Ich übertreibe nicht

Mephistopheles, Mittwoch, 19.06.2019, 18:38 (vor 1745 Tagen) @ FOX-NEWS5007 Views
bearbeitet von Mephistopheles, Mittwoch, 19.06.2019, 18:55

Das ist jetzt nicht rassistisch gemeint, sondern es geht uns genau so.

Wir

können die Pyramiden von Gizeh und die Sphinx auf das Exakteste mit
unseren(!) naturwissenschaftsreligiösen Instrumenten und gemäß

unserer

Naturwissenschaftsreligion berechnen, wir können sie aber nicht

nachbauen.

Wenn es von Nöten wäre, würde man das nachbauen, präziser und besser
als die ollen Ägypter. Man würde die Pyramiden aus härtestem Granit
bauen, so daß sie bestehen, bis die Plattentektonik sie verschluckt.

Ich habe nicht die geringsten Zweifel daren, dass die Erbauer von [image]
einen Computer machen könnten, den sogar 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[/img] nicht zertrümmern kann. Sie hätten aber nicht die geringste Ahnung, wozu das Ding einst gut gewesen wäre. Genau so wenig, wie wir wissen, zu was die Pyramiden, die lange da waren vor den Ägyptern, einst da waren.

Gruß Mephistopheles


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