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Chemical compound JWH-398Legal statusLegal status CA: Schedule II DE: NpSG (Industrial and scientific use only) UK: Class B US: Schedule I Illegal in Latvia[1] Identifiers IUPAC name 1-Pentyl-3-(4-chloro-1-naphthoyl)indole CAS Number1292765-18-4 NChemSpider28647395 NUNIIRX0E95S90HCompTox Dashboard (EPA)DTXSID40156131 Chemical and physical dataFormulaC24H22ClNOMolar mass375.90 g·mol−13D model (JSmol)Interactive image SMILES c14ccccc1n(CCCCC)cc4C(=O...
كأس اليونان 1991–92 تفاصيل الموسم كأس اليونان النسخة 50 البلد اليونان المنظم الاتحاد الإغريقي لكرة القدم البطل نادي أولمبياكوس عدد المشاركين 72 كأس اليونان 1990–91 كأس اليونان 1992–93 تعديل مصدري - تعديل كأس اليونان 1991–92 (باليونانية: Κύπελλο Ελλάδος...
American baseball player (born 1993) Baseball player Jimmy HergetHerget with the Daytona Tortugas in 2016Los Angeles Angels – No. 46PitcherBorn: (1993-09-09) September 9, 1993 (age 30)Tampa, Florida, U.S.Bats: RightThrows: RightMLB debutJuly 7, 2019, for the Cincinnati RedsMLB statistics (through 2023 season)Win–loss record7–8Earned run average3.47Strikeouts126 Teams Cincinnati Reds (2019) Texas Rangers (2020–2021) Los Angeles Angels (2021–present) Jimmy Matthew ...
The West End[1][2] is a wholly unincorporated area in suburban Miami-Dade County, Florida, United States. It is the collection of communities within and adjacent to County Commission District 11.[3] At the time of the 2010 census, there were 213,839 residents. Place in Florida, United StatesWest End, FloridaMotto(s): Fun Families, Friendly Neighbors, Fit ResidentsCoordinates: 25°37′56″N 80°26′6″W / 25.63222°N 80.43500°W / 25.63...
Chavrusas (study partners) sit opposite each other or side by side in the beis medrash of Yeshiva Gedola of Carteret Chavrusa (chavruta, havruta) adalah pendekatan tradisional Yahudi untuk belajar di mana sepasang siswa saling menganalisis, berdiskusi, dan memperdebatkan teks bersama. Belajar dengan Chavrusa, atau pasangan, adalah ciri khas pembelajaran tradisional Yahudi yang mempunyai prinsip bahwa dua pikiran yang diterapkan pada suatu masalah hampir selalu lebih baik daripada satu.[1&...
Yehezkel AbramskyRabiKedua dari kiriPosisiRosh yeshivaYeshivaSlabodka yeshivaPosisidayan seniorOrganisasiLondon Beth DinPenjelasan pribadiLahir(1886-02-07)7 Februari 1886Distrik Svislach, Kegubernuran Grodno, Kekaisaran RusiaWafat19 September 1976(1976-09-19) (umur 90)Yerusalem, IsraelYahrtzeit24 Elul 5736DimakamkanHar HaMenuchotKewarganegaraanRusiaDenominasiYahudi OrtodoksPasanganHendl ReizelAnak-anakChimen AbramskyYehezkel Abramsky (Ibrani: יחזקאל אברמסקי) (7 Februari ...
1900年美國總統選舉 ← 1896 1900年11月6日 1904 → 447張選舉人票獲勝需224張選舉人票投票率73.2%[1] ▼ 6.1 % 获提名人 威廉·麥金利 威廉·詹寧斯·布賴恩 政党 共和黨 民主党 家鄉州 俄亥俄州 內布拉斯加州 竞选搭档 西奧多·羅斯福 阿德萊·史蒂文森一世 选举人票 292 155 胜出州/省 28 17 民選得票 7,228,864 6,370,932 得票率 51.6% 45.5% 總統選舉結果地圖,紅色代表�...
Barry Fitzgerald nel film La mia via (1944) Oscar al miglior attore non protagonista 1945 Barry Fitzgerald, pseudonimo di William Joseph Shields (Dublino, 10 marzo 1888 – Dublino, 14 gennaio 1961), è stato un attore irlandese. Indice 1 Biografia 2 Filmografia 2.1 Cinema 2.2 Televisione 3 Doppiatori italiani 4 Riconoscimenti 5 Note 6 Bibliografia 7 Voci correlate 8 Altri progetti 9 Collegamenti esterni Biografia Nato a Dublino, iniziò la carriera nel mondo del teatro, recitando in diverse ...
American basketball player John Q. TrappTrapp, circa 1969Personal informationBorn (1945-10-02) October 2, 1945 (age 78)Detroit, Michigan, U.S.NationalityAmericanListed height6 ft 7 in (2.01 m)Listed weight210 lb (95 kg)Career informationHigh schoolHighland Park(Highland Park, Michigan)College Voorhees (1963–1964) Pasadena CC (1966–1967) UNLV (1967–1968) NBA draft1968: 2nd round, 15th overall pickSelected by the San Diego RocketsPlaying career1968–1973Posi...
