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  TT Belanda 2017Detail lombaLomba ke 8 dari 18Grand Prix Sepeda Motor musim 2017Tanggal25 Juni 2017Nama resmiMotul TT Assen[1][2][3]LokasiTT Circuit AssenSirkuitFasilitas balapan permanen4.542 km (2.822 mi)MotoGPPole positionPembalap Johann Zarco YamahaCatatan waktu 1:46.141 Putaran tercepatPembalap Scott Redding DucatiCatatan waktu 1:34.617 di lap 6 PodiumPertama Valentino Rossi YamahaKedua Danilo Petrucci DucatiKetiga Marc Márquez HondaMoto2Pole...

Ability of any image-forming device to distinguish small details of an object This article is about optics and imaging systems. For angular resolution in graph drawing, see angular resolution (graph drawing). 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: Angular resolution – news · newspapers · books · scholar&#...

Aleksandr Vladimirovich Dvornikov (bahasa Rusia : Александр Владимирович Дворников ; lahir 22 Agustus 1961) adalah seorang jenderal angkatan darat Rusia yang memimpin intervensi militer Rusia di Suriah dan invasi Rusia ke Ukraina.Aleksandr DvornikovAleksandr Dvornikov Tahun 2021Nama asliАлександр Владимирович ДворниковLahir22 Agustus 1961 (umur 62)Ussuriysk, RSFS Rusia, Uni SovietPengabdian Uni Soviet RusiaDi...

Menteri Urusan Dalam Negeri(Griha Mantri)Lambang IndiaPetahanaRajnath Singhsejak 26 Mei 2014Kementerian Urusan Dalam NegeriGelarYang TerhormatDitunjuk olehPresident atas nasihat Perdana MenteriPejabat perdanaSardar Vallabhbhai PatelDibentuk2 September 1946 India Artikel ini adalah bagian dari seri Politik dan KetatanegaraanRepublik India Konstitusi & Hukum Amendemen Konstitusi Struktur Dasar Doktrin Hak Dasar Hak Asasi Manusia KUH Perdata India KUHP India Penegakan Hukum Pemerintah F...

Raymond EvernhamRay Evernham di balapan Brickyard SVRA Pro-Am 2016Lahir26 Agustus 1957 (umur 66)Hazlet, New JerseyTempat tinggal Cornelius, North CarolinaPekerjaanMekanikDikenal atasMantan kepala mekanik Jeff Gordon, co-owner of Richard Petty MotorsportsSuami/istriErin CrockerAnak1Situs webGillett Evernham Motorsports Ray Evernham (lahir 26 Agustus 1957 di Hazlet, New Jersey) merupakan seorang insinyur dan mekanik tim balap mobil asal Amerika Serikat. Saat ini ia berkerja sebagai konsul...

Dewan Keamanan Nasional国家安全保障会議Kokka-anzen-hoshō-kaigiInformasi lembagaDibentuk4 Desember 2013 (2013-12-04)Nomenklatur lembaga sebelumnyaDewan KeamananKantor pusat2-3-1 Nagata-chō, Chiyoda-ku, Tokyo, JepangPejabat eksekutifPerdana Menteri JepangMenteri KeuanganMenteri Urusan Dalam Negeri dan KomunikasiMenteri Urusan Luar NegeriMenteri Ekonomi, Perdagangan dan IndustriMenteri Pertanahan, Infrastruktur, Transportasi dan PariwisataKepala Sekretaris KabinetKetua Komisi Keam...

New Hampshire gubernatorial election 1844 New Hampshire gubernatorial election ← 1843 12 March 1844 1845 →   Nominee John Hardy Steele Anthony Colby Daniel Hoit Party Democratic Whig Liberty Popular vote 25,986 14,750 5,767 Percentage 53.37% 30.29% 11.84% Governor before election Henry Hubbard Democratic Elected Governor John Hardy Steele Democratic Elections in New Hampshire Federal government Presidential elections 1788–89 1792 1796 1800 1804 1808 1812 1816...

Brazilian TV network 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: Rede Telecine – news · newspapers · books · scholar · JSTOR (July 2019) (Learn how and when to remove this template message) Television channel Telecine Programação de Filmes Ltda.Broadcast areaBrazilHeadquartersAvenida das Américas, 165...

BalanipaKecamatanNegara IndonesiaProvinsiSulawesi BaratKabupatenPolewali MandarPemerintahan • CamatMuhammad Sukri, SHPopulasi • Total- jiwaKode Kemendagri76.04.12 Kode BPS7602011 Luas- km²Desa/kelurahan- Raja Balanipa berangkat menuju kediaman assistent-resident Mamuju (tahun 1938) Balanipa adalah sebuah Kecamatan di Kabupaten Polewali Mandar, Sulawesi Barat, Indonesia. Kecamatan ini akan diwacanakan menjadi pusat pemerintahan (ibu kota) Kabupaten Balanipa jika t...

