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There are an infinite number of different right triangles, all with different

leg lengths, that all have hypotenuses of 21. None of the pairs is integral.

A few of them have leg lengths of:

1, sqrt(440)

2, sqrt(437)

3, sqrt(432)

4, sqrt(425)

5, sqrt(416)

6, sqrt(405)

sqrt(41), 20

7, sqrt(392)

8, sqrt(377)

9, sqrt(360)

10, sqrt(341)

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