Yes, it's that time of year in the United States, tax day. Income taxes are generally due on April 15, though there's a bit of a reprieve in 2016 due to various holidays. Still, this is the final weekend for getting those taxes done and, if you're unlucky, writing a check to Uncle Sam, and you won't get so much as a "thank you" in return.
We invite you to take a checker break from your tax accounting, with a problem that is mentally rather than financially taxing. It will take solid visualization powers to solve this one, but at least it won't cost you anything.
B:W30,24,K22,21,K19,K15:BK31,26,K14,K13,12,K1.
Tax your brain and see if you can solve it without moving the pieces. Then tax your wrist, just a little, by clicking your mouse on Read More. You won't get a refund but you will get to see a solution that is guaranteed to be more interesting than adding up deductions.
Do you remember The Time Machine by H.G. Wells? There were movie adaptations but the novel remains an unmatched classic of the genre. But at The Checker Maven we have a time machine of our own; it lies in our modest collection of old checker books and magazines.
Today, let's go back in time 91 years, to March of 1925, and take a look at a checker problem published then, and attributed to problemist W.J. Wood. (By the way, it was Rex Wood, not W.J. Wood, who edited the famed magazine Wood's Checkerist.) Like many a problem published in that day, the purpose was to instruct as much as to provide clever entertainment.
B:W31,29,24,13,12,K8:B27,K17,11,4,2,1.
There is a bit of flash in this one, but by and large, it's solved with old-fashioned over the board playing skill. Can you go back in time and show your chops? Time's passing; find the solution and then clock your mouse on Read More to see the solution.
We're trying something a little different today; it's a "speed" problem with a much longer timing than usual, because the solution, while short and clever, may not be immediately obvious. We owe this one to regular contributor Josh Gordon of Toronto (that's definitely not Josh in the photo above).
We'll give you a full minute to solve it. Of course, master players won't need anything like that long, but ... well, we won't give it away. Click on the link below to display the problem and start the clock, then come back and click on Read More to see the solution.
March 2016 Timed Problem (medium difficulty)
No, we're not presenting a public service safety announcement this week, although the lesson above is obvious. Instead, we're presenting a "shocker" of the checkerboard kind.
Problems with "dual" solutions, that is, more than one way to solve them, are in general not considered aesthetically pleasing, and are usually disqualified in problem composition contests. But in actual play, a selection of feasible lines of play is a frequent occurrence.
In the problem below, Black's best move is indeed a shocker, and we're certain the composer intended that to be the sole solution. But there is a shocker in here for the problem composer as well, in the form of an unanticipated and rather mundane alternate solution.
B:W32,30,K19:B27,23,K22,9.
Give yourself full credit for finding either solution, and an A+ for finding both. When you've solved it, zap your mouse on Read More to get a charge out of the full solution.
The Single Corner opening with 11-15, 22-18 is very popular and full of interesting play, but sometimes a seemingly reasonable and natural looking move will singe a player's fingers, so to speak. We'll look at one such situation in today's original study.
To set the scene, here's the run-up, without commentary.
1. | 11-15 | 22-18 |
2. | 15x22 | 25x18 |
3. | 9-14 | 18x9 |
4. | 5x14 | 29-25 |
5. | 8-11 | 25-22 |
6. | 10-15 | 22-17 |
7. | 4-8 | 17x10 |
8. | 7x14 | 23-18 |
9. | 15x22 | 26x10 |
10. | 6x15 | 24-19 |
11. | 15x24 | 28x19 |
12. | 2-6 | 32-28 |
13. | 11-15 | 19x10 |
14. | 6x15 | 21-17 |
15. | 12-16 | 28-24 |
Here's the position as it now stands.
B:W31,30,27,24,17:B16,15,8,3,1.
White should have played 17-14 but didn't, and it's a win for Black, but how? Could you have drawn with White had you played 17-14? Black still would have an edge and the draw is not easy.
B:W31,30,28,27,14:B16,15,8,3,1.
So we've burned the candle at both ends, and left you with two problems. Show the Black win after White's 28-24, and show how White could have made a draw with 17-14.
Too much? Burned out? Set your mouse aflame on Read More to see the solution and explanatory notes.
We're always looking for entertaining and instructive speed problems. Unlike like the young racers above, our goal today isn't to cross the finish line first; it's to further develop our checker visualization skills, and one way to do that is with a good problem solved against the clock.
Regular contributors Josh and Lloyd Gordon of Toronto sent us a speed problem that is relatively easy, but quite surprisingly, it arose in actual over the board play. You'll see what we mean when you solve it.
Click on the link below to display the problem and start our unforgiving Javascript clock. Then come back and click on Read More to check your solution.
February 2016 Speed Problem (easy, 5 seconds)
We hope that your holiday season is going well, and that it is filled with everything you might wish for. Our holidays definitely include time for checkers, and today we'd like to turn to someone who was without doubt one of the greatest American players of his day, Samuel Gonotsky.
Mr. Gonotsky suffered from poor health made worse by his reputed lack of interest in taking care of himself, and a perennial lack of money. Had he lived beyond his twenties, who knows what checker mountains he might have climbed?
Today, let's look at one of his relatively few problem positions.
W:W27,25,17,13:B19,18,12,10.
This one will require some thought, so maybe it's one to try to solve with that cup of coffee after dinner or a slice of leftover mince pie. It's up to you how to go about it, but the main thing is to enjoy. When you're ready, click on Read More to see the solution.
(Editor's Note: The next installment of The Lindyville Checker Club serial will be delayed until January 9 so that we may accommodate today's special column.)
This week the release of the seventh film in the immortal Star Wars saga is big news. Star Wars promotions and features are everywhere, and The Checker Maven is joining in with our own entry.
In checkers a star move is the only move possible in a given situation to obtain a win or a draw, as the case may be. In today's problem, Black can get a draw only by making five consecutive "star" moves. Star Wars indeed!
B:WK23,K1:BK21,9.
Black has a tough position, but the force is with him and if he navigates the "star" wars he can obtain a draw.
Is the force with you? Can you "force" a draw by solving the "star" wars? "Do. Or do not. There is no 'try'"--- Jedi Master Yoda.
When you're ready, force your mouse onto Read More to try out the solution.
We meant "CCCP" to stand for "Clever Canadian Checker Problem" since we found today's speed problem in the pages of an old edition of Canadian Checker Player. But our art department came up with a bilingual pun, and we thought it was pretty good. (Extra credit if you can explain it on your own.)
The problem really isn't so hard. But the holiday season is approaching, and we're feeling extra-generous, so we're giving you 15 seconds to solve it. When you're ready, click on the link below, then come back and click on Read More to check your solution.
This is Thanksgiving weekend, definitely our favorite time of year, when the wonderful Thanksgiving holiday is celebrated in the United States. It's a great family time, with food--- lots of it--- and festivity and reflection on the many things for which we all can be grateful.
On such occasions we like to feature a Tom Wiswell problem. Mr. Wiswell, a great checker champion, checker writer, and American patriot, represents for us the spirit of America and the spirit of the American holidays.
This year we've picked out a problem that is a real dandy.
W:W10,13,15,25,30,31:B1,2,6,20,K24.
White is a piece up, but Black has a king and the White win is yet to be demonstrated. It's a practical problem but not necessarily an easy one.
So, see how you can do. Take your time; it's a holiday weekend and some leisurely checker enjoyment is most appropriate. When you're done, click on Read More to see the solution. Then, do as we invite you to do every year at this time--- help yourself to another slice of pumpkin pie.