(sieved)
21Couscous — For the possum species, see Cuscus. For the ancient Chilean village, see Cuz Cuz. Couscous with vegetables Nutrition facts Serving size 1 cup (173 g) …
22Louis Leakey — Infobox Scientist name = Louis Leakey box width = image width =250px caption = Louis Leakey examining skulls from Olduvai Gorge birth date = August 7, 1903 birth place = Kenya death date = October 1, 1972 death place = residence = citizenship =… …
23Marmite — For French casserole pot, see Marmite (cooking dish). A jar of British Marmite Marmite (  / …
24Road — This article is about a route, thoroughfare or way that supports travel by a means of conveyance. For a place outside a harbor where a ship can lie at anchor, see Roadstead. For public roads, see Highway. For other routes, see thoroughfare. For… …
25Sieve of Eratosthenes — Sieve of Eratosthenes: algorithm steps for primes below 121 (including optimization of starting from prime s square). In mathematics, the sieve of Eratosthenes (Greek: κόσκινον Ἐρατοσθένους), one of a number of prime number sieves, is a simple,… …
26Cremation — A Hindu Cremation in India P …
27Polymer-bonded explosive — A polymer bonded explosive, also called PBX or plastic bonded explosive, is an explosive material in which explosive powder is bound together in a matrix using small quantities (typically 5–10% by weight) of a synthetic polymer ( plastic ). Note… …
28Mortar (masonry) — For other uses, see Mortar (disambiguation). Mortar holding weathered bricks Mortar is a workable paste used to bind construction blocks together and fill the gaps between them. The blocks may be stone, brick, cinder blocks, etc. Mortar becomes… …
29Sandblasting — Historically, the material used for artificial sandblasting was sand that had been sieved to a uniform size. The silica dust produced in the sandblasting process caused silicosis after sustained inhalation of dust. Several countries and… …
30Inclusion-exclusion principle — In combinatorial mathematics, the inclusion exclusion principle (also known as the sieve principle) states that if A 1, ..., A n are finite sets, then:egin{align}iggl|igcup {i=1}^n A iiggr| {} =sum {i=1}^nleft|A i ight sum {i,j,:,1 le i < j… …
