The main advantage of this system is its scaling. Rectangular paper with an aspect ratio of √2 has the unique property that, when cut or folded in half midway between its longer sides, each half has the same √2 aspect ratio as the whole sheet before it was divided. Equivalently, if one lays two same-sized sheets of paper with an aspect ratio of √2 side by side along their longer side, they form a larger rectangle with the aspect ratio of √2 and double the area of each individual sheet.
Paper in the A series format has an aspect ratio of √2 (≈ 1.414, when rounded). A0 is defined so that it has an area of 1 m2 (11 sq ft) before rounding to the nearest 1 millimetre (0.039 in).
Cool, thanks for sharing!
And thanks for providing a brief summary.
I learned something today. That was unexpected, but I’m happy to have new information.
I’m always fascinated that people in one country do not know what is basically considered primary school knowledge in the rest of the world. Makes me wonder what interesting stuff I don’t know that’s common knowledge for all you guys.
also watch this video to see the standard taken to the extreme
a sort of reality pixel, which is best not to think about
😅
thanks for sharing this
