The smallest square that can be created using pixels is a 2x2
pixel square, consisting of a total of 4 pixels. There are 16
possible combinations of arranging black and white pixels in a
2x2 pixel square (2^4). This means there are only 16 unique 2x2
black and white pixel squares. It's a mathematical limit, and no
more 2x2 black and white squares can ever be made, making them rare
and limited by nature.
The next smallest square that can be created has a side length of
3 pixels, consisting of a total of 9 pixels (3x3 px). There are
512 possible combinations of arranging black and white pixels in
a 3x3 square (2^9). No more 3x3 black and white pixel squares can
ever be created, as this limitation is determined by mathematical
combinations.
This table lists all 526 unique Basic Binary
Graphics (BBG) NFTs.
