The last offering for February is two problems in one. It's based on something published by Willie Ryan many years ago. The adaptation of the setting is rather liberal.

Here's the situation. You're in the final round of the Mega-Bowl of Checkers. The coveted title of Supreme Exalted Checker Champion hangs in the balance. Thousands of avid fans are watching from their $500 stadium seats and hundreds of thousands more are tuned in on the Checker Television Network. Sponsors have paid a million dollars each just for their 30-second commercial spots. This is really the Big Time, and you know if you win you'll become an instant media star, with wealth and fame yours without limit.

You're playing Black and it's your move:

The tension in the air is electric. Your five minutes are almost up. You've narrowed your choices down to two moves: 2-6, and 2-7. Somehow, you know that one of these moves will result in victory and a life of ease, while the other will lead to ignominious defeat and a quick return to your old back-breaking job at the quarry pits.

What move do you choose? Can you show how that move wins and why the other move loses?

Make your choice carefully; a lot is riding on it. Then take a look at the animated solutions in which Black wins or White wins.