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2008 single by M. Pokora featuring Timbaland and SebastianDangerousSingle by M. Pokora featuring Timbaland and Sebastianfrom the album MP3 B-sideDon't Give My Love AwayReleased24 January 2008GenreElectropopLength4:44LabelCapitolSongwriter(s)M. PokoraTim MosleyJim BeanzGarland MosleyProducer(s)TimbalandHannon LaneM. Pokora singles chronology Mal de guerre (2006) Dangerous (2008) They Talk Shit About Me (2008) Timbaland singles chronology 4 Minutes(2008) Dangerous(2008) Release(2008) Se...

Bandara BaucauIATA: BCHICAO: WPECInformasiJenisPublik/ MiliterPemilikTimor LestePengelolaPT Angkasa Pura I InternasionalMelayaniBaucau, Timor LesteKetinggian dpl542 mdplKoordinat08°29′07″S 126°23′57″E / 8.48528°S 126.39917°E / -8.48528; 126.39917Koordinat: 08°29′07″S 126°23′57″E / 8.48528°S 126.39917°E / -8.48528; 126.39917Landasan pacu Arah Panjang Permukaan m kaki 14/32 2,509 8,233 Bitumen Sumber: AIP Timor-Le...

  لمعانٍ أخرى، طالع جناح (توضيح). جناح   تقسيم إداري البلد مصر  [1] التقسيم الأعلى محافظة الوادي الجديد  خصائص جغرافية إحداثيات 25°19′44″N 30°31′49″E / 25.328938888889°N 30.530330555556°E / 25.328938888889; 30.530330555556  الارتفاع 71 متر[2]  السكان التعداد السكاني 224 (11 نوف�...

Ini adalah nama Nias, madonya adalah Manaö. Hidayat Manaö Hakim Agung Republik IndonesiaPetahanaMulai menjabat 7 November 2017PresidenJoko WidodoKetua MAHatta AliMuhammad Syarifuddin Informasi pribadiLahir1 Januari 1961 (umur 63)Bawomataluo, Fanayama, Nias Selatan, Sumatera UtaraSuami/istriSelami DakhiAnak2Alma materUniversitas 17 Agustus 1945 Jakarta (S.H.)Universitas Islam Jakarta (M.H.)PekerjaanTentara, HakimKarier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa&#...

AK-74 AK-74 awal dengan magazen dari polimer AG-4S, dan popor dari kayu laminasi Jenis Senapan serbu Negara asal  Uni Soviet (–1991) Rusia Sejarah pemakaian Masa penggunaan 1974–sekarang1991–sekarang (AK-74M) Digunakan oleh Lihat Pengguna Pada perang Daftar: Perang Soviet-AfganistanPemberontakan LRAPerang Saudara Sri LankaPerang Saudara Afganistan IPerang TelukPerang Saudara GeorgiaPerang TransnistriaPerang Saudara Afganistan IIPerang Saudara TajikistanKon...

Georgian-Serbian wrestler Zurabi DatunashviliDatunashvili at 2021 World Wrestling ChampionshipsPersonal informationNationality Georgia SerbiaBorn (1991-06-18) 18 June 1991 (age 32)Tbilisi, Georgia, Soviet UnionHeight1.83 m (6 ft 0 in)Weight87 kg (192 lb)SportSportWrestlingStyleGreco-RomanClubNational Club of Georgia[1]CoachViliam Charazov[1] Medal record Men's Greco-Roman wrestling Representing  Serbia Olympic Games 2020 Tokyo 87 kg...

Type of stock character from science fiction and fantasy This article is about the type of stock fictional character. For the real-world crime sometimes referred to as air piracy, see Aircraft hijacking. Sky pirate redirects here. For other uses, see Air pirate (disambiguation) and Sky pirate (disambiguation). Airship crew in Jules Verne's Robur the Conqueror Air pirates (or sky pirates) are a class of stock character from science fiction and fantasy. Description Such characters typically ope...

British ocean liner that sank in 1914 Empress of Ireland redirects here. Not to be confused with Queen of Ireland. Colourised photo of Empress of Ireland History NameEmpress of Ireland Owner Canadian Pacific Railway Operator Canadian Pacific SS Co Port of registryLiverpool BuilderFairfield Shipbuilding & Eng Co, Govan Yard number443 Laid down10 April 1905 Launched27 January 1906 Christened27 January 1906 Maiden voyage29 June 1906 In service27 January 1906 Out of service29 May 1914 Identif...

威廉·莱昂·麦肯齐·金阁下The Rt Hon. William Lyon Mackenzie KingOM CMG PC 加拿大总理任期1921年12月29日—1926年6月28日君主乔治五世前任阿瑟·米恩继任阿瑟·米恩任期1926年9月25日—1930年8月7日君主乔治五世前任阿瑟·米恩继任理查德·贝德福德·贝内特任期1935年10月23日—1948年11月15日君主乔治五世爱德华八世乔治六世前任理查德·贝德福德·贝内特继任路易·圣洛朗 个人资料出生...

Частина серії проФілософіяLeft to right: Plato, Kant, Nietzsche, Buddha, Confucius, AverroesПлатонКантНіцшеБуддаКонфуційАверроес Філософи Епістемологи Естетики Етики Логіки Метафізики Соціально-політичні філософи Традиції Аналітична Арістотелівська Африканська Близькосхідна іранська Буддій�...

