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Multiple Choice

Three legislative representatives from different districts are seeking funding for local projects: Representative A wants a new bridge, Representative B wants a farm subsidy, and Representative C wants a research grant for a local university. Each project's benefits are concentrated within its respective district, while the costs are spread across all taxpayers. Individually, none of the three projects has enough votes to pass. Based on the principles of political vote trading, what is the most likely outcome?

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Updated 2025-09-07

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