Laws
Plato (428–347 BC)
Plato's Laws in the Greek text edited by John Burnet, with R. G. Bury's English translation.
Book 1
Section 624
Section 625
Section 626
Section 627
Section 628
Section 629
Section 630
Section 631
Section 632
Section 633
Section 634
Section 635
Section 636
Section 637
Section 638
Section 639
Section 640
Section 641
Section 642
Section 643
Section 644
Section 645
Section 646
Section 647
Section 648
Section 649
Section 650
Book 2
Section 652
Section 653
Section 654
Section 655
Section 656
Section 657
Section 658
Section 659
Section 660
Section 661
Section 662
Section 663
Section 664
Section 665
Section 666
Section 667
Section 668
Section 669
Section 670
Section 671
Section 672
Section 673
Section 674
Book 3
Section 676
Section 677
Section 678
Section 679
Section 680
Section 681
Section 682
Section 683
Section 684
Section 685
Section 686
Section 687
Section 688
Section 689
Section 690
Section 691
Section 692
Section 693
Section 694
Section 695
Section 696
Section 697
Section 698
Section 699
Section 700
Section 701
Section 702
Book 4
Section 704
Section 705
Section 706
Section 707
Section 708
Section 709
Section 710
Section 711
Section 712
Section 713
Section 714
Section 715
Section 716
Section 717
Section 718
Section 719
Section 720
Section 721
Section 722
Section 723
Section 724
Book 5
Section 726
Section 727
Section 728
Section 729
Section 730
Section 731
Section 732
Section 733
Section 734
Section 735
Section 736
Section 737
Ath. For this is the main foundation of the security of a State, and on this as on a firm keel it is possible to build whatever kind of civic organization may be subsequently built suitable for the arrangement described; but if the foundation be rotten, the subsequent political operations will prove by no means easy for any State. This difficulty, as we say, we avoid; it is better, however, that we should explain the means by which, if we had not actually avoided it, we might have found a way of escape. Be it explained, then, that that means consists in renouncing avarice by the aid of justice, and that there is no way of escape, broad or narrow, other than this device. So let this stand fixed for us now as a kind of pillar of the State. The properties of the citizens must be established somehow or other on a basis that is secure from intestine disputes; otherwise, for people who have ancient disputes with one another, men will not of their own free will proceed any further with political construction, if they have a grain of sense. But as for those to whom—as to us now—God has given a new State to found, and one free as yet from internal feuds,—that those founders should excite enmity against themselves because of the distribution of land and houses would be a piece of folly combined with utter depravity of which no man could be capable. What then would be the plan of a right distribution? First, we must fix at the right total the number of citizens; next, we must agree about the distribution of them,—into how many sections, and each of what size, they are to be divided; and among these sections we must distribute, as equally as we can, both the land and the houses. An adequate figure for the population could not be given without reference to the territory and to the neighboring States. Of land we need as much as is capable of supporting so many inhabitants of temperate habits, and we need no more; and as to population, we need a number such that they will be able to defend themselves against injury from adjoining peoples, and capable also of lending some aid to their neighbors when injured. These matters we shall determine, both verbally and actually, when we have inspected the territory and its neighbors; but for the present it is only a sketch in outline of our legislation that our argument will now proceed to complete. Let us assume that there are—as a suitable number—5,040 men, to be land-holders and to defend their plots; and let the land and houses be likewise divided into the same number of parts—the man and his allotment forming together one division. First, let the whole number be divided into two; next into three; then follow in natural order four and five, and so on up to ten.