Question: Consider eight equal squares arranged in three rows, with two squares in the first row, four in the second, and two in the third. The

Consider eight equal squares arranged in three rows, with two squares in the first row, four in the second, and two in the third. The squares of each row are arranged symmetrically about the vertical axis. Fill the squares with distinct numbers in the range 1 to 8 so that no two adjacent vertical, horizontal, or diagonal squares hold consecutive numbers. Use a network representation to find the solution in a systematic way.

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