Well?

Attached: c17fae87f54dbf238670f3c05a59abfb545afaea4876b62eb48ad7838598855d.png (209.19 KB, 498x446)

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It's 40. I asked my autistic 9 year old, and this was his answer, and he's never wrong about these sorts of things.

10 days ago

You forgot the square that was the sum of the square of the other two sides

10 days ago

I count 40. I wish someone would post a real solution, though. Showing how to arrive at whatever number is correct.

10 days ago

I think I see how you idiots are looking at it. The squares with lines going through them don't count assfaces.

10 days ago

Meming aside I got 40. Count all the tiny squares, that's 8. Count the two squares made of tiny squares. That's 10. Count the regular size squares. That's 26. Count the four easily identifiable squares made by combining four regular size squares. That's 30. Realize there are five more big squares you can make out of 2x2 regular sized squares that overlap to form a plus shape. You're at 35. There are four more overlapping 3x3 squares that can be made. 39. The whole picture is one big square. 40.

10 days ago

Its 40. Would make a pic to prove it but im too lazy.

1, large square, the outside of the whole box

4, 3x3 squares made from each corner towards the middle

9, 2x2 squares, if you move across 1 square you can get 3 in each row, and make 3 unique rows

18, full squares, the 4x4 making 16, and the two in the middle that overlap

8 small squares made by the overlapping in the middle.

for a total of 40.

10 days ago

I know the answer, but then I would have to ban myself as a result.

irony much?

10 days ago

2px*2px squares

498(-1)*446(-1)=221,165

3px*3px squares

498(-2)*446(-2)=220,224

…

446px*446px squares

498(-445)*446(-445)=53

to find the total you'd have to run it through a script

10 days ago

1 + 16 + 8

= 25 uniquely identifiably aquare shapes in total.

1 + 8 + 8

= 17 uniquely identifiable squares if certain 'squares' are not to be considered such if their fundamental base or core shape is interrupted by the intersecting borders of other squares.

10 days ago

technically each box is 71 x 70 pixels from the center of the line some of them are 72 x 70. The larger ones are also un-even so none of them are squares.

So fuck you.

9 days ago

There are 40 rectangles that are borderline squares.

there are 118 rectangles including the ones that are almost squares.

9 days ago

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