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Could someone please explain how this doesn't or does break Brouwer's Fixed Point Theorem?
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So I'm not very good at math, US Highschool Education and 1 semester of College Business Math, and I did not have a very firm grasp on it at any point. I was watching a Vsauce video about Fixed points and he showed a checkerboard with different colors, and he states that due to the law you can manipulate the board and it's impossible to have it sit without at least one point line up with it's original position.

So I screenshotted the checkerboard and played around and ran into a scenario where this did not apply. To my understanding I didn't break the rules and it SEEMS as if this contradicts the Theorem. All I did was rotate the board 180 degrees and shrink it down so that it only fit into 2 squares.

Now I'm 100% sure that I did not make any breakthrough discovery or anything, I feel like I am misunderstanding the rule.

NOTE: The picture is not perfect quality due to me just using snapchat to adjust the photo but I think it works fine.

Picture Here

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3 years ago