Shapelore

'Shapelore is the lore and meting of nibs, threads, boards, and shapes, and how they can be reckoned and scored along each other. The most bare thing of shapelore is a nib, which is marked by a small dot. Between two nibs a thread, which is either straight or bowed and can have other nibs along its path. When there are at least three nibs, they can be bound together by three threads, which then make a shape. A shape is unwaveringly bemarked as a sideling, or a thing that has sides. All of these and more witthoughts make up the groundwork of shapelore.

Eretide
Shapelore is one of the oldest branches of scorelore, and for a great deal of time it was thought of as its own witcraft. One of it most nameknown thinkers was Euclid, an oldtide Greek scoreroreman, whose thoughts on the branch still form the groundwork of today's shapelore. In truth, he even has his own underbranch of Shapelore, fittingly named after him: Euclidish Shapelore.

After some time went by, others found out that there were more ways to reckon in shapelore, though they were not b seen as being true by others. It was not until the 19th Yearhundred that such other shapelore branches were seen as being true. Some of the makers of new shapelore branches and reckonways were Nikolai Ivanovich Lobachevsky and Bernhard Riemann.