The "influence" again—Other incidents—Statistics. At this point I must return to a fact which is surprising on any hypothesis we may prefer: the utility of presenting to the medium objects which have belonged to the person from whom we wish to obtain the supposed communications. Phinuit used to say that he found the "influence" of the dead persons on these objects, and the "influence" was all the stronger if the object had been worn or carried long, and if it had passed through few hands; different successive "influences" seem to weaken one another. I have said that we are totally ignorant of the nature of this "influence," but I have also said that it might not improbably be supposed to consist of vibrations left by our thoughts and feelings upon material objects. However this may be, Phinuit seemed to read this "influence," and draw from it the greater part of the information he gave. Generally, in spite of his affirmations to the contrary, he did not appear to be in direct relation with the communicators at all. Since the disappearance of the Phinuit rÉgime and the appearance of that of Imperator, the presentation of small objects is still of use; but it must be remarked that it has never been indispensable, and that communicators often appear I return to Professor Hyslop's report. The most important communicator after his father during the sittings was his uncle Carruthers, whose name, however, was always mangled by Rector, and given as Clarke or Charles. This uncle had died only twenty days before the first sitting. I will quote another incident of "Uncle Carruthers'" communications, because on account of its stamp of vivid realism it is one of those which the telepathic hypothesis does not explain satisfactorily. Mr Carruthers suddenly perceives the presence of Dr Hodgson and says, "You are not Robert Hyslop's son, are you? You are not George." I shall only quote one more incident of these interesting sittings. The communicator this time is Professor Hyslop's brother Charles, who died in 1864 aged four and a half. Robert Hyslop's last child had been born long after Charles's death. "James, I am your brother Charles. I am happy. Give my love to my new sister Henrietta. Tell her I shall know her some day. Our father often talks of her." A little further comes this curious phrase, "Our father would much like you to have his pictures, if you are still in the body, James." I have said there were some inexact statements, but they are very few. I will quote two concerning proper names. The family name of "Uncle Carruthers" could never be given properly. He was always called Uncle Charles or Clarke. The error is probably attributable to Rector, to whom the name Carruthers was not familiar. The other mistake is odder still, though it may also be attributed to Rector. Robert Hyslop's second wife was named Margaret, familiarly called Maggie. Now, although it was impossible to misunderstand when Robert Hyslop was talking of his wife, this name Maggie never came correctly. Professor Hyslop waited a long time without rectifying the mistake; he waited for the communicator to perceive it and correct it himself, but this spontaneous correction was not made. At last he wanted the While Professor Hyslop was preparing his report, a number of his friends who knew of his researches asked him what proportion of truth and error he had met with in these manifestations. This frequently-repeated question suggested to him the idea of making tables in which this proportion should be made clear at a glance. This kind of statistics would be important for the class of persons who think themselves stronger-minded than the rest, and who tell you, "I only believe in the eloquence of figures." Such people do not realise that battalions of figures are like battalions of men, not always so strong as is supposed. However, Professor Hyslop took all the "inci Naturally, in tables constructed on these lines, the facts cannot be classified according to their importance as proofs; they can only be reckoned as true or false. Thus incidents which have only a restricted value as proofs are on a level with others which are in themselves very valuable as proofs. This is really the weak point of these statistics. The proofs need to be examined one by one, and not as a whole. However, the tables have one advantage; the greatest sceptic, after a glance at them, can no longer invoke chance, the great Deus ex machin of the ignorant and indolent. Professor Hyslop has constructed a table for each sitting, and a table of the sittings as a whole. I cannot reproduce these tables for the readers, who would require the notes of the sittings to understand them. I shall only give the definite results. Thus, out of 205 incidents, 152 are classed as true, 37 as indeterminate, and only 16 as false. Out of the 927 factors composing these incidents, 717 are classed as true, 167 as indeterminate, and 43 as false. It should be said that Professor Hyslop has perhaps overestimated the number of false and unverifiable incidents. Many incidents or factors classed as false or unverifiable have been later found to be exact. And besides, the incidents of a transcendental and consequently unverifiable nature might have been omitted from these tables. But in this case again it has been thought better to give the false and doubtful facts full play. The reader must draw from these results whatever conclusion seems to him the most correct. |