Cite as: 503 U. S. 442 (1992)
Opinion of the Court
ence between the population of Montana's single district (803,655) and the ideal (572,466) is 231,189; the difference between the average Washington district (543,105) and the ideal is 29,361. Hence, the sum of the differences between the average and the ideal district size in the two States is 260,550. Under the Dean Method, Montana would have two districts with an average population of 401,838, representing a deviation from the ideal of 170,638; Washington would then have eight districts averaging 610,993, which is a deviation of 38,527 from the ideal district size. The sum of the deviations from the ideal in the two States would thus be 209,165 under the Dean Method (harmonic mean), while it is 260,550 under the Hill Method (equal proportions). More generally, Montana emphasizes that the Dean Method is the best method for minimizing the absolute deviations from ideal district size.
There is some force to the argument that the same historical insights that informed our construction of Article I, § 2, in the context of intrastate districting should apply here as well. As we interpreted the constitutional command that Representatives be chosen "by the People of the several States" to require the States to pursue equality in representation, we might well find that the requirement that Representatives be apportioned among the several States "according to their respective Numbers" would also embody the same principle of equality. Yet it is by no means clear that the facts here establish a violation of the Wesberry standard. In cases involving variances within a State, changes in the absolute differences from the ideal produce parallel changes in the relative differences. Within a State, there is no theoretical incompatibility entailed in minimizing both the absolute and the relative differences. In this case, in contrast, the reduction in the absolute difference between the size of Montana's district and the size of the ideal district has the
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