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" /><span style="line-height:normal"><a href="http://evelyn-regner.at/" title="&quot;Evelyn Regner&quot; "><span style="color:blue"><span style="text-decoration:none"><span style="text-underline:none"> </span></span></span></a></span></p>

<p style="margin-bottom:.0001pt"><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">9. Jan 2017</span></span></span></p>

<p><span style="line-height:normal"><b><span style="font-size:24.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Steuergerechtigkeit in Europa und wie wir sie erreichen können</span></span></b></span></p>

<p><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Jedes Wiener Kaffeehaus, jedes Start-Up zahlt in Österreich mehr Steuern als multinationale Konzerne. Durch Steuerbetrug und –hinterziehung entgehen den Mitgliedsstaaten der EU rund 1.000 Milliarden Euro an Steuereinnahmen. </span></span></span></p>

<p><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Steuerbetrug macht an den Grenzen nicht Halt. Wenn Apple seine Gewinne in Niedrigsteuerländer verfrachtet, werden wir als Österreich alleine wenig dagegen tun können. Ich bin überzeugt davon, dass wir den Kampf für Steuergerechtigkeit nur auf europäischer und internationaler Ebene gewinnen können. Dafür werde ich mich auch im Jahr 2017 im Europäischen Parlament einsetzen. </span></span></span><br />
&nbsp;</p>

<p><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Hier findet ihr ein kleines Buch in dem ich auf verständliche Art und Weise die Konsequenzen von Steuerhinterziehung und –umgehung aufzeige und was getan werden muss, um den Kampf dagegen auf europäischer Ebene zu gewinnen: <em><b><a href="https://issuu.com/spoeeu/docs/europagerechtsteuern_web" target="_blank"><span style="color:blue">Europa.Gerecht.Steuern.</span></a></b></em></span></span></span></p>

<p><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Hier als PDF zum herunterladen: <em><b><a href="http://evelyn-regner.at/wp-content/uploads/EuropaGerechtSteuern_web.pdf" target="_blank"><span style="color:blue">Europa.Gerecht.Steuern.</span></a></b></em></span></span></span></p>

<p><span style="line-height:normal"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Auf Nachfrage schicke ich sehr gerne gedruckte Exemplare zum selber Lesen, Verteilen oder für Veranstaltungen zu. Schreibe einfach eine E-Mail an: <a href="mailto:evelyn.regner@europarl.europa.eu?subject=Europa.Gerecht.Steuern.">evelyn.regner@europarl.europa.eu</a></span></span></span></p>

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<br /><a href='https://www.az-neu.eu/steuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-können'>Allé Wilfried</a>&nbsp;&nbsp;<a href='https://www.az-neu.eu/steuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-können'>...</a><div class='fblikebutton'><iframe src='http://www.facebook.com/plugins/like.php?href=https%3a%2f%2fwww.az-neu.eu%2fsteuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-k%c3%b6nnen&amp;layout=standard&amp;show_faces=false&amp;width=450&amp;height=35&amp;action=like&amp;colorscheme=light' scrolling='no' frameborder='0' allowTransparency='true' style='border:none; overflow:hidden;width:450px; height:35px;'></iframe></div>]]></description>
      <link>https://www.az-neu.eu/steuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-können</link>
      <author>wilfried.alle@chello.at (Allé Wilfried)</author>
      <comments>https://www.az-neu.eu/steuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-können</comments>
      <guid isPermaLink="true">https://www.az-neu.eu/steuergerechtigkeit-in-europa-und-wie-wir-sie-erreichen-können</guid>
      <pubDate>Sat, 21 Jan 2017 07:40:00 GMT</pubDate>
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      <title>Die ungeahnten Dimensionen  der Offshore-Gesellschaften</title>
      <description><![CDATA[<p>Die Schockwellen rund um den Steuerbegünstigungsskandal LuxLeaks sind noch nicht verebbt, da taucht auch schon der nächste Schock für Reiche und multinationale Konzerne auf. Neue Dokumente aus Panama zeigen die Praxis von Steuervermeidung und Steuerhinterziehung über panamesische Briefkastenfirmen auf. Die nun aufgetauchten „Panama Papers“ geben einen noch deutlicheren Einblick, welche Dimensionen die Offshore-Systeme tatsächlich haben: Mit einem Datenvolumen von 2,6 Terabyte beziehungsweise 11,5 Millionen Dokumenten sind die Panama Papers derart umfangreich, dass erst nach und nach klar wird, welche Unternehmen und welche Personen sich der Briefkasten-Konstruktionen in Panama bedient haben, um Steuern zu „sparen“.<br />
<a href="https://media.arbeiterkammer.at/wien/EU_Infobrief_2016_3.pdf" target="_blank"><em><strong>zum gesamten Artikel -&gt;</strong></em></a><br />
von Gertraud Lunzer und Frank Ey</p>
<br /><a href='https://www.az-neu.eu/die-ungeahnten-dimensionen--der-offshore-gesellschaften'>Allé Wilfried</a>&nbsp;&nbsp;<a href='https://www.az-neu.eu/die-ungeahnten-dimensionen--der-offshore-gesellschaften'>...</a><div class='fblikebutton'><iframe src='http://www.facebook.com/plugins/like.php?href=https%3a%2f%2fwww.az-neu.eu%2fdie-ungeahnten-dimensionen--der-offshore-gesellschaften&amp;layout=standard&amp;show_faces=false&amp;width=450&amp;height=35&amp;action=like&amp;colorscheme=light' scrolling='no' frameborder='0' allowTransparency='true' style='border:none; overflow:hidden;width:450px; height:35px;'></iframe></div>]]></description>
      <link>https://www.az-neu.eu/die-ungeahnten-dimensionen--der-offshore-gesellschaften</link>
      <author>wilfried.alle@chello.at (Allé Wilfried)</author>
      <comments>https://www.az-neu.eu/die-ungeahnten-dimensionen--der-offshore-gesellschaften</comments>
      <guid isPermaLink="true">https://www.az-neu.eu/die-ungeahnten-dimensionen--der-offshore-gesellschaften</guid>
      <pubDate>Thu, 23 Jun 2016 09:55:00 GMT</pubDate>
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