Board Thread:Off Topic/@comment-27447621-20180223225208/@comment-3391158-20180425203727

VBSentry 616 wrote: If it's supposed to be a rapier, that is a perfect width. In terms of Basket Swords. They vary depending on width. Usually they are about this 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