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- let rec sumWays x y n =
- if x = n && y = n
- then 0
- else if x = n
- then 1 + (sumWays x (y + 1) n)
- else if y = n
- then 1 + (sumWays (x + 1) y n)
- else
- 2 + (sumWays (x + 1) y n) + (sumWays x (y + 1) n)
- sumWays 0 0 2
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