A Russian gangster kidnaps you. He puts two bullets in consecutive order in an empty six-round revolver, spins it, points it at your head and shoots.

*Click* You’re still alive!

He then asks you, “Do you want me to spin it again and fire or pull the trigger again right away?” Which option will give you a higher probability of not being shot at?

The option to pull the trigger again will give a higher probability of not being shot.

The key hint here is that the bullets were loaded adjacent to each other.

There are 4 ways to arrange the revolver with consecutive bullets so that the first shot is blank. These are the possible scenarios:
`(xBBxxx)`
`(xxBBxx)`
`(xxxBBx)`
`(xxxxBB)`

The other two scenarios would have meant you got shot on the first attempt. `(BBxxxx)` or `(BxxxxB)`.

Now look at the second slot in the 4 possible scenarios above. The odds of getting shot are 14 or 25% (Only the first scenario would get you shot).

But if you respin, there are 2 bullets remaining and a total of 6 slots, which gives a probability of 26 or 33% of being shot.

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