Consider a 2-d mesh with faulty blocks, assuming that node (0, 0) is the source and node
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Consider a 2-d mesh with faulty blocks, assuming that node (0, 0) is the source and node (i, j) is the destination. Prove that if there is no faulty block that goes across the X and Y axes, then there exists at least one minimal path from (0, 0), i.e., the length of this path is |i| + |j|.
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