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I only worked through the first 13, but none of them seemed to me to have multiple solutions (with the exception of whether you can have less than one kopeck, which the author would assume the readers knew you couldn't).



> I only worked through the first 13

> (with the exception of whether you can have less than one kopeck, which the author would assume the readers knew you couldn't)

You did notice that the cork in the second problem costs half a kopeck?


#18 does not have any answer. It's impossible to cover the squares as requested.


What do you mean? You just provided the answer. It's unique.




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