285 13 clue 3-row x-sudokus are easily found from non-minimal 14 cluers, but one,
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...................1...2.34..........5..6.7.8..........3.4.9.21..................
the 286th remains a bit of a mystery as to how I found it.
Possibly I had a non minimal 14 cluer with one extraneous clue outside of the 3 rows. Can many more 13 cluers be found in this way ? No idea.
Possibly it may turn up if I find all 14 cluers, which seems to be converging to about 40,000 minimals.
The number of 15 and 16 clue puzzles of this type ? Think big numbers > a million at least.
Leren