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This is a normal post They aren't obviously smaller as far as I can see...

(, Tue 1 Oct 2013, 11:58, , Reply)
This is a normal post They are a 5th of a block smaller, each.
that is all.
(, Tue 1 Oct 2013, 12:13, , Reply)
This is a normal post The word 'obviously' is key here!
Our eye finds it hard to spot that kind of small difference in a regular pattern, especially when it's broken up along a line.

There are other similar cut-and-rearrange paradoxes that break the missing square into a long thin diamond shape as well, but this one is particularly neat.
(, Tue 1 Oct 2013, 12:24, , Reply)