R.O.D READ OR DIE YOMIKO READMAN "THE PAPER"
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Science concerned with the influence of soils on living beings 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: Edaphology – news · newspapers · books · scholar · JSTOR (October 2022) (Learn how and when to remove this template message) Edaphology (from Greek ἔδαφος, edaphos 'ground' + -λογία, -lo...
Herbert FortierHerbert Fortier sebagai Le Beau dalam As You Like It, pada sekitar tahun 1899Lahir1867Toronto, Ontario, KanadaMeninggal16 February 1949 – 1867; umur -83–-82 tahunPhiladelphia, Pennsylvania, Amerika SerikatKebangsaanKanadaPekerjaanPemeranTahun aktif1915-1937 Herbert Fortier (1867 – 16 Februari 1949) adalah seorang pemeran Kanada pada era film bisu.[1] Ia tampil dalam 53 film antara 1915 dan 1937. Ia lahir di Toronto dan meninggal di Philadelp...
A tapered constriction of the muzzle on a firearm barrel to change the shot spread Illustration of the effect that different types of chokes have on the spread (pattern) of shotgun projectiles A choke is a tapered constriction of a firearm barrel at its muzzle end. Chokes are most commonly seen on shotguns, but are also used on some rifles, pistols, or even airguns.[1] Notably, some .22 LR match rifles have a constricted bore diameter near the muzzle.[citation needed] Chokes a...
تحوي هذه المقالة أو هذا القسم ترجمة آلية. فضلًا، ساهم في تدقيقها وتحسينها أو إزالتها لأنها تخالف سياسات ويكيبيديا. (نقاش) (أكتوبر 2019) شَكْل صَيْدلانيّ مُعادِل للجُرْعَة[1][2] (بالإنجليزية: Dosage form) وَتُسمى أيضًا وحدة جرعات[3] (بالإنجليزية: unit doses) هي المنتجات الصي�...
Cet article est une ébauche concernant les neurosciences. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Le connectome est un plan complet des connexions neuronales d'un cerveau. La production et l'étude des connectomes est la connectomique. À l'échelle microscopique, elle décrit la disposition des neurones et des synapses dans tout ou partie du système nerveux d'un organisme. À l'échelle macroscopique,...
Cet article est une ébauche concernant une chronologie ou une date et la Colombie-Britannique. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Chronologie de la Colombie-Britannique 1874 1875 1876 1877 1878 1879 1880 1881 1882 ►► Chronologies Données clés 1875 1876 1877 1878 1879 1880 1881Décennies :1840 1850 1860 1870 1880 1890 1900Siècles :XVIIe XVIIIe XIXe ...
Ethiopian diaspora in Sweden Ethiopians in SwedenTotal population17,944[1]Regions with significant populationsStockholm, Gothenburg, Malmö, Hallonbergen, HelenelundLanguagesAmharic, Oromo, Tigrinya, SwedishReligionChristianity (Ethiopian Orthodox Tewahedo Church), Islam Ethiopians in Sweden are citizens and residents of Sweden who are of Ethiopian descent. Demographics Ethiopia-born persons in Sweden by sex, 2000-2016 (Statistics Sweden).[1] According to Statistics Sweden, as...
Genus of flowering plants Not to be confused with Chinese water chestnut. Water caltrop Trapa natans Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Myrtales Family: Lythraceae Subfamily: TrapoideaeVoigt Genus: TrapaL. Type species Trapa natansL. Species Trapa natans Trapa bicornis Trapa rossica Water caltrop, West Bengal, India The water caltrop is any of three extant species of the genus Trapa: Trapa natans, Trapa bicor...
Konfederasi Sepak Bola Amerika Utara, Tengah, dan KaribiaConfederation of North, Central American and Caribbean Association FootballAnggota asosiasi CONCACAF dalam warna pinkTanggal pendirian18 September 1961; 62 tahun lalu (1961-09-18)TipeOrganisasi olahragaKantor pusat New York, Amerika SerikatJumlah anggota 41 asosiasi nasionalPresidenVictor MontaglianiSekretaris JenderalPhilippe MoggioOrganisasi indukFIFAAnak organisasi NAFU (Amerika utara) UNCAF (Amerika Tengah) CFU (karibia) Situs ...
У этого термина существуют и другие значения, см. Чайки (значения). Чайки Доминиканская чайкаЗападная чайкаКалифорнийская чайкаМорская чайка Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:Вторич...
