Arvilla (also Orange) is an unincorporated community in central Grand Forks County, North Dakota, United States. It lies along U.S. Route 2, west of the city of Grand Forks, the county seat of Grand Forks County.[1] Its elevation is 1,004 feet (306 m). The community was first named Orange for Orange County, New York; it was renamed Arvilla for Arvilla Estella Hersey, the wife of a local farmer.[2] Although Arvilla is unincorporated, it has a post office, with the ZIP code of 58214.[3]
This climatic region is typified by large seasonal temperature differences, with warm to hot (and often humid) summers and cold (sometimes severely cold) winters. According to the Köppen Climate Classification system, Arvilla has a humid continental climate, abbreviated "Dfb" on climate maps.[4]
Amtrak’s Empire Builder, which operates between Seattle/Portland and Chicago, passes through the town on BNSF tracks, but makes no stop. The nearest station is located in Grand Forks, 20 miles (32 km) to the east.
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This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Thermal management of high-power LEDs – news · newspapers · books · scholar · JSTOR (May 2008) (Learn how and when to remove this template message) Typical LED package including thermal management design Thermal animation of a high powered A19 sized LED light bulb…
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1984 single by Janet Jackson and Cliff RichardTwo to the Power of LoveSingle by Janet Jackson and Cliff Richardfrom the album Dream Street ReleasedSeptember 15, 1984 (1984-09-15)RecordedApril 26, 1984 (1984-04-26)Advision/LondonGenrePopR&BLength3:06LabelA&M AM210Songwriter(s)Peter BeckettSteven A. KipnerProducer(s)Giorgio MoroderPete BellotteJanet Jackson singles chronology Don't Stand Another Chance(1984) Two to the Power of Love(1984) Fast Girls(1984) …
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Any vector space can be made into a unital associative algebra, called functional-theoretic algebra, by defining products in terms of two linear functionals. In general, it is a non-commutative algebra. It becomes commutative when the two functionals are the same. Definition Let AF be a vector space over a field F, and let L1 and L2 be two linear functionals on AF with the property L1(e) = L2(e) = 1F for some e in AF. We define multiplication of two elements x, y in AF by x ⋅ y = L 1 ( x …
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