Illustrates the intersection of the unit cube with the cutting plane . In the context of the Traveling salesman problem on three nodes, this (rather weak) inequality states that every tour must have at least two edges.
((Information |Description=Illustrates the intersection of the unit cube with the cutting plane <math>x_1 + x_2 + x_3 \geq 2</math>. In the context of the Traveling salesman problem on three nodes, this (rather weak) inequality states that every tour must
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