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PAGE 2

Gog And Magog
by [?]

But although I have been speaking of Gog and Magog as though they were as much alike as two peas, the very reverse is the case. No two things–not even the two peas–are exactly alike. When God makes a thing He breaks the mould. The two peas do not resemble each other under a microscope. Macaulay, in his essay on Madame D’Arblay, declares that this extraordinary range of distinctions within very narrow limits is one of the most notable things in the universe. ‘No two faces are alike,’ he says, ‘and yet very few faces deviate very widely from the common standard. Among the millions of human beings who inhabit London, there is not one who could be taken by his acquaintance for another; yet we may walk from Paddington to Mile End without seeing one person in whom any feature is so overcharged that we turn round to stare at it. An infinite number of varieties lies between limits which are not very far asunder. The specimens which pass those limits on either side form a very small minority.’

So is it with trees. When you first drive up an avenue of poplars you regard each tree as the exact duplicate of all the others. There is certainly a general similarity, just as, in some households, there is a striking family likeness. But just as, after spending a few days with that household, you no longer mistake Jack for Charlie, or Jessie for Jean, and even laugh at yourself for ever having been so stupid, so, when you get to know the poplars better, you no longer suppose that they are all alike. You soon detect the marks of individuality among them; and, if one were felled and brought you, you could describe with perfect accuracy the two trees between which it stood. That is particularly the case with Gog and Magog. A casual visitor would remark, as he approached the house, that we had a pair of gigantic poplars at the front gate. It does not occur to him to distinguish between them. For aught he knows, or for aught he cares, Gog might be Magog, or Magog might be Gog. But to us the thing is absurd. We know them so well that we should as soon think of mistaking one of the children for another as of mistaking Gog for Magog, or Magog for Gog. We salute the tall trees every morning when we rise; we pass them with mystic greetings of our own a dozen times a day; and, before retiring at night, we like to peep from the front windows and see their gigantic forms grandly silhouetted against the evening sky. Gog is Gog, and Magog is Magog; and the idea of mistaking the one for the other seems ludicrous in the extreme. The solar system is as full of mysteries as a conjurer’s portmanteaux; but, of all the mysteries that it contains, the mystery of individuality is surely the most inscrutable of all.

‘What is the difference between Gog and Magog?’ somebody wants to know; and I am glad that somebody asked the question, for it gives me the opportunity of pointing out that between Gog and Magog there is all the difference in the world. There is a difference in girth; there is a difference in height; and there is a difference in fibre. I have just run a tape round both trees. Magog gives a measurement of just six feet; whilst Gog puts those puny proportions to shame with a record of seven feet six inches. I have not attempted to climb the trees; but I can see at a glance that Gog is at least eight feet taller than his brother. Nor do these measurements sum up the whole of Gog’s advantage. For you cannot glance at the twins without seeing that Gog is incalculably the sturdier. In the trunk of Magog there is a huge cavity into which a child could creep and be perfectly concealed; but Gog is as sound as a bell. Any one who has seen two brothers grow up side by side–the one sturdy, masculine, virile, and full of health; the other, puny, delicate, fragile, and threatened with disease–knows how I feel whenever I pass between these two sentries at the gate. I am full of admiration for the glorious strength of Gog; I am touched to tenderness by the comparative frailty of poor Magog. It is odd that two trees of the same age, growing together under precisely identical conditions, should have turned out so differently. There must be a reason for it. Is there? There is!