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The Federal Office for the Protection of the Constitution ( German: Bundesamt für Verfassungsschutz or BfV, often Bundesverfassungsschutz) is Germany 's federal domestic intelligence agency. Together with the Landesämter für Verfassungsschutz (LfV) at the state level, the federal agency is tasked with intelligence-gathering on efforts ...
Buriram Airport. / 15.22944°N 103.25111°E / 15.22944; 103.25111. Buriram Airport[ 1] (also known as Buri Ram Airport) [ 2] ( IATA: BFV, ICAO: VTUO ), is in Ron Thong subdistrict, Satuek district, Buriram province in northeastern Thailand .
Operational. range. 250 mi (400 km) Maximum speed. 35 mph (56 km/h) The Bradley Fighting Vehicle ( BFV) is a tracked armored fighting vehicle of the United States developed by FMC Corporation and now manufactured by BAE Systems Land & Armaments, formerly United Defense. It is named for U.S. General Omar Bradley .
Over the course of about five years the tree accumulated branches from forty different "donor" trees, each with a different fruit, including almond, apricot, cherry, nectarine, peach and plum varieties. [ 3] A Tree of 40 Fruit fruiting in the artist's nursery. Each spring the tree's blossom is a mix of different shades of red, pink and white.
Customers can score $1 deals on items like pizza and 7-Select gummy candies until July 23. The convenience store is offering 7Rewards and Speedy Rewards members the chance to enter to win free ...
The fig is the edible fruit of Ficus carica, a species of small tree in the flowering plant family Moraceae, native to the Mediterranean region, together with western and southern Asia. It has been cultivated since ancient times and is now widely grown throughout the world. [ 3][ 4] Ficus carica is the type species of the genus Ficus ...
2. Pimento Cheese. Pimento cheese is a Southern specialty, and it makes a great cracker or sandwich spread. Just mix sharp cheddar cheese with jarred pimentos and mayo. Recipe: Homesick Texan ...
An extension of A by B is called split if it is equivalent to the trivial extension 0 → B → A ⊕ B → A → 0. {\displaystyle 0\to B\to A\oplus B\to A\to 0.} There is a one-to-one correspondence between equivalence classes of extensions of A by B and elements of Ext 1