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The only propositions of which Hobbess principle is a sufficient account, are that limited and unimportant class in which both the predicate and the subject are proper names. For, as has already been remarked, proper names have strictly no meaning; they are mere marks for individual objects: and when a proper name is predicated of another proper name, all the signification conveyed is, that both the names are marks for the same object. But this is precisely what Hobbes produces as a theory of predication in general. His doctrine is a full explanation of such predications as these: Hyde was Clarendon, or, Tully is Cicero. It exhausts the meaning of those propositions. But it is a sadly inadequate theory of any others. That it should ever have been thought of as such, can be accounted for only by the fact, that Hobbes, in common with the other Nominalists, bestowed little or no attention upon theconnotation of words; and sought for their meaning exclusively in what they denote: as if all names had been (what none but proper names really are) marks put upon individuals; and as if there were no difference between a proper and a general name, except that the first denotes only one individual, and the last a greater number. Dont anybody touch it! I yell, and run across the room for it, the phone ringing twice, three times, I yank the receiver off the cradle. 11 Chapter III. Again, we find the Greek philosophers applying themselves to extract their dogmas from the most general and abstract notions which they could detect; for example, from the conception of the Universe as One or as Many things. They tried to determine how far we may, or must, combine with these conceptions that of a whole, of parts, of number, of limits, of place, of beginning or end, of full or void, of rest or motion, of cause and effect, and the like. The analysis of such conceptions with such a view, occupies, for instance, almost the whole of Aristotles Treatise on the Heavens. Where two phenomena, between the laws or properties of which, considered in themselves, no connection can be traced, are thus reciprocally cause and effect, each capable in its turn of being produced from the other, and each, when it produces the other, ceasing itself to exist (as water is produced from oxygen and hydrogen, and oxygen and hydrogen are reproduced from water); this causation of the two phenomena by one another, each being generated by the others destruction, is properly transformation. The idea of chemical composition is an idea of transformation, but of a transformation which is incomplete; since we consider the oxygen and hydrogen to be present in the wateras oxygen and hydrogen, and capable of being discovered in it if our senses were sufficiently keen: a supposition (for it is no more) grounded solely on the fact that the weight of the water is the sum of the separate weights of the two ingredients. If there had not been this exception to the entiredisappearance, in the compound, of the laws of the separate ingredients; if the combined agents had not, in this one particular of weight, preserved their own laws, and produced a joint result equal to the sum of their separate results; we should never, probably, have had the notion now implied bythe words chemical composition; and, in the facts of water produced from hydrogen and oxygen, and hydrogen and oxygen produced from water, as the transformation would have been complete, we should have seen only a transformation. Ill let him out in the back yard, if I may. After our rather animated telephone conversation yesterday, I have decided that for your benefit I will consider accepting catastrophic health insurance. There are two conditions which must be met before I enter into such a contract. First of all the insurance would only be for medical and not for psychiatric. Secondly, I would have complete control over the choice of treatment and the power to refuse any recommendations from any doctors. Well, honey, she has these script writers, you know... I meant... Andy... please... I know shes your sister... but... don’t you think all that FBI stuff was strange? She seemed to be saying that someone had... I don’t know... surgically implanted a transmitter or something. She picked up on it tonight, too... During this time Macintosh had reached over and ripped the handkerchiefs away from her face. She spit out another one, that didnt look too clean even at that distance, and tried to kick Macintosh in the shins. Her eyes looked like black fire and she was bouncing up and down like a dancing doll. Lester was trying to hold her, but he needed more than cuffs to do it; he needed about a hundred pounds of weight. I could see why they’d tied her to him. Well... I just wanted to have it. He was unaware that he was being watched, in sharp detail, through the green of night-vision goggles. He seemed like a doctor, yes. I mean, he wasnt rattling bones and throwing them in the dirt... Harmon nodded and said,Hes the man we caught digging up that dope. Seeing, then, that there is much less difference between hypothetical propositions and any others, than one might be led to imagine from theirform, we should be at a loss to account for the conspicuous position which they have been selected to fill in treatises on logic, if we did not remember that what they predicate of a proposition, namely, its being an inference from something else, is precisely that one of its attributes with which most of all a logician is concerned. We might, it is true, insert this property into the definition of parallel lines, framing the definition so as to require, both that when produced indefinitely they shall never meet, and also that any straight line which intersects one of them shall, if prolonged, meet the other. But by doing this we by no means get rid of the assumption; we are still obliged to take for granted the geometrical truth, that all straight lines in the same plane, which have the former of these properties, have also the latter. For if it were possible that they should not, that is, if any straight lines in the same plane, other than those which are parallel according to the definition, had the property of never meeting although indefinitely produced, the demonstrations of the subsequent portions of the theory of parallels could not be maintained. Well, I have. Its easy to forget things at a time like that, mister. We’ll try it at the sides, first..