Albanian politician, writer and journalist Ben BlushiLeader of LIBRAIn office1 November 2016 – 20 January 2018Preceded byOffice establishedSucceeded byEndri TafaniMinister of Local Government and DecentralizationIn office29 December 2003 – 1 September 2005Preceded byEt’hem RukaSucceeded bypost abolishedMember of the Albanian ParliamentIn office6 September 2001 – 13 September 2017PresidentBamir TopiBujar NishaniIlir MetaPrime MinisterIlir MetaPandeli MajkoFat...
« Léon Jouhaux » redirige ici. Pour l’article homophone, voir Léon Jouhaud. Léon JouhauxLéon Jouhaux vers 1951.FonctionsPrésidentForce ouvrièredécembre 1947 - 28 avril 1954PrésidentConseil économique, social et environnemental1947-1954Émile RocheSecrétaire général de la Confédération générale du travail1909-1947Louis NielBenoît FrachonBiographieNaissance 1er juillet 187915e arrondissement de ParisDécès 28 avril 1954 (à 74 ans)12e arrondissement de Pari...
Roger Howarth (top center) and Susan Haskell (bottom center) as characters in the 1993 rape storyline. The Todd Manning and Marty Saybrooke rape storylines are storylines from the ABC daytime drama One Life to Live consisting of rape, revenge, redemption and love. Created by writers Michael Malone and Ron Carlivati, the stories depict characters Todd (originally Roger Howarth, later Trevor St. John) and Marty (Susan Haskell) struggling to overcome his actions of rape and destruction. On Augus...
Canadian sports channel Television channel NBA TV CanadaCountryCanadaBroadcast areaNationwideHeadquartersToronto, OntarioProgrammingLanguage(s)EnglishPicture format1080i HDTV(downscaled to letterboxed 480i for the SDTV feed)OwnershipOwnerMaple Leaf Sports & Entertainment(Toronto Raptors Network, Ltd.)Sister channelsLeafs Nation Network (defunct)HistoryLaunchedSeptember 7, 2001; 22 years ago (2001-09-07)Former namesRaptors NBA TV (2001–2010)LinksWebsiteNBA TV Canada NBA...
November 2021 storm in Europe Storm ArwenStorm Arwen as a powerful extratropical cyclone over the North Sea.Area affectedUK, Ireland, FranceDate of impact25–27 November 2021Maximum wind gust177 km/h (110 mph; 96 kn) in Settle, North Yorkshire, England[1]Fatalities3Power outages225,000[citation needed]DamageCollapsed buildings and overturned lorries, loss of power in UK and France Storm Arwen was a powerful extratropical cyclone that was part of the 2021–22 ...
This article is about a non-profit advocacy organization. For the PWHL labour union, see Professional Women's Hockey League Players Association.Organization for promoting women's ice hockey Professional Women's Hockey Players AssociationAbbreviationPWHPAFoundedMay 20, 2019HeadquartersPhiladelphia, United StatesLocationCanadaUnited StatesOperations ConsultantJayna HeffordAdvisory ConsultantIlana KlossBoard of directorsJocelyne Lamoureux-DavidsonAlyssa GagliardiBrianne JennerHilary KnightL...
「離島」、「飛地」、あるいは「自治州」とは異なります。 海外領土・自治領の一覧(かいがいりょうど・じちりょうのいちらん)は、世界に存在する「独立国家以外の地域」の一覧である。 海外領土・自治領を示した世界地図 豪 智 丁 仏 ...
United States trade law The Trade Act of 2002 (Pub. L.Tooltip Public Law (United States) 107–210 (text) (PDF), H.R. 3009, 116 Stat. 933, enacted August 6, 2002; 19 U.S.C. §§ 3803–3805; U.S. Trade Promotion Authority Act) granted the President of the United States the authority to negotiate trade deals with other countries and gives Congress the approval to only vote up or down on the agreement, not to amend it. This authority is sometimes called fast-t...
Finite difference method for numerically solving parabolic differential equations Differential equations Scope Fields Natural sciencesEngineering Astronomy Physics Chemistry Biology Geology Applied mathematics Continuum mechanics Chaos theory Dynamical systems Social sciences Economics Population dynamics List of named differential equations Classification Types Ordinary Partial Differential-algebraic Integro-differential Fractional Linear Non-linear By variable type Dependent and independent...
Sum of inverse squares of natural numbers Part of a series of articles on themathematical constant π 3.1415926535897932384626433... Uses Area of a circle Circumference Use in other formulae Properties Irrationality Transcendence Value Less than 22/7 Approximations Madhava's correction term Memorization People Archimedes Liu Hui Zu Chongzhi Aryabhata Madhava Jamshīd al-Kāshī Ludolph van Ceulen François Viète Seki Takakazu Takebe Kenko William Jones John Machin William Shanks Srinivasa Ra...