Genau so wird es kommen

Mephistopheles, Datschiburg, Montag, 04.11.2019, 23:02 (vor 213 Tagen) @ Otto Lidenbrock1095 Views

Soll der hässliche Spargel dann so lange in der Landschaft rumstehen, bis
irgendwann der Rotor abfällt? Der das Gelände zur Verfügung stellende
Landwirt möchte ggf. auch seine Fläche wieder anderweitig nutzen, kann
bzw. darf das aber nicht, weil der unbeachtet vor sich hin rottende
Windspargel eine Gefahr darstellt.

Wer hat das hier zurückgebaut?
Irgendwann verliert das seine soziale oder ökonomische Funktion, dann kümmert sich keiner mehr darum. Gilt auch für Kernkraftwerke und Castoren.
Die nachfolgenden Generatinen werden vermutlich nicht einmal mehr wissen, wozu das gut war.
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[/img] 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[/img]

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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