Sistema periódico de Miguel Catalán, basado en la configuración electrónica de los elementos químicos La tabla periódica de Miguel Catalán o tabla periódica de Catalán, también simplemente como tabla de Catalán, es un sistema periódico en el que las propiedades químicas de cada elemento quedan sistematizadas y directamente ligadas al número y ordenación de los electrones del átomo correspondiente. Fue desarrollada por el científico español Miguel Catalán, como resultado de ...

Pierre NoraPierre Nora pada Juni 2011Lahir17 November 1931 (umur 92)Paris, PrancisKebangsaanPrancisPekerjaanSejarawanDikenal atasAnggota Académie françaisePasanganAnne Sinclair Pierre Nora (lahir 17 November 1931) adalah seorang sejarawan Prancis yang terpilih dalam Académie française pada 7 Juni 2001. Ia dikenal karena karyanya tentang identitas dan kenangan Prancis. Namanya diasosiasikan dengan kajian sejarah baru. Ia adalah saudara dari Simon Nora, mantan pejabat Prancis. Referen...

Flufenoxuron Names Preferred IUPAC name N-({4-[2-Chloro-4-(trifluoromethyl)phenoxy]-2-fluorophenyl}carbamoyl)-2,6-difluorobenzamide Identifiers CAS Number 101463-69-8 3D model (JSmol) Interactive image ECHA InfoCard 100.101.654 PubChem CID 91766 UNII OD068OSS0N CompTox Dashboard (EPA) DTXSID1041978 InChI InChI=1S/C21H11ClF6N2O3/c22-12-8-10(21(26,27)28)4-7-17(12)33-11-5-6-16(15(25)9-11)29-20(32)30-19(31)18-13(23)2-1-3-14(18)24/h1-9H,(H2,29,30,31,32)Key: RYLHNOVXKPXDIP-UHFFFAOYSA-N SMILES...

Island in northern California, United States Jersey IslandJersey Island is the top-center island in this aerial photo, with Sherman Island to its left/bottom and Antioch to its right/bottom.Jersey IslandShow map of Sacramento-San Joaquin River DeltaJersey IslandShow map of San Francisco Bay AreaJersey IslandShow map of CaliforniaJersey IslandShow map of the United StatesGeographyLocationNorthern CaliforniaCoordinates38°02′11″N 121°41′09″W / 38.036310°N 121.685787°W...

Wilayah Merdeka Triestestay different stay the sameSvobodno tržaško ozemljeSlobodni teritorij Trsta1947–1954 Bendera Lambang Lokasi  Wilayah Merdeka Trieste  (center of red circle)di Eropa  (dark grey)StatusWilayah berdaulat di bawah tanggungjawab langsung Dewan Keamanan PBBIbu kota(dan kota terbesar)TriesteBahasa yang umum digunakanInggris (administratif) · Italia · Slovenia · Kroasia · TriesteAgama Islamic, Ortodoks Y...

قوى الأمن الداخلي المديرية العامة لقوى الأمن الداخلي الاختصار ISF البلد لبنان  المقر الرئيسي بيروت-أشرفية تاريخ التأسيس 1860  الاهتمامات حفظ أمن ونظام المدير اللواء عماد عثمان الموقع الرسمي الموقع الرسمي  تعديل مصدري - تعديل   قوى الأمن الداخلي اللبنانية (تأسست عام...

Historic building in Portland, Oregon, U.S. United States historic placeJoseph Kendall HouseU.S. National Register of Historic PlacesPortland Historic Landmark[1] Joseph Kendall House 2011Location3908 SE Taggart StreetPortland, OregonCoordinates45°30′09″N 122°37′20″W / 45.502417°N 122.622304°W / 45.502417; -122.622304Built1884ArchitectKendall, JosephArchitectural styleQueen Anne, RomanesqueNRHP reference No.79002134Added to NRHPAugust...

United Nations resolution adopted in 1993 UN Security CouncilResolution 827International Criminal Tribunal for the former YugoslaviaDate25 May 1993Meeting no.3,217CodeS/RES/827 (Document)SubjectTribunal (Former Yugoslavia)Voting summary15 voted forNone voted againstNone abstainedResultAdoptedSecurity Council compositionPermanent members China France Russia United Kingdom United StatesNon-permanent members Brazil Cape Verde Djibouti Hungary
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South African doctor and politician His ExcellencySiyabonga CweleCwele in September 2018South African Ambassador to ChinaIncumbentAssumed office 23 December 2020PresidentCyril RamaphosaPreceded byDolana MsimangMinister of Home AffairsIn office22 November 2018 – 29 May 2019PresidentCyril RamaphosaDeputyFatima ChohanPreceded byMalusi GigabaSucceeded byAaron Motsoaledi Prior cabinet offices2008–2018 Minister of Telecommunications and Postal ServicesIn office25 May 2014 –&...

Formula for number of orbits of a group action Burnside's lemma, sometimes also called Burnside's counting theorem, the Cauchy–Frobenius lemma, or the orbit-counting theorem, is a result in group theory that is often useful in taking account of symmetry when counting mathematical objects. It was discovered by Augustin Louis Cauchy and Ferdinand Georg Frobenius, and became well-known after William Burnside quoted it.[1] The result enumerates orbits of a symmetry group acting on some ...