# The cake is a lie! pt. 2

Suppose a group of $$n$$ people want to split a group of whole cakes among each other. Each cake is of one type only e.g. vanilla, chocolate, strawberry, etc.

Is it possible to divide the cakes among all $$n$$ people such that each person receives greater than a total value of $$\frac{1}{n}$$?

If you are confused, see this problem.

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