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AO-27 Jenis Senapan serbu Negara asal Uni Soviet Sejarah produksi Perancang Dmitriy Ivanovich Shiryaev Tahun 1961 Spesifikasi Berat 3,2 kg (tanpa peluru) Panjang 893 mm Panjang laras 415 mm Kaliber 7,62 mm (3 mm flechette) Rata² tembakan 700 peluru/min Kecepatan peluru 1060 m/s Amunisi Magazen box isi 30 butir Alat bidik Bidikan besi AO-27 adalah senapan serbu full otomatis buatan Uni Soviet yang menggunakan peluru kaliber 7,62 mm. Referensi http://i2.guns.ru/...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Januari 2023. Tagblatt-Turm dilihat dari permukaan jalan (foto diambil tahun 2006) Tagblatt-Turm (Menara-Tagblatt) merupakan salah satu menara tinggi di Jerman. Landmark ini terletak di Stuttgart, Baden-Württemberg; tepatnya di Eberhardstraße 61. Tagblatt-Turm dir...
Kejuaraan Dunia Bola Voli Putra FIVBMusim atau kompetisi terkini: Kejuaraan Dunia Bola Voli Putra FIVB 2022OlahragaBola voliDidirikan1949; 75 tahun lalu (1949)Musim awal1949CEO Ary GraçaJumlah tim24 (putaran final)BenuaInternasional (FIVB)Juaraterkini Polandia (gelar ke-3)Juara terbanyak Uni Soviet (6 gelar)Situs web resmiFIVB.com (Inggris) Kejuaraan Dunia Bola Voli Putra FIVB (bahasa Inggris: FIVB Volleyball Men's World Championship) adalah kompetisi bola voli internasional y...
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: Politics of the Falkland Islands – news · newspapers · books · scholar · JSTOR (April 2014) (Learn how and when to remove this template message) Politics of the Falkland Islands Constitution Constitution of the Falkland Islands The Crown Monarch King Charles I...
2023 South Korean television entertainment program HMLYCPPromotional posterAlso known asHyeMiLeeYeChaePaHangul혜미리예채파Revised RomanizationHyemiriyechaepa GenreReality showVariety showDeveloped byPark Jong-hoon (Planning)Written byCho Mi-hyunNoh KyungeunKim Min-ryeongCho Hee-jungLim Sae-byulJeon Hee-juHoo YunDirected byLee Tae-kyung[1]StarringLee Hye-riCho Mi-yeonLeejung LeeChoi Ye-naKim Chae-wonPatricia YiombiCountry of originSouth KoreaOriginal languageKoreanProductionExecu...
Gouvernement François Darlan État français (Vichy) Données clés Chef de l'État et Président du Conseil Philippe Pétain Vice-président du Conseil François Darlan Formation 10 février 1941 Fin 18 avril 1942 Durée 1 an, 2 mois et 8 jours Composition initiale Gouvernement Pierre-Étienne Flandin II Gouvernement Pierre Laval VI modifier - modifier le code - voir Wikidata (aide) Le gouvernement François Darlan est le troisième gouvernement du régime de Vichy en France...
لمعانٍ أخرى، طالع جيف جيمس (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) جيف جيمس معلومات شخصية الميلاد 18 نوفمبر 1988 (36 سنة) مواطنة الولايات المتحدة الحياة العملية المهنة منتج أسطوانا...
Castelnuovo Bormida komune di Italia Tempat Negara berdaulatItaliaDaerah di ItaliaPiemonteProvinsi di ItaliaProvinsi Alessandria NegaraItalia Ibu kotaCastelnuovo Bormida PendudukTotal626 (2023 )GeografiLuas wilayah13,11 km² [convert: unit tak dikenal]Ketinggian123 m Berbatasan denganRivalta Bormida Sezzadio Cassine SejarahHari liburpatronal festival Santo pelindungCyricus and Julitta Informasi tambahanKode pos15017 Zona waktuUTC+1 UTC+2 Kode telepon0144 ID ISTAT006052 Kode kadaste...
OK FoodGenreGaya hidupPresenterMang SaswiEneng IfnyPepiNegara asalIndonesiaBahasa asliBahasa IndonesiaProduksiDurasi30 menitRumah produksiNET. EntertainmentDistributorNet Visi MediaIndika GroupRilis asliJaringanNET.Format gambarHDTV (1080i 16:9)Format audioDolby Digital 5.1Rilis18 Agustus 2016 (2016-08-18) –14 Maret 2020 (2020-3-14)Acara terkaitEnak Enak Bikin Laper (Trans TV) Goyang Lidah (antv) Nge-Meal (GTV) Makan Kuy! (GTV) Tukang Makan (GTV) OK Food adalah sebuah progra...
Head of the government of the Republic of Singapore This article is about the office. For the incumbent officeholder, see Lawrence Wong. Prime Minister of theRepublic of SingaporeCoat of arms of SingaporeFlag of SingaporeIncumbentLawrence Wongsince 15 May 2024Government of SingaporePrime Minister's OfficeStyle Prime Minister(informal) The Honourable(formal) His Excellency(diplomatic) TypeHead of governmentAbbreviationPMResidenceSri TemasekAppointerPresidentTerm length5 years, renewableIn...
