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  • 亿宝彩票计划

    It is not useless to repeat what others have written, namely, that the best method of preventing this crime is to punish the aggressorin other words, the man who gives rise to the dueldeclaring him to be innocent who without his own fault has been constrained to defend that which existing laws do not assure to him, that is, opinion.

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    After crimes of high treason come crimes opposed to the personal security of individuals. This security being the primary end of every properly constituted society, it is impossible not to affix to the violation of any citizens right of personal security one of the severest punishments that the laws allow.

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    Whoever, then, I repeat, will honour me with his criticisms, let him not begin by supposing me to advocate principles destructive of virtue or religion, seeing that I have shown that such are not my principles; and instead of his proving me to be an infidel or a[116] rebel, let him contrive to find me a bad reasoner or a shortsighted politician; but let him not tremble at every proposition on behalf of the interests of humanity; let him convince me either of the inutility or of the possible political mischief of my principles; let him prove to me the advantage of received practices. I have given a public testimony of my religion and of my submission to my sovereign in my reply to the Notes and Observations; to reply to other writings of a similar nature would be superfluous; but whoever will write with that grace which becomes honest men, and with that knowledge which shall relieve me from the proof of first principles, of what character soever, he shall find in me not so much a man who is eager to reply as a peaceable lover of the truth.

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    Even the idea of public utility as the final test and standard of morality is derived from Beccaria, and the famous expression, the greatest happiness of the greatest number, occurs, in capital letters, in the very first page of the Delitti e delle Pene.[30] Bentham himself fully acknowledged this. Priestley was the first, he says, unless it was Beccaria, who taught my lips to pronounce this sacred truth: that the[47] greatest happiness of the greatest number is the foundation of morals and happiness. And with reference to his idea of the measurable value of different pains and pleasures, he says: It was from Beccarias little treatise on Crimes and Punishments that I drew, as I well remember, the first hint of this principle, by which the precision and clearness and incontestableness of mathematical calculations are introduced for the first time into the field of morals.

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