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Species of plant Nicotiana tabacum Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Solanales Family: Solanaceae Genus: Nicotiana Species: N. tabacum Binomial name Nicotiana tabacumL. Part of a series onTobacco History History of tobacco Chemistry Tobacco Smoke Biology Nicotiana (Nicotiana tabacum) Nicotine Tobacco diseases Types Personal and social effects Health effects Prevalence of consumption Marketing Art Toba...

Hubungan Indonesia–Israel Indonesia Israel Hubungan Indonesia–Israel mengacu pada hubungan bilateral dulu dan kini antara Israel dan Indonesia. Kedua negara ini tidak punya hubungan diplomatik resmi,[1][2][3] tetapi memiliki hubungan tidak resmi yang meliputi hubungan dagang, pariwisata, dan keamanan. Pada tahun 2012, Indonesia sepakat menaikkan status hubungannya dengan Israel dan membuka konsulat kehormatan di Ramallah yang dipimpin seorang diplomat sederajat du...

Online web archive For a guide to using archive.today within Wikipedia, see Help:Using archive.today. archive.todayScreenshot of the archive.today home pageType of siteWeb archivingAvailable inMultilingualURL archive.today archive.fo archive.is archive.li archive.md archive.ph archive.vn archiveiya74codqgiixo33q62qlrqtkgmcitqx5u2oeqnmn5bpcbiyd.onion (Accessing link help)[1] RegistrationNoLaunchedMay 16, 2012; 11 years ago (2012-05-16)[2] archive.today (o...

Place in AndorraEl Pas de la CasaEl Pas de la CasaLocation in AndorraCoordinates: 42°32′32.41″N 1°44′01.78″E / 42.5423361°N 1.7338278°E / 42.5423361; 1.7338278Country AndorraArea • Total17 km2 (7 sq mi)Elevation2,080 m (6,820 ft)Highest elevation2,827 m (9,275 ft)Population (2012) • Total2,996 • Density180/km2 (460/sq mi)ParishEncampWebsitehttp://www.encamp.ad/ El Pas...

American baseball player (born 1992) Baseball player Dylan BundyBundy pitching for the Baltimore Orioles in 2016Free agent PitcherBorn: (1992-11-15) November 15, 1992 (age 31)Tulsa, Oklahoma, U.S.Bats: SwitchThrows: RightMLB debutSeptember 23, 2012, for the Baltimore OriolesMLB statistics (through 2022 season)Win–loss record54–65Earned run average4.74Strikeouts852 Teams Baltimore Orioles (2012, 2016–2019) Los Angeles Angels (2020–2021) Minnesota Twins (2022) Dylan ...

.338 Lapua Magnum .338 Lapua Magnum. Tipe Senapan Negara asal  Amerika Serikat Sejarah produksi Perancang Lapua Dirancang 1989 Spesifikasi .338 Lapua Magnum (8,6 x 70 mm atau 8,58 x70 mm) adalah peluru rimless dengan bentuk bootleneck yang mampu melumpuhkan sasaran dan juga mempunyai kemampuan anti material. lbsWinchester Firearms and CartridgesSenapanModel 43 · Model 47 · Model 51 · Model 52 · Model 53 · Model 54...

Artikel ini membahas mengenai bangunan, struktur, infrastruktur, atau kawasan terencana yang sedang dibangun atau akan segera selesai. Informasi di halaman ini bisa berubah setiap saat (tidak jarang perubahan yang besar) seiring dengan penyelesaiannya. Stasiun Besitang Besitang Stasiun Besitang BaruLokasiJalan Stasiun BesitangBukit Kubu, Besitang, Langkat, Sumatera UtaraIndonesiaKoordinat4°01′55″N 98°11′19″E / 4.031929°N 98.188492°E / 4.031929; 98.188492Koo...

本條目存在以下問題，請協助改善本條目或在討論頁針對議題發表看法。 此條目需要編修，以確保文法、用詞、语气、格式、標點等使用恰当。 (2013年8月6日)請按照校對指引，幫助编辑這個條目。（幫助、討論） 此條目剧情、虛構用語或人物介紹过长过细，需清理无关故事主轴的细节、用語和角色介紹。 (2020年10月6日)劇情、用語和人物介紹都只是用於了解故事主軸，輔助�...

  لمعانٍ أخرى، طالع ملفين (توضيح). ملفين   الإحداثيات 43°17′12″N 95°36′27″W / 43.286666666667°N 95.6075°W / 43.286666666667; -95.6075   [1] تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة أوسيولا  خصائص جغرافية  المساحة 0.459462 كيلومتر مربع0.459463 كيلومتر ...

