freispruch-fuer-drei-maenner-aid-1.4942428" target="_blank">http://www.rp-online.de/nrw/staedte/xanten/vorwurf-der-vergewaltigung-freispruch-fuer-drei-maenner-aid-1.4942428</a><br />
<br />
<div class="sixCols">
<div class="block">
<h1>
<span class="stichzeile">Freispruch für drei Angeklagte</span> <span class="headline">„Weltuntergangs-Party“ ohne Folgen</span>
</h1>
<div class="short">
<span class="ortsmarke">MARL</span> Es bleibt
dabei: Das Geschehen am Rande einer alkoholgeschwängerten
„Weltuntergangs-Party“ vor zwei Jahren in einer Marler Kneipe bleibt für
drei junge Männer ohne strafrechtliche Konsequenzen.</div>
</div>
</div>
<a href="http://www.marler-zeitung.de/staedte/marl/45768-Marl~/Freispruch-fuer-drei-Angeklagte-Weltuntergangs-Party-ohne-Folgen;art996,1517519" target="_blank">http://www.marler-zeitung.de/staedte/marl/45768-Marl~/Freispruch-fuer-drei-Angeklagte-Weltuntergangs-Party-ohne-Folgen;art996,1517519</a><br />
<br />
"Der von Rechtsanwalt Günter Hoffmann verteidigte 18-Jährige sagte gar: <span style="color: red;"><b>
„Was sollen wir bloß tun, um unsere Unschuld zu beweisen?“*</b></span>
<br />
Dies war letztendlich gar nicht nötig. Denn das angebliche
Vergewaltigungs-Opfer hatte im Rahmen der verschiedenen Vernehmungen
mehrere unterschiedliche Tatversionen geschildert."<br />
<br />
* Auch hier zeigt sich - <a href="http://www.jurablogs.com/2015/03/15/deutsche-journalistin-sylvia-margret-steinitz-gegen-schwedische-staatsanwaeltin-marianne-ny-julian-assange-gegen-schweden-drei-leben-zerstoert-eine-schuldige" target="_blank">wie schon im STERNonline-Artikel zu Assange zeigt</a> - , wie sehr die einstige Bastion Rechtsstaat von den Mineuren von KfN und BILD und Mineusen von EMMA bis zu Terre des Difamations inzwischen geschleift wurde. <br />
<br />
Eine an EINZELFÄLLEN ohnehin reiche Woche: (natürlic auch nicht ohne den rechtlich unzulässigen 'Nachtritt' (moralische Schuld)...<br />
<br />
<a href="http://www.express.de/koeln/heftiger-fall-aus-koeln-er-sass-6-monate-unschuldig-im-knast---ex-freundin--36--dachte-sich-sex-folter-offenbar-nur-aus,2856,30057378.html">Er saß sechs Monate unschuldig im Knast – Ex-Freundin dachte sich Sex-Folter offenbar nur aus </a>
<br />
<br />
<a href="http://www.nachrichten.at/oberoesterreich/Frau-beschuldigte-Polizist-der-Vergewaltigung%3bart4%2c1691621">Frau erfindet Vergewaltigung durch Polizisten </a>
<br />
<br />
<a href="https://www.youtube.com/watch?v=y0laFrtEjQc">Falschbeschuldigt: Mann kommt nach 20 Jahren aus dem Knast</a>
<br />
<br />
<a href="http://bazonline.ch/basel/land/Die-Entfuehrung-eines-leichten-Maedchens/story/15374829">Staatsanwaltschaft fällt auf Räubergeschichte einer 15jährigen rein</a><div class="blogger-post-footer">Da sich offensichtlich nichts (mehr) von selbst versteht: Dies ist ein BLOG und KEINE Sammlung von Schriftsätzen;dies ist KEIN Buch und wird auch keines werden, weil es auch stilistisch extensiv mit den Mitteln des Internets/Verweisen/Links arbeitet bzw. spielt.</div>Die Rechtsanwäldinhttp://www.blogger.com/profile/16918388889898715267noreply@blogger.com0