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The star shown
comprises of twelve triangles arranged in six lines of five triangles - two
horizontal lines and two lines in each diagonal direction. Place a digit
in each of the triangles so that:
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the six digits in the points of the star are odd,
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the total of the five digits in each line is the same,
and is the same as the total of the six digits in the points, and
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each of the horizontal lines, when read as a five-digit
number, is a perfect square.
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the solution. |
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