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Krisis Selat SundaBagian dari konfrontasi Indonesia-MalaysiaSelat Sunda yang memisahkan Jawa dan Sumatra adalah pusat krisis.Tanggal27 Agustus – 10 September 1964LokasiSelat Sunda, IndonesiaHasil Keberhasilan Dua Belah Pihak dalam Menghindari KonflikPihak terlibat  Malaysia  IndonesiaTokoh dan pemimpin Tunku Abdul Rahman Soekarno Soebandrio SuwitoKekuatan 1 kapal induk 2 penghancur Kekuatan hampir penuh Angkatan Udara Indonesia Sejumlah kapal selam dan kapal permukaan ringanKorban...

BPK PENABURBadan Pendidikan Kristen PENABURInformasiDidirikan19 Juli 1950JenisYayasan Pendidikan KristenAkreditasiA (Amat Baik)KurikulumKurikulum Nasional 2013 dan Kurikulum MerdekaAlamatLokasi, Bandar Lampung, Bandung, Bekasi, Bogor, Cianjur, Cibubur, Cicurug, Cimahi, Cirebon, Depok, Indramayu, Jakarta, Jatibarang, Metro, Rengasdengklok, Serang, Sukabumi, Tangerang dan Tasikmalaya, IndonesiaSitus webSitus Web Resmi (Situs Web Resmi)[email protected] (email Yayasan Pusat)Afi...

Ukrainian lawyer and politician (born 1966) In this name that follows Eastern Slavic naming customs, the patronymic is Yuriiovych and the family name is Reznikov. This article needs to be updated. Please help update this article to reflect recent events or newly available information. (July 2022) Oleksii ReznikovОлексій РезніковOfficial portrait, 202117th Minister of DefenceIn office4 November 2021 – 5 September 2023PresidentVolodymyr ZelenskyyPrime MinisterDenys...

HerreysAsalSwediaGenrePopTahun aktif1984–sekarangLabelBeragamAnggotaPer HerreyRichard HerreyLouis Herrey Richard & Per 2016 Herreys (terkadang Herrey's[1] atau Herrey[2]), adalah sebuah grup musik pop asal Swedia, yang terdiri dari tiga kakak beradik penganut Mormon: Per Herrey (kelahiran 9 Agustus 1958), Richard Herrey (kelahiran 19 Agustus 1964) dan Louis Herrey (kelahiran 3 November 1966). Mereka memenangkan Kontes Lagu Eurovision 1984 dengan lagu Diggi-Loo Diggi-Ley....

Нир-Давид в 1940 году Стена и башня (ивр. חומה ומגדל‎ — Хома́ у-мигда́ль) — тактика строительства поселений в подмандатной Палестине, применявшаяся еврейским населением страны в период арабского восстания 1936—1939 годов. Появление такой тактики было вызвано действи�...

Device used to secure an object A band clamp is a generic term for a holding device usually consisting of a strap of metal or cloth formed into a loop, with a mechanism to forcibly adjust the diameter, thereby exerting a squeezing force on an object within the loop.[1] A band clamp used to clamp a mitered picture frame. One type of band clamp known as a web clamp has a band usually made of nylon type cloth webbing. It can slip and stretch around irregularly shaped objects such as fram...

Voce principale: Savona Foot Ball Club. Savona Foot Ball ClubStagione 2013-2014Sport calcio Squadra Savona Allenatore Ninni Corda All. in seconda Gianni Mattu Presidente Aldo Dellepiane Prima Divisione6º posto, semifinalista ai play-off Coppa Italiasecondo turno eliminatorio Coppa Italia Lega Proprimo turno della fase finale Maggiori presenzeCampionato: Agazzi (30)Totale: Agazzi (35) Miglior marcatoreCampionato: Virdis (15)Totale: Virdis (18) 2012-2013 2014-2015 Si invita a seguire il ...

Italian sports equipment manufacturer 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: Lotto Sport Italia – news · newspapers · books · scholar · JSTOR (May 2022) (Learn how and when to remove this message) 45°44′26″N 12°03′46″E / 45.7405836°N 12.0627287°E / 45.7405836; 12....

Awards for best fiction and nonfiction books for adult readers published in the U.S For the British literary award, see Carnegie Medal (literary award). AwardAndrew Carnegie Medals for Excellence in Fiction and NonfictionAwarded forBest adult fiction & non-fictionSponsored byCarnegie Corporation (main sponsor)Booklist (ALA co-sponsor)Reference and User Services Association (ALA co-sponsor)LocationALA annual conferenceCountryUSAPresented byAmerican Library AssociationHosted byAmerican Libr...

2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...

