Even though this is a leap year, February remains as always the shortest month of the year. It's something to be grateful for in wintry North American climes, as this abbreviated month brings us that much closer to spring.
Today's problem is also "short" in that it is a miniature, those minimalist problems that focus our attention and often demand great accuracy and skill. Like their exact opposites, the stroke problem, they are not to everyone's taste, but unlike stroke problems, miniatures are eminently practical in nature.

B:W30,14:BK5,2.
Don't give this problem short shrift; put it on your short list. After you've solved it, make a short click on Read More to see the solution.![]()
As we've noted a number of times, The Checker Maven tries to provide a variety of problems: some easy, some hard, some in-between. Today's problem, a study by celebrated problemist L. T. de Bearn, is, like the cut of meat shown above, definitely on the "tough" side. While obviously appealing to the skilled player looking for a challenge, intermediate players and even ambitious beginning players can benefit by doing some analysis and carefully playing through the solution.
So, without further ado, here's the position.

W:W13,17,26,27,K31:B6,9,K15,19,22.
Forces are even but White has a pretty serious mobility issue, and in checkers that can spell doom. But there is a way to a draw. Are you tough enough to find it, or will this problem chew you up? Get your teeth into this one, and then bite your mouse down on Read More to see the solution.![]()
Based on the photo above, we suppose our column's title should have been "What are Checkers?" as a plural subject requires a plural verb. But of course, the intended meaning of the phrase references "checkers" as a game, in the singular, and so the singular verb is correct after all.
Although we could go on at length about syntax and other matters grammatical, we're sure you didn't come here for a language lesson. In fact, it's time for an installment of Checker School, and while good grammar and usage are highly recommended, good checker moves are what we're really after.
Today we have an interesting position which is not particularly easy to solve; in fact Ben Boland himself went wrong when he published it in Famous Positions in the Game of Checkers.

W:W8,17,18,22:B5,12,13,K26.
Mr. Boland's premise is correct; the game can be drawn by White, even though the position looks anything but favorable. Can you find the correct "checker usage" that leads to a draw? Or will you be sentenced to fail? Don't worry; you won't get graded on your answer, and you can always click on Read More to see the solution, notes, a sample game, and the reason why today's column is titled What is Checkers?.![]()
Veteran player and problem composer Bill Salot is sponsoring the second in a series of checker problem composition contests. The first competition produced a pair of very fine problems. You can get all the details of the new contest and a look at the entries in the previous contest here.
You're sure to enjoy these elegantly-crafted problems, but why not make a try at it in your own right? If you don't know where to begin, take a look at some of your own games; surely in one or more of them, either you or your opponent made some nice play that could well be the basis of a problem. It's an entertaining exercise and a great way to learn more about checkers.
We congratulate Mr. Salot on his efforts in promoting the art of checker problem composition.![]()
We have been experiencing ongoing database problems and "Read More" links were out of service this morning. We've fixed this and apologize for the inconvenience.
Our long-term solution is a complete rebuild of our database. That's in progress but it's a big job. In the meanwhile, please bear with us and do let us know if something isn't quite right.
The Brooklyn Bridge is certainly a New York City icon, famed in poem, song, and urban legend. You probably are wondering about our title, which contains the words "Delayed Brooklyn"; more typical for New York would be "Brooklyn Delay" as many a rush-hour traffic jam plays itself out every week, if not every day, on the Brooklyn Bridge.
But in today's installment from the classic Willie Ryan book Tricks Traps & Shots of the Checkerboard we'll find out just what "Reed's Delayed Brooklyn" is all about. Let's hear it in Willie's own words.
"The following brilliant crossboard game was contested by James P. Reed and Alfred Jordan when Reed visited the British Isles many years ago to do battle with the leading boardsmen in John Bull's domain. When the diagrammed situation was reached, Jordan continued 21-17 and had to give up soon thereafter. When the game was over, the brilliant Pittsburgher astonished Jordan, as well as the gallery, by pointing out how Jordan could have drawn by a delayed form of the Brooklyn shot. We consider this one of the finest and most deceptive examples of the Brooklyn in embryo:
| 11-15 | 5-9 | 7-11 |
| 22-18 | 18-14 | 22-18 |
| 15-22 | 9-18 | 11-16---B |
| 25-18 | 22-15 | 27-23 |
| 12-16 | 10-19 | 3-7 |
| 29-25 | 24-15 | 26-22 |
| 9-13 | 8-12 | 7-10---C. |
| 26-22---A | 23-19 | Diagram. |
| 16-20 | 4-8 | |
| 30-26 | 25-22 |

