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TWO:Stanhope appears to have done his best to break Townshend's fall. He represented to the king the high character of that minister, his real services, and the injustice and impolicy of disgracing him; that he might remove him to another office, and thus answer every purpose. He could take the chief direction of affairs out of his hands, even while appearing to promote him. He therefore advised that Townshend should, without a word of dismissal or disapprobation, be offered the Lord-Lieutenancy of Ireland, instead of the Secretaryship of State, and to this the king consented. Accordingly Stanhope was directed to write to Townshend, and also to Secretary Methuen, and he did so on the 14th of December, conveying in most courteous terms the king's desire that he should accept the Lord-Lieutenancy, and this without a syllable of discontent on the part of his Majesty. Townshend at first refused, but on the arrival of George in London he received Townshend very cordially, and so softened him as to induce him to accept the Lord-Lieutenancy, and to do the very thing he had declared it was not[36] common honesty to do��accept the post and still remain in London, acting with the rest of the Cabinet. His political adherents, including Methuen, Pulteney, the Walpoles, Lord Orford, and the Duke of Devonshire, were contented to remain in office. The only change was that Methuen was made one of the two Secretaries along with Stanhope. It was thus imagined that the great schism in the Whig party was closed; but this was far from being the case: the healing was only on the surface. It was during this brief reconciliation that the great Triple Alliance between England, France, and Holland, was concluded.In working out his theory of logic, the point on which Bacon lays most stress is the use of negative instances. He seems to think that their application to reasoning is an original discovery of his own. But, on examination, no more seems to be meant by it than that, before accepting any particular theory, we should consider what other explanations of the same fact might conceivably be offered. In other words, we should follow the example already set by Aristotle and nearly every other Greek philosopher after Socrates. But this is not induction; it is reasoning down from a disjunctive proposition, generally assumed without any close scrutiny, with the help of sundry conditional propositions, until we reach our conclusion by a sort of exhaustive process. Either this, that, or the other is the explanation of something. But if it were either that or the other, so and so would follow, which is impossible; therefore it must be this. No other logic is possible in the infancy of enquiry; but one great advantage of experiment and mathematical analysis is to relieve us from the necessity of employing it.