## z(22,25) = 117

By deleting 9 rows and 6 columns from the finite projective plane of order 5.

Using the scaffold algorithm to search for matrices of weight greater than 117, all but 2 scaffolds were eliminated without search.

Scaffold: $p=4$, $q=5$, $\mathbf{m}=(5,4,4,4)$, $\mathbf{n}=(4,3,3,3,3)$, $m_O=2$, $n_O=1$.

(0.002898645 seconds, score = 0, 0 recursive calls, max depth = 0)

Scaffold: $p=4$, $q=5$, $\mathbf{m}=(5,4,4,4)$, $\mathbf{n}=(4,4,3,3,3)$, $m_O=2$, $n_O=0$.

(365.786890197 seconds, score = 0, 2232840 recursive calls, max depth = 27)

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