Ich schon. War es nicht einmal so, dass die Anzahl der gefertigten Autos um jährlich 3% wachsen musste, damit die Sozialsysteme finanz

Mephistopheles, Datschiburg, Sonntag, 15.12.2019, 18:34 (vor 1593 Tagen) @ FOX-NEWS2053 Views

Waxdumm, Waxdumm, Waxdumm über alles.

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[/img] 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[/img] 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[/img] [image]

Gruß Mephistopheles

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Wenn wir nicht das Institut des Eigentums wiederherstellen, können wir nicht umhin, das Institut der Sklaverei wiederherzustellen, es gibt keinen dritten Weg. Hillaire Belloc


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