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The NHD is part of the United States Geological Survey The National Map for the United States. The NHD is also linked with similar datasets representing the surface water for Canada and Mexico. The dataset primarily maps features a 1:24,000-scale, but in certain areas provides detail at 1:5,000-scale.
The Natural Hazards Disclosure Act, under Sec. 1103 of the California Civil Code, [1] states that real estate seller and brokers are legally required to disclose if the property being sold lies within one or more state or locally mapped hazard areas.
NHD may refer to: National History Day, US; National Hydrography Dataset, US; Networked Help Desk; New Hacker's Dictionary, of computer slang; Noordhollands Dagblad, a Dutch newspaper; Al Minhad Air Base, United Arab Emirates, IATA code; Nunhead railway station, London, England, station code; nHD, a graphic-display resolution of 640x360 pixels
The German term was originally coined in 1819 by Jacob Grimm for the period from around 1450 to the present day, following on from Middle High German (Mittelhochdeutsch). [2] [3] However, in 1878 Wilhelm Scherer proposed a transitional period, 1350–1650, for which he coined the new term Frühneuhochdeutsch (Early New High German), thus dating New High German from the mid 17th century. [4]
Today, the company employs over 15,000 employees globally with 9 manufacturing hubs. Notably, the company's Dongguan facility is the world's largest concentrated paper mill with 15 paper machines producing 5.25 million tonnes of products. Many of Nine Dragons' facilities are also supported with in-house power plants, ports, and trucking.
National History Day is a non-profit which aims to "improve the teaching and learning of history." Its flagship event is an annual competition in which students in grades 6-12 develop presentations about topics in history that interest them. [ 1 ]
This is a list of abbreviations used in law and legal documents. It is common practice in legal documents to cite other publications by using standard abbreviations for the title of each source.
¯ is the sample mean; σ 2 is the population variance; s n 2 is the biased sample variance (i.e., without Bessel's correction) s 2 is the unbiased sample variance (i.e., with Bessel's correction) The standard deviations will then be the square roots of the respective variances.