1993 studio album by Michael McDonaldBlink of an EyeStudio album by Michael McDonaldReleasedAugust 3, 1993 (1993-08-03)Recorded1993Studio Power Station, New York City East Hill, New York City Capitol, Hollywood Westlake, Los Angeles GenreBlue-eyed soulLength57:56LabelRepriseProducer Michael McDonald Russ Titelman Michael McDonald chronology Take It to Heart(1990) Blink of an Eye(1993) Blue Obsession(2000) Blink of an Eye is the fourth solo studio album by American singe...
Village in Dorset, England Human settlement in EnglandPiddletrenthidePiddletrenthidePiddletrenthideLocation within DorsetArea25.54 km2 (9.86 sq mi)Population647 (Parish, 2011)[1]• Density25/km2 (65/sq mi)OS grid referenceST703000Unitary authorityDorsetShire countyDorsetRegionSouth WestCountryEnglandSovereign stateUnited KingdomPost townDorchesterPostcode districtDT2PoliceDorsetFireDorset and WiltshireAmbulanceSouth Western ...
Axis invasion of Crete during World War II Battle of CretePart of the Battle of Greece and the Mediterranean theatreGerman Fallschirmjäger landing on Crete, May 1941Date20 May – 1 June 1941 (13 days)LocationCrete, Greece35°30′0″N 24°3′40″E / 35.50000°N 24.06111°E / 35.50000; 24.06111Result Axis victoryTerritorialchanges Axis forces occupy CreteEstablishment of Fortress CreteBelligerents New Zealand Greece United Kingdom Australia ...
Relates tangents of two angles of a triangle and the lengths of the opposing sides Figure 1 – A triangle. The angles α, β, and γ are respectively opposite the sides a, b, and c. Trigonometry Outline History Usage Functions (sin, cos, tan, inverse) Generalized trigonometry Reference Identities Exact constants Tables Unit circle Laws and theorems Sines Cosines Tangents Cotangents Pythagorean theorem Calculus Trigonometric substitution Integrals (inverse functions) Derivatives Tri...
Unsolved problem in mathematics: Are graphs uniquely determined by their subgraphs? (more unsolved problems in mathematics) Informally, the reconstruction conjecture in graph theory says that graphs are determined uniquely by their subgraphs. It is due to Kelly[1] and Ulam.[2][3] Formal statements A graph and the associated deck of single-vertex-deleted subgraphs. Note some of the cards show isomorphic graphs. Given a graph G = ( V , E ) {\displaystyle G=(V,E)} , a ve...
Cette page d’homonymie répertorie les différents sujets et articles partageant un même nom. Rotation d'un ambigramme : « Rond ». La rotation (du latin rotare : « tourner ») est le mouvement d'un corps autour d'un point ou d'un axe. Usuellement, le terme « rotation » est utilisé pour les mouvements circulaires, que ce soit pour un moteur ou pour qualifier le mouvement d'un astre sur lui-même. On les utilise également pour déterminer l'ori...
Christian radio station in Sellersville, Pennsylvania WBYOWord FM Flagship StationSellersville, PennsylvaniaUnited StatesBroadcast areaDelaware, Lehigh, and Cumberland ValleysFrequency88.9 MHzBrandingPositive & Uplifting Word FMProgrammingLanguage(s)EnglishFormatChristian adult contemporaryNetworkWord FM NetworkAffiliationsWord FMOwnershipOwnerFour Rivers Community Broadcasting CorporationSister stationsWPAZHistoryFirst air date1993; 31 years ago (1993)Technical informat...
Macchine d’assedio utilizzate dall'esercito romano Rampa Catapulta Muscolo Balista Onagro Testuggine Pluteo Torre con ponte levatoio Le armi da assedio d'epoca romana (in latino apparata oppugnandarum urbium) rappresentarono una componente fondamentale nell'organizzazione dell'esercito romano. Si trattava di tutta una serie di macchine adatte a scardinare o a superare le mura delle città nemiche degli assediati, oltre ad una serie di congegni di artiglieria, in parte ereditati dai Greci d...
原文と比べた結果、この記事には多数の（または内容の大部分に影響ある）誤訳があることが判明しています。情報の利用には注意してください。 正確な表現に改訳できる方を求めています。 この項目では、線型写像と行列による代数構造の表現の理論について説明しています。他の原理による表現論については「表現 (数学)」をご覧ください。 表現論（ひょうげん�...
地質時代・先カンブリア時代[* 1][* 2] 累代 代 紀 基底年代Mya[* 3] 顕生代 新生代 66 中生代 251.902 古生代 541 原生代 新原生代 エディアカラン 635 クライオジェニアン 720 トニアン 1000 中原生代 ステニアン 1200 エクタシアン 1400 カリミアン 1600 古原生代 スタテリアン 1800 オロシリアン 2050 リィアキアン 2300 シデリアン 2500 太古代[* 4] 新太古代 2800 中太...