W:W32,31,28,23,22,21,19,18,15:B20,16,13,12,10,8,6,2,1.
A---If you still think it can't happen to you, look at these figures showing how the great William Strickland, blindfolded, polished off a victim while playing six opponents simultaneously! Continue at A: 25-22,16-20, 24-19, 5-9, 28-24, 8-11, 32-28---1, 4-8, 19-15—B, 10-19, 23-16, 6-10, 26-23, 1-5, 30-26, 9-14, 18-9, 5-14, 22-18^ 14-17, 21-14, 10-17, 26-22, 17-26, 31-22, 8-12, 23-19; then the finish, with: 3-8*, 18-14, 7-10*, 14-7, 11-15*, 19-10, 12-19, 24-15, 2-25, and black wins.
B---The loser. From here to the end, Strickland kept his win well in hand, never giving his opponent a chance to draw. The correct play for a draw at B is 30-25, 10-14, 18-15, 11-18, 22-15, 1-5, 15-10, 6-15, 19-10, 14-18, 23-14, 9-18, 26-22, 7-14, 22-15, 2-6, 24-19, 14-18, 27-24, 20-27, 31-24, 6-9, 15-11, 8-15, 19-10, 9-14, 10-6, 13-17, 6-2,17-22, 2-6, 22-29, 6-10, 5-9, 10-17, 9-13,17-14, 18-22, 14-17, 22-26, 17-22, 26-30, 24-19, 30-25, 22-26, 25-22, etc. F. Tescheleit vs. J. M. Dallas.
C---This is where Jordan fell. One would never suspect that white had a Brooklyn in the offing. At the time this game was played, Jordan was champion of England, and the fact that he missed a draw by 31-27 proves how games may be drawn by stroke strategy that otherwise would be hopeless. In short, Jordan missed the Brooklyn idea and lost the game."
1---30-25 is perhaps a better move here---Ed.
2---This move is fine, but 6-9 would have been at least as good---Ed.
Can you find the solution, or will your resolution be delayed? When you're ready, cross over the bridge to Read More to see the snappy solution.![]()
In continental North America, it seems that one day we're at a picnic and the next day we're buried in snow. Winter can come on fast and catch us by surprise; winter seems to have its own chilling speed.
It will be January when this column appears and no doubt there will be more than enough snow to go around in many locales. But wherever you may be, whether snowy and cold or warm and sunny (we highly recommend Hawai`i in January), you're sure to enjoy a checkers speed problem that is easier than most. Click on the link below to display the problem and start the clock. We think you can solve this one in five seconds, so that's all you're going to get! When you've got the answer, click on Read More to verify your solution.
January Speed Problem (Easy, five seconds)
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Between January 2 and January 6, 2012, The Checker Maven site will be doing a major software update. While we anticipate only minimal downtime, things do happen and we ask for your patience and understanding if the site does happen to experience a longer than anticipated outage.
Followup: As of January 3, 2012, the update has been completed. Please do let us know if there is anything that doesn't seem to work correctly.![]()
As this column is published, it's the last day of the year, New Year's Eve, and a lot of spectacular celebrations will be held throughout the world. Here in Honolulu (which due to its westerly latitude is the last major city on earth to ring in the New Year) parties abound. The photo above shows fireworks above the landmark Aloha Tower, where in 2010 a giant block party took place with seven stages, 20 DJs, and an incredible lineup of entertainment, with tickets available for as little as 15 dollars.
And believe it or not, we've found a checker problem that we think matches last year's Aloha Tower party for spectacularity--- and it won't cost you 15 dollars, or anything at all, to try it. Here's the position.

W:W26,20,12,6,K5:BK31,28,K21,11,3.
When originally published, the proposer stated that it might be difficult to solve without moving the pieces; yet we, like he, recommend that you try it. We'll give you a hint: it's spectacular in a certain subtle way rather than being pure fireworks, but we bet that in any event the solution will surprise you. Clicking on Read More will bring the solution to center stage.![]()
Happy holidays to one and all from The Checker Maven. We hope this holiday season will be everything you might ever wish it to be.
The holiday season here in Honolulu is bustling; it's one of the busiest times of the year for tourism, and airfares and hotel prices reflect this. If you're thinking of visiting Hawai`i some day (and we hope you are), but you'd like to do so on a budget, we definitely recommend September or October as a much more economical choice of seasons.
Whether your holidays are bustling, laid-back, or somewhere in between, we know you'll enjoy a fine checker problem to add to your festivities. You might want to settle in front of a crackling fire with a hot drink, in some climates; in others you might take the diagram to the beach with you and study it while catching some sun. However you do it, we know our selection of a Tom Wiswell problem is bound to please, even if it's more than a little on the challenging side.

W:W12,14,15,16,17,21,23,32:B2,3,4,7,K22,28.
So, what's the big deal, you might ask, White is two pieces ahead and should win easily. But all is not so simple. There's a big Black king in the middle of the White forces, and White is going to have to work for this one. Mr. Wiswell tells us that White will have to make no less than five "star" moves to bring home the victory.
Can you give the White forces a holiday present, or will they have to go without? Don't give up too soon; this one is well worth your time. When you've got your solution in hand, click on Read More to check your results.![]()