Dalam nama yang mengikuti kebiasaan penamaan Slavia Timur ini, patronimiknya adalah Georgieva dan nama keluarganya adalah Bokova. Irina BokovaИрина Бокова Direktur-Jenderal UNESCO ke-10Masa jabatan15 Oktober 2009 – 10 November 2017WakilGetachew EngidaPendahuluKoichiro Matsuura DiplomatPenggantiAudrey AzoulayMenteri Urusan Luar NegeriPelaksana tugasMasa jabatan13 November 1996 – 13 Februari 1997Perdana MenteriZhan VidenovPendahuluGeorgi PirinskiPenggant...

Video game genre Not to be confused with professional gaming team Serious Gaming. This article contains weasel words: vague phrasing that often accompanies biased or unverifiable information. Such statements should be clarified or removed. (April 2022) Part of a series on theVideo game industry Development Producer Developer Designer Artist Programmer Design Level design Programming Engine AI Graphics Music Testing Products Video game Specialized / alternative-paradigmatic types: Casual Eroti...

Ekaristi dipertunjukkan dalam sebuah monstrans, diapit oleh lilin-lilin bernyala, dipuja oleh seorang putra altar yang sedang berlutut. Bagian dari seri Gereja Katolik tentangAdorasi EkaristiMonstrans surya untuk penakhtaan Ekaristi. Dokumen kepausan Mirae caritatis Dominicae cenae Mysterium fidei Mediator Dei Ecclesia de Eucharistia Sacramentum caritatis Organisasi dan peristiwa Kongregasi Sakramen Mahakudus Abdi Sakramen Mahakudus Penyembah Abadi Perhimpunan Tabernakel Kongres Ekaristi Toko...

Largest known fish species See also: List of longest fish Life restoration of the extinct Leedsichthys, one of the largest bony fish to have ever lived Fish vary greatly in size. The whale shark and basking shark exceed all other fish by a considerable margin in weight and length. Fish are a paraphyletic group that describes aquatic vertebrates while excluding tetrapods, and the bony fish that often represent the group are more closely related to cetaceans such as whales, than to the cartilag...

English manufacturer of Terracotta founded in 1847 Main porch of the Natural History Museum, 1881, designed by Alfred Waterhouse Events in the Life of John Wesley, porch of the Methodist Central Hall, Birmingham, c. 1900-1903 Gibbs and Canning Limited was an English manufacturer of terracotta and, in particular, architectural terracotta, located in Glascote, Tamworth, and founded in 1847. The company manufactured a wide range of terracotta and faience: statues of lions and pelicans to adorn t...

若纳斯·萨文比Jonas Savimbi若纳斯·萨文比，摄于1990年出生(1934-08-03)1934年8月3日 葡屬西非比耶省Munhango（葡萄牙語：Munhango）逝世2002年2月22日(2002歲—02—22)（67歲） 安哥拉莫希科省卢库塞效命 安哥拉民族解放阵线 (1964–1966) 争取安哥拉彻底独立全国联盟 (1966–2002)服役年份1964 – 2002军衔将军参与战争安哥拉独立战争安哥拉內戰 若纳斯·马列罗·萨文比（Jonas Malheiro Savimbi，1...

2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 %   获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...

American public transportation and defense corporation This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Cubic Corporation – news · newspapers · books · scholar · JSTOR (June 2011) (Learn how and when to remove this message) Cubic CorporationCompany typePrivateIndustryPublic transport and defenseFoundedFebruary 26, 1949 (1949-02-26)FounderW...

Governing body of association football in Baden-Württemberg Württemberg Football AssociationFormation1951TypeFootball associationLocationStuttgart, Baden-WürttembergMembership 530,443 (2017)PresidentMatthias SchöckParent organizationGerman Football AssociationWebsitewww.wuerttfv.de The Württemberg Football Association (German: Württembergischer Fußballverband), the WFV, is one of 21 state organisations of the German Football Association, the DFB, and covers the north-western part of th...

Non-trivial knot which cannot be written as the knot sum of two non-trivial knots Simplest prime link In knot theory, a prime knot or prime link is a knot that is, in a certain sense, indecomposable. Specifically, it is a non-trivial knot which cannot be written as the knot sum of two non-trivial knots. Knots that are not prime are said to be composite knots or composite links. It can be a nontrivial problem to determine whether a given knot is prime or not. A family of examples of prime knot...

عبد الرحمن بازهواك (بالفارسية: عبدالرحمن پژواک)‏    معلومات شخصية الميلاد 7 مارس 1919   غزنة[1]  الوفاة 8 يونيو 1995 (76 سنة)   بيشاور  مواطنة أفغانستان  الحياة العملية المهنة شاعر،  ودبلوماسي،  وصحفي،  وسياسي  اللغات البشتوية  موظف في الأمم المتحد...