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A comparison of the A4 and Foolscap folio papersize. Foolscap folio, commonly contracted to foolscap or cap or folio and in short FC, is paper cut to the size of 8.5 × 13.5 in (216 × 343 mm) for printing or to 8 × 13 in (203 × 330 mm) for "normal" writing paper (foolscap). [1]
A "thick" notebook (Russian: общая тетрадь, general-use notebook) with more than 24 sheets and up to 96 sheets, having width at least 144 mm and height no more than 297 mm (same height as A4 paper size). These notebooks are intended for usage in middle and high school for tasks like lesson notes, long-term projects, essays ...
A series sizes are related in that the smaller dimension of a given size is the larger dimension of the next smaller size, and folding an A series sheet in half in its larger dimension—that is, folding it in half parallel to its short edge—results in two halves that are each the size of the next smaller A series size.
Manuscript paper is used for handwriting music. The most basic page is laid out with a series of five-line staves, each spanning the width of the page. Any musical notation (clefs, bars, notes, etc.) may be written in as desired by the artist. As notebook paper is to the written word, music manuscript paper is to the written score.
The size of a book is generally measured by the height against the width of a leaf, or sometimes the height and width of its cover. [2] A series of terms is commonly used by libraries and publishers for the general sizes of modern books, ranging from folio (the largest), to quarto (smaller) and octavo (still smaller).
There are four common types of loose leaves: (1) ruled paper (ja: 横罫. North American sizes include wide ruled, college ruled and narrow ruled, the line height of which are approximately 11 ⁄ 32, 9 ⁄ 32 and 1 ⁄ 4 inch (8.7, 7.1 and 6.4 mm), respectively, attending to different people's needs.
Successive paper sizes in the series (A1, A2, A3, etc.) are defined by halving the area of the preceding paper size and rounding down, so that the long side of A(n + 1) is the same length as the short side of An. Hence, each next size is nearly exactly half the area of the prior size.
English: The J series of paper sizes, created by contemporary artist Joshua Bryan, to quickly deduce the size of a phi ratio compliant paper size within a standard A type paper size. Date 29 January 2012