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large divisions are called Departments. portion, proceeding by square measurement, into seventeen hundred and twenty districts, called Communes. These again they subdivide, still proceeding by square measurement, into smaller districts called Cantons, making in all 6,400.

At first view this geometrical basis of theirs presents not much to admire or to blame. It calls for no great legislative talents. Nothing more than an accurate land surveyor, with his chain, sight, and theodolite, is requisite for such a plan as this. In the old divisions of the country, various accidents at various times, and the ebb and flow of various properties and jurisdictions, settled their bounds. These bounds were not made upon any fixed system undoubtedly. They were subject to some inconveniences; but they were inconveniences for which use had found remedies, and habit had supplied accommodation and patience. In this new pavement of square within square, and this organization and semiorganization made on the system of Empedocles and Buffon, and not upon any politic principle, it is impossible that innumerable local inconveniencies, to which men are not habituated, must not arise. But these I pass over, because it requires an accurate knowledge of the country, which I do not possess, to specify them.

When these state surveyors came to take a view of their work of measurement, they soon found that in politics, the most fallacious of all things was geometrical demonstration. They had then recourse to another basis (or rather buttress) to support the building which tottered on that false

foundation. It was evident that the goodness of the soil, the number of the people, their wealth, and the largeness of their contribution, made such infinite variations between square and square, as to render mensuration a ridiculous standard of power in the commonwealth, and equality in geometry the most unequal of all measures in the distribution of men. However, they could not give it up. But dividing their political and civil representation into three parts, they allotted one of those parts to the square measurement, without a single fact or calculation to ascertain whether this territorial proportion of representation was fairly assigned, and ought upon any principle really to be a third. Having however given to geometry this portion (of a third for her dower), out of compliment I suppose to that sublime science, they left the other two to be scuffled for between the other parts, popu lation and contribution.

When they came to provide for population, they were not able to proceed quite so smoothly as they had done in the field of their geometry. Here their arithmetic came to bear upon their juridical metaphysics. Had they stuck to their metaphysic principles, the arithmetical process would be simple indeed. Men, with them, are strictly equal, and are entitled to equal rights in their own government. Each head, on this system, would have its vote, and every man would vote directly for the person who was to represent him in the legislature. "But soft -by regular degrees, not yet." This metaphysic principle, to which law, custom, usage, policy, reason, were to yield, is to yield itself to their

pleasure. There must be many degrees, and some stages, before the representative can come in contact with his constituent. Indeed, as we shall soon see, these two persons are to have no sort of communion with each other. First, the voters in the Canton, who compose what they call primary assemblies, are to have a qualification. What! a qualification on the indefeasible rights of men? Yes; but it shall be a very small qualification. Our injustice shall be very little oppressive; only the local valuation of three days' labour paid to the public. Why, this is not much, I readily admit, for any thing but the utter subversion of your equalizing principle. As a qualification it might as well be let alone; for it answers no one purpose for which qualifications are established and, on your ideas, it excludes from a vote the man of all others whose natural equality stands the most in need of protection and defence; I mean the man who has nothing else but his natural equality to guard him. You order him to buy the right, which you before told him nature had given to him gratuitously at his birth, and of which no authority on earth could lawfully deprive him. With regard to the person who cannot come up to your market, a tyrannous aristocracy, as against him, is established at the very outset, by you who pretend to be its sworn foe.

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The gradation proceeds. These primary assemblies of the Canton elect deputies to the Commune ; one for every two hundred qualified inhabitants. Here is the first medium put between the primary elector and the representative legislator; and here a new turnpike is fixed for taxing the rights of men

with a second qualification: for none can be elected into the Commune who does not pay the amount of ten days' labour. Nor have we yet done. There is still to be another gradation.* These Communes, chosen by the Canton, choose to the Department ; and the deputies of the Department choose their deputies to the National Assembly. Here is a third barrier of a senseless qualification. Every deputy to the National Assembly must pay, in direct contribution, to the value of a mark of silver. Of all these qualifying barriers we must think alike—that they are impotent to secure independence; strong only to destroy the rights of men.

In all this process, which in its fundamental elements affects to consider only population upon a principle of natural right, there is a manifest attention to property; which, however just and reasonable on other schemes, is on theirs perfectly unsupportable.

When they come to their third basis, that of Contribution, we find that they have more completely lost sight of the rights of men. This last basis rests entirely on property. A principle totally different from the equality of men, and utterly irreconcileable to it, is thereby admitted; but no sooner is this principle admitted, than (as usual) it

*The Assembly, in executing the plan of their committee, made some alterations. They have struck out one stage in these gradations; this removes a part of the objection: but the main objection, namely, that in their scheme the first constituent voter has no connexion with the representative legislator, remains in all its force. There are other alterations, some possibly for the better, some certainly for the worse but to the author the merit or demerit of these smaller alterations appears to be of no moment, where the scheme itself is fundamentally vicious and absurd.

is subverted; and it is not subverted (as we shall presently see) to approximate the inequality of riches to the level of nature. The additional share

in the third portion of representation (a portion reserved exclusively for the higher contribution) is made to regard the district only, and not the individuals in it who pay. It is easy to perceive, by the course of their reasonings, how much they were embarrassed by their contradictory ideas of the rights of men and the privileges of riches. The committee of constitution do as good as admit that they are wholly irreconcileable. "The relation with regard to the contributions, is without doubt null (say they) when the question is on the balance of the political rights as between individual and individual; without which personal equality would be destroyed, and an aristocracy of the rich would be established. But this inconvenience entirely disappears when the proportional relation of the contribution is only considered in the great masses, and is solely between province and province: it serves in that case only to form a just reciprocal proportion between the cities, without affecting the personal rights of the citizens."

Here the principle of contribution, as taken between man and man, is reprobated as null, and destructive to equality; and as pernicious too; because it leads to the establishment of an aristocracy of the rich. However, it must not be abandoned. And the way of getting rid of the difficulty is to establish the inequality as between department and department, leaving all the individuals in each department upon an exact par. Observe that this

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