R. S. F.

Perth.

_Large Families_ (Vol. v., pp. 204. 304.).--To the instances of

unusually large numbers of children by one mother given in "N. & Q." may

be added that of a Lady Elphinstone, who is said, by tradition, to have

had no less than thirty-six children, of whom twenty-seven were living

at one time.

There is a story told of this lady and her husband, Lord Elphinstone,

which seems to corroborate the tradition; it is, that they once asked a

new and somewhat bashful acquaintance to visit them, telling him that he

should meet no one but their family circle. Their guest arrived shortly

before dinner, and, being shown through the dining-hall on his way to

the drawing-room, was much disconcerted at seeing a long table laid for

about twenty people. On remonstrating with his host and hostess for

having taken him in, as he thought, he was quietly informed that he had

been told no more than the truth, for that their family party, when all

assembled, only fell short of _thirty_ by _one_.

I believe that John eighth Lord Elphinstone and his lady, a daughter of

the Earl of Lauderdale, who lived in the latter part of the seventeenth

and beginning of the eighteenth centuries, are the pair to whom this

story refers; and, though the Scotch peerages make no mention of any

such phenomenon in the Elphinstone family, yet I am strongly inclined,

from the goodness of the authority from which I derive the tradition, to

believe it to be true; the more so, as it is now acknowledged that the

Scotch peerages, not excepting Douglas's, which has hitherto been the

chief book of reference respecting the noble families of Scotland, are

so full of errors and omissions, that very little reliance can be placed

on them.

Can any of your readers inform me whether any documentary evidence

exists that a lady Elphinstone had this extraordinary number of

children?

Notes and Queries, Vol. V, Number 128, April 10, 1852 A Medium of Inter-communication for Literary Men, Artists, Antiquaries, Genealogists, etc. · 第 136 / 161 题