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At: min ar wf 1 4

1. f:
2. n:
3. i:
4. 0 < i
5. i < n+1
6. MinAr(f;i-1;n) (i-1+1)
7. f(n-i) = f(n)

MinAr(f;i-1;n) (i+1)

By: Analyze 6

Generated subgoal:

16. MinAr(f;i-1;n)
7. 0 MinAr(f;i-1;n) < i-1+1
8. f(n-i) = f(n)
MinAr(f;i-1;n) (i+1)


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boolintless_thanequalapply