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I have a pair of scissors cause I want to talk about a piece of maths called the Fold and Cut Theorem. Its one of those things in maths where they just name it what it is. This first came to my attention when I was trying to cut a square hole in a piece of paper. So, like, my first instinct - as a person who cuts holes in paper - was to jab a hole and then cut round the edge of the square. But I thought, ok maybe theres an easier way to do this, and kind of my mathematical brain kicked in, and I realised that if I fold this in half like that, I can just cut along those three edges. Ok, Ive roughly approximated the hole I was originally trying to draw. Theres a square hole, and I guess like, the mathematician in me was like, Can I do that more easily? Can I make this more efficient? So what I thought then was, if I fold this twice, so I make the first fold the same, and then fold that at 90 degrees to that, I now have this bit of line, and I can now cut two cuts like that and, I