غزوة شنترين جزء من معارك الاسترداد رسم تخيلي لغزوة شنترين بواسطة الفريدو جاميرو معلومات عامة التاريخ 15 مارس 1147 (542 هـ) الموقع شنترين،  البرتغال39°13′59″N 8°40′48″W / 39.233°N 8.68°W / 39.233; -8.68 النتيجة أنتصار البرتغاليين[1] المتحاربون مملكة البرتغال المرابطون القاد�...

Association football club in England Football clubLakenheathFull nameLakenheath Football ClubNickname(s)The HeathFounded1907GroundThe Nest, LakenheathCapacity2,000 (195 seated)ChairmanKevin FinchamManagerBen CowlingLeagueEastern Counties League Premier Division2023–24Eastern Counties League Premier Division, 10th of 19 Home colours Away colours Lakenheath Football Club is a football club based in Lakenheath, Suffolk, England. They are currently members of the Eastern Counties League Premier...

Emil Nolde BiografiKelahiran(de) Hans Emil Hansen 7 Agustus 1867 Nolde Kematian13 April 1956 (88 tahun)Seebüll Tempat pemakamanNolde Museum Seebüll Galat: Kedua parameter tahun harus terisi! Data pribadiKelompok etnikOrang Denmark PendidikanAcademy of Fine Arts, Karlsruhe (1889–1890)Académie Julian KegiatanSpesialisasiSeni lukis dan cat air Pekerjaanpelukis, Xilografer, pemahat, architectural draftsperson, seniman grafis, pembuat grafis, fotografer, lithog...

Gur language of Northern Ghana DagbaniDagbanliNative toGhana, TogoRegionKingdom of DagbonEthnicity5.6 million Dagbamba (2021 census)[1]Native speakers1.2 million (2013)[1]Language familyNiger–Congo? Atlantic–CongoVolta-CongoSavannasGurNorthernOti–VoltaWesternSoutheasternDagbaniDialects Nanuni (Nanumba) Tomosili Nayahali Writing systemLatin, Ajami (Arabic)Language codesISO 639-3dagGlottologdagb1246This article contains IPA phonetic symbols. Without proper render...

Anna Charlotta SchröderheimAnna Charlotta Schröderheim, wearing the Nationella dräkten with its high collar, used by ladies-in waiting or women presented at court.BornAnna Charlotta von Stapelmohr24 September 1754Stockholm, SwedenDied1 January 1791Stockholm, SwedenNationalitySwedishOther namesAnn-Charlotte Schröderheim, Anne-Charlotte SchröderheimKnown forSalonist and wit, love affairs Card-Party in the Home of Elis Schröderheim by Pehr Hilleström. Anna Charlotta Schröderhei...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يناير 2022) تُعرف سياحة الكوارث على أنها ممارسة زيارة المواقع التي حدثت فيها كارثة بيئية، طبيعية أو من صنع الإنسان.  بما أن مجموعة متنوعة من الكوارث هي موضوع سياحة الك...

Type G Role Experimental aircraftType of aircraft Manufacturer Avro First flight August 1912 Number built 1 The Avro Type G was a two-seat biplane designed by A.V. Roe to participate in the 1912 British Military Aeroplane Competition. It is notable for having a fully enclosed crew compartment and for being the first aircraft to have recovered from a spin in front of witnesses.[1] Design and development The Avro Type G was a two-seat, two-bay biplane with a fully enclosed crew compart...

Convento de Santa Catalina Ala meridional del claustro de Santa Catalina.LocalizaciónPaís España EspañaComunidad Cataluña CataluñaLocalidad  BarcelonaDirección Av. de Francisco CambóCoordenadas 41°23′09″N 2°10′43″E / 41.3857, 2.17874Información religiosaCulto CatolicismoDiócesis BarcelonaOrden DominicosAdvocación Santa CatalinaPatrono Catalina de AlejandríaHistoria del edificioFundador Berenguer de PalouConstrucción 1230-1278Datos arquitec...

The Crowning with Thorns Jan Janssens[1][2] (August 1590 in Ghent – after 1650) was a Flemish Baroque painter and draftsman who is considered to be the most important of the so-called Ghent Caravaggisti.[3] These Caravaggisti were part of an international movement of European artists who interpreted the work of Caravaggio and the followers of Caravaggio in a personal manner.[4] Janssens altarpieces and other compositions offering very realistic representation...

Disproved conjecture in number theory In number theory, Euler's conjecture is a disproved conjecture related to Fermat's Last Theorem. It was proposed by Leonhard Euler in 1769. It states that for all integers n and k greater than 1, if the sum of n many kth powers of positive integers is itself a kth power, then n is greater than or equal to k: a 1 k + a 2 k + ⋯ + a n k = b k ⟹ n ≥ k {\displaystyle a_{1}^{k}+a_{2}^{k}+\dots +a_{n}^{k}=b^{k}\implies n\geq k} The conjectur...