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A Tribute to Matt Long

© Copyright 2002, Jim Loy
You may print this and show it to others. But, this article will eventually be part of a book that I am writing. So, please do not distribute it widely.

If you need help reading checkers notation, please print out the numbered board.


Matt Long died recently. This is an unusual tribute to his memory, as this is a collection of some of his mistakes. These problems are from Matt Long's Checker Problems which I typeset back in 1989. The book contained numerous errors. The problems that I will show here either had flawed diagrams or flawed solutions. Here, I will attempt to correct those flaws. Corrected, these are all excellent problems, and should be very educational. When there are two diagrams side-by-side, Matt's original diagram is on the right, and the corrected diagram is on the left.


White wins#1. On the left we see two positions, my correction of Matt's problem, and Matt's flawed version (shown faded out, to avoid confusion). My version of this problem is the only diagram in this article which I can claim as my own, as it is different from Matt's diagram. All of the rest of the diagrams below are either published in Matt's book, or are achieved by playing a few moves of Matt's solution. Here, Matt's solution (for the second diagram, above left) is: 28-32 27-31 32-27 7-10? (7-11* 27-23 11-16 is an easy draw) is into the solution of our corrected problem.

Solution (corrected problem, above left): 28-32 27-31 32-27 6-10 (or 6-9 to same) 27-23 10-14 24-19! (or 24-20 is similar) 31-26 23-27 26-31 30-26 31-15 26-19 WW.

White wins#2. Matt's moves (position far right): 2-6 11-15? (7-3* 6-10 3-8 13-9 8-12 9-6 12-8 6-2 8-13 draw, a "Long" draw), which is the corrected problem (first one on the right).

Solution: 13-17 15-18 6-9 18-23 17-22 7-10 9-13 10-15 13-17 15-10 17-21 10-15 21-25 15-19 25-30 19-24 22-26 24-19 32-27 23-32 26-23 WW.

White wins#3. Matt's position: 25-21 31-26* (31-27? is the corrected problem) 29-25 26-30* 19-23 11-16 23-27 30-26 27-24 26-23 24-19 23-18 draw.

Solution: 29-25 11-16! 19-12 27-23 12-16 23-18 14-9! 5-14 16-19 17-22 19-15 WW.

White wins#4. Matt's problem has a second, less interesting, solution: 19-16 (19-15 26-23 is the corrected problem) 26-23 (7-10 9-6 WW) 24-19 23-32 9-14 WW.

Solution: 24-19! 23-16 15-11 7-10 9-6 16-7 6-22 WW.

White wins#5. Matt's problem: 20-16 6-10 16-23 9-13 12-8 13-22 8-3 10-14 (28-32? is the corrected problem) 2-6 15-18 draw.

Solution: 2-7 10-14 7-11 15-18 23-19 32-7 3-26 WW.

White wins#6. Notice that this one is supposed to be a draw. Matt's problem: 26-30 14-18! (25-22? is the corrected problem) 23-14 32-23 14-9 23-18 RW.

Solution: 27-24!* 21-25!! 30-21 32-27 24-19 27-18 10-7!! 2-11 19-15 11-16 21-25!! draw.

White wins#7. Matt's position: 12-8 16-23 8-11 15-18 (15-19? is the corrected problem) 11-15 18-22 draw.

Solution: 11-16 24-28 21-17 19-24 16-19 23-27 17-14 (or 29-25) 27-32 10-6!! 2-18 19-23!! 18-27 29-25 WW.

White wins#8. This (in California Checker Chatter July-Sep. 1962) is a valid problem with a flawed solution.

Solution: 30-26!! 23-30 25-22 21-25 22-29 30-26 29-25 26-23 9-6*(A) 23-18 25-22!! 18-25 6-1* WW, First Position.

A - Matt moved 25-22? 23-19 9-6 19-15 11-7 3-10 6-2 10-14? (15-11* draws) 2-7 14-8 7-11 WW.

White wins#9. This too (LCA Nov. 1965) is a valid problem with a flawed solution.

Solution: 27-24!! 11-27 24-20 8-11 31-27 14-18 13-17 (Matt moved 13-9? allowing 18-15 to draw) 18-23 17-14 (back into Matt's solution) 23-27 14-18 27-32 18-23 32-28 24-19 28-24 7-3 24-15 3-8 WW.

White wins?#10. I have not corrected this (called Minor Operation in ECB, Dec. 1956), as I like it very much, flawed as it is. Study Matt's flawed solution (9-6 5-9 6-2 17-21 25-22 9-14 2-7 21-25 7-16 25-30 16-12 30-26 22-18 14-16 12-19 WW) and see if you can find the flaw. This should be educational.

Real solution (starting at the diagram): 9-6 5-9 6-2 17-21 25-22 9-14 2-7 11-16* (not 21-25? in Matt's solution above) 19-12 21-25 draw. So the terms should be "White moves, Red draws." And the flawed solution is interesting, too.


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