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The most common size for index card in North America and the UK is 3 by 5 inches (76.2 by 127.0 mm), hence the common name 3-by-5 card.Other sizes widely available include 4 by 6 inches (101.6 by 152.4 mm), 5 by 8 inches (127.0 by 203.2 mm) and ISO-size A7 (74 by 105 mm or 2.9 by 4.1 in).
Stanhope designed several carriages, each bearing his name as was typical of the time period, and built by the London coachbuilder Tilbury. The first design, the Stanhope Gig built in the 1810s, was a gig with a storage boot under the seat, a crosswise seat for two, no hood or top, bent shafts reinforced with ironwork, and four springs.The next design was the Stanhope Buggy, an English buggy ...
An araba in Wallachia. An araba (from Turkish: araba [2]) (also arba or aroba) is a carriage drawn by horses or oxen, used in Turkey and neighboring countries in the 18th and 19th centuries, with crosswise seating and usually with a canopy top to protect occupants from the sun and afford privacy.
For a (0,2) tensor, [1] twice contracting with the inverse metric tensor and contracting in different indices raises each index: =. Similarly, twice contracting with the metric tensor and contracting in different indices lowers each index:
Also, the sequence (1, 1, 2, 3, 5, 8), which contains the number 1 at two different positions, is a valid sequence. ... The first element has index 0 or 1, depending ...
In 1963, Ellio's Pizza was founded in the Long Island, New York town of Great Neck by Elias Betzios, George Liolis, and Manny Tzelios. [1] Four years later, Ellio's introduced its signature "9 slice" pizza in a box comprising 3 rectangular pizzas, each divisible crosswise into three slices.
Zero-based numbering is a way of numbering in which the initial element of a sequence is assigned the index 0, rather than the index 1 as is typical in everyday non-mathematical or non-programming circumstances.
For example, the children of 6 = 110 2 are 5 = 101 2 and 7 = 111 2, and its parent is 4 = 100 2. Although this tree is potentially infinite, we may define its root to be the highest existing node, whose index is the greatest power of 2 less than or equal to n {\displaystyle n} .