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ONE:These problems deserve to be solved with such geometrical precision as shall suffice to prevail over the clouds of sophistication, over seductive eloquence, or timid doubt. Had I no other merit than that of having been the first to make clearer to Italy that which other nations have dared to write and are beginning to practise, I should deem myself fortunate;[121] but if, in maintaining the rights of men and of invincible truth, I should contribute to rescue from the spasms and agonies of death any unfortunate victim of tyranny or ignorance, both so equally fatal, the blessings and tears of a single innocent man in the transports of his joy would console me for the contempt of mankind.
ONE:These problems deserve to be solved with such geometrical precision as shall suffice to prevail over the clouds of sophistication, over seductive eloquence, or timid doubt. Had I no other merit than that of having been the first to make clearer to Italy that which other nations have dared to write and are beginning to practise, I should deem myself fortunate;[121] but if, in maintaining the rights of men and of invincible truth, I should contribute to rescue from the spasms and agonies of death any unfortunate victim of tyranny or ignorance, both so equally fatal, the blessings and tears of a single innocent man in the transports of his joy would console me for the contempt of mankind.
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ONE: Thefts without violence should be punished by fine. He who enriches himself at anothers expense ought to suffer at his own. But, as theft is generally only the crime of wretchedness and despair, the crime of that unhappy portion of mankind to whom the right of property (a terrible, and perhaps not necessary right[67]) has left but a bare subsistence; and as pecuniary penalties increase the number of criminals above the number of crimes, depriving the innocent of their bread in order to give it to the wicked, the fittest punishment will be that kind of servitude which[214] alone can be called just, namely, the temporary servitude of a mans labour and person for the compensation of society, the personal and absolute dependence due from a man who has essayed to exercise an unjust superiority over the social compact. But when the theft is accompanied with violence, the punishment also should be a combination of corporal and servile punishment. Some previous writers have shown the evident abuse that arises from not distinguishing punishments for thefts of violence from those for thefts of cunning, thus making an absurd equation between a large sum of money and the life of a man. For they are crimes of a different nature; and in politics, as in mathematics, this axiom is most certain, that between heterogeneous quantities the terms of difference are infinite; but it is never superfluous to repeat what has hardly ever been put into practice. Political machinery more than anything else retains the motion originally given to it, and is the slowest to adapt itself to a fresh one.
ONE: Thefts without violence should be punished by fine. He who enriches himself at anothers expense ought to suffer at his own. But, as theft is generally only the crime of wretchedness and despair, the crime of that unhappy portion of mankind to whom the right of property (a terrible, and perhaps not necessary right[67]) has left but a bare subsistence; and as pecuniary penalties increase the number of criminals above the number of crimes, depriving the innocent of their bread in order to give it to the wicked, the fittest punishment will be that kind of servitude which[214] alone can be called just, namely, the temporary servitude of a mans labour and person for the compensation of society, the personal and absolute dependence due from a man who has essayed to exercise an unjust superiority over the social compact. But when the theft is accompanied with violence, the punishment also should be a combination of corporal and servile punishment. Some previous writers have shown the evident abuse that arises from not distinguishing punishments for thefts of violence from those for thefts of cunning, thus making an absurd equation between a large sum of money and the life of a man. For they are crimes of a different nature; and in politics, as in mathematics, this axiom is most certain, that between heterogeneous quantities the terms of difference are infinite; but it is never superfluous to repeat what has hardly ever been put into practice. Political machinery more than anything else retains the motion originally given to it, and is the slowest to adapt itself to a fresh one.
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ONE:A farm labourer, with a wife and four children, and earning eleven shillings a week, was imprisoned in the county gaol for two months for the theft of a pound of butter. Soon after his release sickness entered his home, and to supply his childrens wants[89] he again yielded to temptation and stole twelve ducks eggs. For this he was sentenced to seven years penal servitude; or rather not for this theft, but because he had already incurred a severe punishment for a theft of some butter. The sentence was most perfectly lawful, but was it not perfectly unjust?
ONE:A farm labourer, with a wife and four children, and earning eleven shillings a week, was imprisoned in the county gaol for two months for the theft of a pound of butter. Soon after his release sickness entered his home, and to supply his childrens wants[89] he again yielded to temptation and stole twelve ducks eggs. For this he was sentenced to seven years penal servitude; or rather not for this theft, but because he had already incurred a severe punishment for a theft of some butter. The sentence was most perfectly lawful, but was it not perfectly unjust?
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ONE: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.
ONE: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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ONE:CHAPTER XXIX. DUELS.
ONE:CHAPTER XXIX. DUELS.
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THREE:Even if we assume that death is absolutely the severest penalty devisable by the law, and that as a punishment for murder it is not too severe, it remains certain, that, relatively to the circumstances of a trial[40] for murder, to the reluctance of judges or juries to pass an irretrievable sentence, to their fear of error, to their conscientious regard for human life, it is really a much less terrible danger for a malefactor to face than a penalty which would justify fewer hopes of impunity.
THREE:[37]There was little of eventfulness in Beccarias life, and the only episode in it of interest was his visit to Paris in 1766. Thither he and his friend Pietro had been invited by Morellet, in the name of the philosophers at Paris, and thither he started in October 1766; not with Pietro, who could not leave Milan, but with Alessandro Verri, on a journey which was to include London as well as Paris, and was to occupy in all a period of six months.