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If I am confronted with the example of almost all ages and almost all nations who have inflicted the punishment of death upon some crimes, I will reply, that the example avails nothing before truth, against which there is no prescription of time; and that the history of mankind conveys to us the idea of an immense sea of errors, among which a few truths, confusedly and at long intervals, float on the surface.[179] Human sacrifices were once common to almost all nations, yet who for that reason will dare defend them? That some few states, and for a short time only, should have abstained from inflicting death, rather favours my argument than otherwise, because such a fact is in keeping with the lot of all great truths, whose duration is but as of a lightning flash in comparison with the long and darksome night that envelops mankind. That happy time has not yet arrived when truth, as error has hitherto done, shall belong to the majority of men; and from this universal law of the reign of error those truths alone have hitherto been exempt, which supreme wisdom has seen fit to distinguish from others, by making them the subject of a special revelation.

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A few years earlier Beccaria could have imagined no greater honour. To associate with the philosophers he so highly reverenced, as a philosopher himself, what greater happiness or reward could he have asked? Yet when it came there was no charm in it; and it was with difficulty he could be persuaded to go. For with his love for distinction there came into competition the love of his wife, and if he preferred her company to that of the wisest and wittiest celebrities of Paris, who shall say that he was the worse philosopher for that?It is impossible to prevent all the disorders that may arise in the universal conflict of human passions. Their increase depends on that of population and on the crossings of private interests, which cannot be directed with geometrical exactness to the public welfare. In political arithmetic the calculation of probabilities must be substituted for mathematical exactness. Glance at the history of the world, and you will see disorders increase with the increase of the bounds of empire; thus national feeling being to the same extent diminished, the general inducement to crime increases with the greater interest of each individual in such disorders, and on this account the necessity for aggravating penalties ever continues to increase.
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ONE:CHAPTER XII. TORTURE.

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Since, therefore, there is more to fear from a punished than from an unpunished criminal, there is the less reason to regret the general impunity of crime. There is indeed a large class of crimes for the prevention of which more would be done, by leaving them to their natural consequences, and to the strong power against them which the general interests and moral feelings of mankind will always enforce, than by actual punishment. It is particularly crimes of dishonesty which are best punished by the mere fact of their discovery. By the Norwegian law if an offender holds any official place he is punished, not by fine or imprisonment, but by the loss of his office and all the privileges connected with it.[59] And if we imagine a country without any legal penalty at all for theft or dishonesty, thieves and their tribe would soon find their proper punishment, by that process of social shifting, which would drive them to the most deleterious or dangerous occupations of life even more effectually than it so drives them at present. The less dependence is placed on the penal sanctions of crime, the stronger do the moral restraints from it become.The treatise Dei Delitti, instead of throwing any light on the subject of crimes, or on the manner in which they should be punished, tends to establish a system of the most dangerous and novel ideas, which, if adopted, would go so far as to overturn laws received hitherto by the greater part of all civilised nations.It has already been remarked by Montesquieu that public accusations are more suited to republics, where the public good ought to be the citizens first passion, than to monarchies, where such a sentiment is very feeble, owing to the nature of the government itself, and where the appointment of officers to accuse transgressors of the law in the name of the public is a most excellent institution. But every government, be it republican or monarchical, ought to inflict upon a false accuser the same punishment which, had the accusation been true, would have fallen upon the accused.To return to the innocent bankrupt. Granting that his obligation should not be extinguishable by anything short of total payment; granting that he should not be suffered to withdraw from it without the[218] consent of the parties interested, nor to transfer under the dominion of other laws his industry, which should perforce be employed, under penalties, to enable him to satisfy his creditors in proportion to his profits; what fair pretext, I ask, can there be, such as the security of commerce or the sacred right of property, to justify the deprivation of his liberty? Such a deprivation is only of use, when it is sought to discover the secrets of a supposed innocent bankrupt by the evils of servitude, a most unusual circumstance where a rigorous inquiry is instituted. I believe it to be a maxim in legislation, that the amount of political inconveniences varies directly in proportion to the injury they do the public, and inversely in proportion to the difficulty of their proof.CHAPTER XXXIV. OF POLITICAL IDLENESS.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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