The grids in the set above are not put in order, but there is a pattern.
My answer:
The one on the right.
All the other diagrams have their blocks connected (horizontally, vertically or diagonally). This one has an isolated block.
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$\begingroup$ unfortunately no $\endgroup$ – user60738 Sep 4 '19 at 19:46
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5
I think the answer is:
The 5th count from left, due to there are only 1 or 2 separated white connected grid groups in each image but not the 5th which has 6 white connected grid groups.
I think:
The 5th from the left.
Because:
It is the only one that doesn't have a sibling block with +1 or -1 black squares.
Block 2 has one more black square than block 1
Block 3 has one more black square than block 2
Block 4 has one more black square than block 3
Block 7 has one more black square than block 6
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$\begingroup$ rot13(Oybpx 6 nyfb unf 2 zber oynpx fdhnerf guna oybpx 5, fb gung zvtug nf jryy or gur fbyhgvba) $\endgroup$ – CinCout Sep 5 '19 at 3:07
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