Sehr schön.

Mephistopheles, Datschiburg, Sonntag, 21.07.2019, 17:27 (vor 315 Tagen) @ nereus3104 Views
bearbeitet von unbekannt, Sonntag, 21.07.2019, 17:31

Hallo nereus,

du wirst mir sicher erklären, wie sich dein Analitik damit in Einklang bringen lässt:

[img]data:image/png;base64,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[/img]

Die grüne Farbe scheint derzeit etwas ausgegangen zu sein, sonst müsste bereits jetzt der Teil links die untere Hälfte von Rot auf Grün umgefärbt werden.

Hast du zufällig 29,99 Euro übrig? Dann kauf die mal schnell einen von innen beleuchteten Globus. Dann wirst du auf den ersten Blick sehen, dass Israel gar nirgendwo anders liegen kann als an der Schnittstelle zwischen Europa, Asien und Afrika und auf keinen Fall in der südamerikanischen Pampa. Ist es nicht ein seltsamer Zufall, dass es genau da bereits liegt und nicht in Madagaskar? Obwohl ihnen die Madegassen mit Sicherheit freundlicher gesinnt wären als die Araber.

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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