18 RUCHO v. COMMON CAUSE Opinion of the Court cracking so that supporters of the disadvantaged party have a better shot at electing their preferred candidates. But making as many districts as possible more competitive could be a recipe for disaster for the disadvantaged party. As Justice White has pointed out, “[i]f all or most of the districts are competitive . . . even a narrow statewide preference for either party would produce an overwhelming majority for the winning party in the state legislature.” Bandemer, 478 U. S., at 130 (plurality opinion). On the other hand, perhaps the ultimate objective of a “fairer” share of seats in the congressional delegation is most readily achieved by yielding to the gravitational pull of proportionality and engaging in cracking and packing, to ensure each party its “appropriate” share of “safe” seats. See id., at 130–131 (“To draw district lines to maximize the representation of each major party would require creating as many safe seats for each party as the demographic and predicted political characteristics of the State would permit.”); Gaffney, 412 U. S., at 735–738. Such an approach, however, comes at the expense of competitive districts and of individuals in districts allocated to the opposing party. Or perhaps fairness should be measured by adherence to “traditional” districting criteria, such as maintaining political subdivisions, keeping communities of interest together, and protecting incumbents. See Brief for Bipartisan Group of Current and Former Members of the House of Representatives as Amici Curiae; Brief for Professor Wesley Pegden et al. as Amici Curiae in No. 18–422. But protecting incumbents, for example, enshrines a particular partisan distribution. And the “natural political geography” of a State—such as the fact that urban electoral districts are often dominated by one political party—can itself lead to inherently packed districts. As Justice Kennedy has explained, traditional criteria such as compactness and contiguity “cannot promise political neutrality

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