Challenge question from the 2015 Euclid competition.
Two lists each consist of 6 consecutive positive integers. The smallest integer in the first list is a, the smallest integer in the second list is b, and a

Mathematics
Challenge question from the 2015 Euclid competition.
Two lists each consist of 6 consecutive positive integers. The smallest integer in the first list is a, the smallest integer in the second list is b, and a

Mathematics
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