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@puggan
Created August 28, 2023 15:41
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PaperSizes
A4 paper is a 2^-4 of an A0, and an A0 is 1m² with one side √2 longer then the others, so when split i half it keeps it's ratio.
Area of an Ax is therefor 2^(-x) m².
The sides of an Bx page is (2^(-.25-x))x(2^(.25-x))
An B1 paper is in the middle between A0 and A1, and the area of an Bx is therefor 2^(.5-x) m².
The sides of an Bx page is (2^(-x))x(2^(.5-x))
An C0 paper is in the middle between B0 and A0, and the area of and Cx is therefor 2^(.25-x) m².
The sides of an Bx page is (2^(-.125-x))x(2^(.375-x))
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