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Magic squares, sort of


bonanova
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The figure shows two squares that share two of their circles, and seven rows of length 3 or 4.

Place consecutive numbers in the circles so that

  1. One of the squares contains three pairs of numbers
    (e.g. 13 and 26
    ) that differ by a factor of 2.
  2. The other square has no such pairs.
  3. The seven row sums are identical.

        post-1048-0-03371000-1416455836_thumb.gi

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