Peché nella sterlina di Giorgio III al rovescio del Pistrucci c'e' il motto dell'ordine della giarrettiera che naturalmente e' in francese la lingua di corte inglese di meta' quattrordicesimo secolo?
![Risultati immagini per l'ordine della giarrettiera](data:image/jpeg;base64,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)
«sia svergognato colui che pensa male»
«sia svergognato colui che pensa male»
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