École supérieure des technologies industrielles avancéesHistoireFondation 1985 (création)1996 (ESTIA)2017 (statut actuel)StatutType Établissement d'enseignement supérieur consulaire (EESC)Forme juridique Autre personne morale de droit privé (d)Président Patxi ElissaldeDevise « Des métiers d'avenir dans le monde entier »Membre de CGE, CDEFI, Aerospace Valley, Groupe ISAESite web www.estia.frChiffres-clésÉtudiants 723 (en 2017)Enseignants 45Enseignants-chercheurs 30 (dont...
Il titolo di questa pagina non è corretto per via delle caratteristiche del software MediaWiki. Il titolo corretto è Reception della Ashoppio S.r.l. Benvenuto nella mia pagina Discussioni, cercherò di rispondere al più presto. :) Ricorda il Wikilove e la Wikiquette. ;P E ricorda sempre di riferirti a me come egregio, modesto, formidabile, straordinariamente intelligente, esimio, carissimo, altruista, delizioso, gentilissimo ma soprattutto UMILE ashoppio, se no mi offendo e non ti rispon...
Zdenko KožulZdenko Kožul en 2013BiographieNaissance 21 mai 1966 (58 ans)BihaćNationalité croateActivité Joueur d'échecsAutres informationsSport ÉchecsTitres aux échecs Maître de la Fédération internationale des échecs (depuis 1984), maître international d'échecs (depuis 1986), grand maître international (depuis 1989)Classement Elo 2 515 (2024)modifier - modifier le code - modifier Wikidata Zdenko Kožul est un joueur d'échecs croate né le 21 mai 1966 à Bihać. Au 1...
Dante's InfernoPaese di produzioneStati Uniti d'America Anno2007 Durata78 minutes Genereanimazione, commedia RegiaSean Meredith SoggettoDante Alighieri SceneggiaturaSandow Birk, Sean Meredith, Paul Zaloom ProduttoreSean Meredith, Paul Zaloom, Sandow Birk FotografiaMichael Negrin MontaggioSean Meredith MusicheMark McAdam Doppiatori originali Dermot Mulroney James Cromwell Paul Zaloom Dante's Inferno è una commedia del 2007 rappresentata con pupazzi disegnati a mano sul palcoscenico di un ...
Chart displaying multivariate data Parallel coordinates Parallel coordinate plot of the flea data in GGobi. Parallel Coordinates plots are a common method of visualizing high-dimensional datasets to analyze multivariate data having multiple variables, or attributes. To plot, or visualize, a set of points in n-dimensional space, n parallel lines are drawn over the background representing coordinate axes, typically oriented vertically with equal spacing. Points in n-dimensional space are repres...
この項目では、東京都港区にある建築物の東京タワーについて説明しています。東京タワーを称するその他の事物については「東京タワー (曖昧さ回避)」をご覧ください。 東京タワー 2011年2月 情報用途 電波塔、展望台、科学館設計者 内藤多仲、日建設計施工 竹中工務店建築主 日本電波塔株式会社(現・株式会社TOKYO TOWER)構造形式 SおよびRC造敷地面積 15,577.143 m&...
Role-playing in Self-portrait as an Oriental Potentate with a Kris, etching, 1634. B18 Royal Collection, 1642 The dozens of self-portraits by Rembrandt were an important part of his oeuvre. Rembrandt created approaching one hundred self-portraits including over forty paintings, thirty-one etchings and about seven drawings; some remain uncertain as to the identity of either the subject (mostly etchings) or the artist (mostly paintings), or the definition of a portrait.[1] This was an ...
Roman legion 9th Legion redirects here. For the Polish regiment, see 9th Legions' Infantry Regiment. Legio IX HispanaMap of the Roman empire in AD 125, under emperor Hadrian, showing the IX Hispana's last attested location at Noviomagus Batavorum on the Rhine (Nijmegen, Netherlands)ActiveBefore 58 BC to sometime in the AD 2nd centuryCountryRoman Republic and Roman EmpireTypeRoman legion (Marian)RoleInfantry assaultSizec. 5,400Garrison/HQHispania Tarraconensis 41–c....
Eurostar (Eurotunnel)Servizio di trasporto pubblicoTipocollegamento ferroviario StatiRegno Unito, Belgio, Francia CittàLondra, Bruxelles, Parigi InizioParigi FineLondra Apertura1994 Mezzi utilizzatitreni ad alta velocità Trasporto pubblico Manuale Eurostar è il servizio ferroviario ad alta velocità che collega Londra a Parigi e Bruxelles attraverso il tunnel della Manica, la galleria sottomarina che attraversa il canale della Manica. Indice 1 Percorso 2 Storia 3 Organizzazione 4 Inf...
Rank theorem redirects here. For the rank theorem of multivariable calculus, see constant rank theorem. In linear algebra, relation between 3 dimensions Rank–nullity theorem The rank–nullity theorem is a theorem in linear algebra, which asserts: the number of columns of a matrix M is the sum of the rank of M and the nullity of M; and the dimension of the domain of a linear transformation f is the sum of the rank of f (the dimension of the image of f) and the nullity of f (the dimension of...