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CHAPTER XLII

"SEIZE-QUARTIERS"

Proof of Ancestry

IF any heraldic term has been misunderstood in this country, "Seize-Quartiers" is that term. One hears "Seize-Quartiers" claimed right and left, whereas in British armory it is only on the very rarest occasions that proof of it can be made. In England there is not, and never has been, for any purpose a real "test" of blood. By the statutes of various Orders of Knighthood, esquires of knights of those orders are required to show that their grandparents were of gentle birth and entitled to bear arms, and a popular belief exists that Knights of Justice of the Order of the Hospital of St. John of Jerusalem in England need to establish some test of birth. The wording of the statute, however, is very loose and vague, and in fact, judging from the names and arms of some of the knights, must be pretty generally ignored. But Peer, K.G., or C.B., alike need pass no test of birth. The present state of affairs in this country is the natural outcome of the custom of society, which always recognises the wife as of the husband's status, whatever may have been her antecedents, unless the discrepancy is too glaring to be overlooked. In England few indeed care or question whether this person or that person has even a coat of arms; and in the decision of Society upon a given question as to whether this person or the other has "married beneath himself," the judgment results solely from the circle in which the wife and her people move. By many this curious result is claimed as an example of, and as a telling instance to demonstrate, the broad-minded superiority of the English race, as evidenced by the equality which this country concedes between titled and untitled classes, between official and unofficial personages, between the land-owning and the mercantile communities. But such a conclusion is most superficial. We draw no distinction, and rightly so, between titled and untitled amongst the few remaining families who have held and owned their lands for many generations; but outside this class the confusion is great, and to a close observer it is plainly enough apparent that great distinctions are drawn. But they are often mistaken ones. That the rigid and definite dividing