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If you turn them to the side, it should look like you have 1 sock.
Line up the socks together so that if you turn them to the side, it looks like you have 1 sock.
Line up the socks together so that if you turn them to the side, it should look like you have 1 sock.
If there are n colors of socks, one would have to pick n+1 socks for the last one to match to one of the other n pulled.
Why 3 socks?
It has shipped over 600,000 socks to 600 stores nationwide.
The best choice, obviously, is to count all 14 socks.
The 20 socks are exactly alike except for their colour.
The 20 socks are all alike except for their color.
And, indeed, Mr. Baker and his crew found some 200 socks strewn through Mr. Hall's field.
Joyoni put it this way: You need to pull just 3 socks.
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CEO of Professional Science Editing for Scientists @ prosciediting.com