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Antwort auf Beitrag Nr.: 55.514.343 von Popeye82 am 13.08.17 08:56:40
Zitat von Popeye82Merkel wählen heisst SIEGEN lernen: (mit Der)VOLLbeschäftigung, bis 2025

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR1f9-Caoz9INBbVX6xqjY_Hnl6QKn4uhkLd-O0a2h0FCt7bToc3Q

www.zeit.de/politik/deutschland/2017-08/angela-merkel-wahlka…




„Nur die dümmsten Kälber wählen ihre Schlächter selber.“

Bertolt Brecht



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
 
aus der Diskussion: Stehen die Weltbörsen vor einem Crash ???
Autor (Datum des Eintrages): Juergeneins  (13.08.17 11:24:16)
Beitrag: - von 256.618 (ID:55514892)
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