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 Ten at a Bridge (Posted on 2003-07-28)
Ten people on a war games weekend come to a railroad bridge. It is midnight and there is no moon. Crossing is very dangerous because the ties are slippery and unevenly spaced.

The people are of differing ages and fitness. The times it takes each person to cross individually are 20, 21, 23, 27, 29, 31, 34, 37, 41, and 43 minutes respectively. Each person knows everyone's time.

They have just 2 small flashlights, and each one casts only enough light to allow two people to cross safely. Whenever 2 people cross together, they cross in the time of the slower person.

The flashlights can be handed off at either end, but not part way. Crossers never turn around or stop on the bridge.

Everyone can get across in 3 hours (180 minutes) or less. How is this accomplished?

 See The Solution Submitted by Brian Smith Rating: 3.4286 (7 votes)

 Subject Author Date re: SOLN Viet 2003-07-28 09:41:34 Solution Andrew Mitchell 2003-07-28 09:00:32 re: SOLN fwaff 2003-07-28 08:05:48 SOLN suyarajan 2003-07-28 04:18:21 re: Solution Trevor Leitch 2003-07-28 03:29:35 Solution Lewis 2003-07-28 02:03:22

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