Divergent plate boundary off the coast of the Pacific Northwest region of North America Location of the Juan de Fuca ridge off the coast of North America. Magnetic striping on either side of the ridge helps date the rock and determine spreading rate and age of the plate. The Juan de Fuca Ridge is a mid-ocean spreading center and divergent plate boundary located off the coast of the Pacific Northwest region of North America, named after Juan de Fuca. The ridge separates the Pacific Plate to th...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Japan Academy Film Prize for Outstanding Performance by an Actor in a Leading Role – news · newspapers · books · scholar · JSTOR (November 2014) (Learn how and when to remove this message) AwardJapan Academy Film Prize for Outstanding Performance by an Actor in a Leading RoleThe...

صور الكواكب الثمانية والأربعين كتاب صور الكواكب    المؤلف عبد الرحمن بن عمر الصوفي  اللغة العربية  تاريخ النشر 964  النوع الأدبي غير روائي  المواقع جود ريدز صفحة الكتاب على جود ريدز ويكي مصدر صور الكواكب الثمانية والأربعين  - ويكي مصدر تعديل مصدري - تعد...

British Labour Party politician, former cabinet minister and author Not to be confused with Lord Windermere. This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the ...

Paul RicœurNaissance 27 février 1913Valence (Drôme, France)Décès 20 mai 2005 (à 92 ans)Châtenay-Malabry (Hauts-de-Seine, France)Sépulture Cimetière nouveau de Châtenay-Malabry (d)Nationalité françaiseFormation Université de RennesFaculté des lettres de Paris (doctorat)Lycée Émile-Zola de RennesUniversité de ParisÉcole/tradition Phénoménologie et herméneutiquePrincipaux intérêts Histoire, éthique, politique, linguistique, psychanalyse, littérature, théologieIdée...

Photograph by Thomas Hoepker Thomas Hoepker: View from Williamsburg, Brooklyn, on Manhattan, 9/11 (2001) View from Williamsburg, Brooklyn, on Manhattan, 9/11 is a color photograph by German photographer Thomas Hoepker. It shows five people sitting on the banks of the East River in the Williamsburg neighborhood of the New York City Borough of Brooklyn while a cloud of smoke rises over Manhattan in the background. It emanates from the collapsed towers of the World Trade Center, which had been t...

Vegetable pie Woolton pie Woolton pie is a pastry dish of vegetables, widely served in Britain in the Second World War when rationing and shortages made other dishes hard to prepare. The recipe was created by François Latry,[1] Maître Chef des Cuisines at the Savoy Hotel in London,[2][3] and appeared on the Savoy menu as Le Lord Woolton Pie.[4] It was one of a number of recipes commended to the British public by the Ministry of Food to enable a nutritious die...

Pour les articles homonymes, voir FNAC. Fnac Création 1954 - 70 ans Dates clés 2016 : rachat de Darty et création du groupe Fnac Darty 2019 : rachat de Nature et Découvertes Fondateurs André Essel et Max Théret Forme juridique Société anonyme Action La société cotée est : Fnac Darty Slogan « Fnac, libérons la culture » Siège social Quai Marcel-Boyer à Ivry-sur-Seine France Direction Enrique Martinez (PDG)Jacques Veyrat (PCA) Activité Distri...

Meitanei Conan - Hiiro no danganShuichi AkaiTitolo originale名探偵コナン 緋色の弾丸 Lingua originalegiapponese Paese di produzioneGiappone Anno2021 Durata110 min Genereanimazione, commedia, giallo RegiaTomoka Nagaoka SoggettoGōshō Aoyama SceneggiaturaTakeharu Sakurai Casa di produzioneTMS Entertainment Doppiatori originali Minami Takayama: Conan Edogawa Kappei Yamaguchi: Shinichi Kudo Wakana Yamazaki: Ran Mouri Rikiya Koyama: Kogoro Mouri Ken'ichi Ogata: Hiroshi Agasa Meg...

In this Spanish name, the first or paternal surname is Manglano and the second or maternal family name is Cucaló de Montull. Joaquín Manglano y CucalóBornJoaquín Manglano y Cucalón or Cucaló1892ValenciaDied1985 (aged 92–93)ValenciaNationalitySpanishOccupationlandownerKnown forofficial, politicianPolitical partyUP, Carlism, FET Joaquín Manglano y Cucaló de Montull, Grandee of Spain, 15th Baron of Cárcer, 2nd Baron of Beniomer, 18th Baron of Llaurí, 6th Count o...

Ilustrasi perpangkatan bilangan dua, dimulai dari 2 0 {\displaystyle 2^{0}} sampai dengan 2 10 {\displaystyle 2^{10}} . Perpangkatan bilangan dua, (atau perpangkatan angka dua, perpangkatan nilai dua) adalah bilangan dengan basis adalah 2 dan n {\displaystyle n} adalah bilangan bulat. Ketika n {\displaystyle n} adalah bilangan bulat taknegatif[1] ― dengan kata lain, bilangan cacah ― maka perpangkatan bilangan dua merupakan bilangan basis 2 yang dikali sebanyak n {\displaystyle n} ...