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Wikipedia bahasa BugisLogo dan Halaman utama Wikipedia bahasa BugisJenis situsProyek ensiklopedia internetBahasaBugisMarkasMiami, FloridaPemilikWikimediaSitus webhttp://bug.wikipedia.org/KomersialTidakDaftar akunOpsional Wikipedia bahasa Bugis adalah versi bahasa Bugis ensiklopedia daring Wikipedia. Wikipedia bahasa Bugis umumnya mengikuti peraturan-peraturan dasar Wikipedia bahasa Indonesia. Sebagian isi Wikipedia ini menggunakan aksara Lontara, sedangkan sebagian lainnya aksara Latin. Prana...

Piala Dunia FIFA 20062006 FIFA World Cup Germany (Inggris) FIFA-Fußball-Weltmeisterschaft Deutschland 2006 (Jerman)Logo Resmi Piala Dunia FIFA 2006Eine Zeit, um Freunde zu finden(Ada waktu untuk berteman)Informasi turnamenTuan rumahJermanJadwalpenyelenggaraan9 Juni–9 JuliJumlahtim peserta32 (dari 5 konfederasi)Tempatpenyelenggaraan12 (di 12 kota)Hasil turnamenJuara Italia (gelar ke-4)Tempat kedua PrancisTempat ketiga JermanTempat keempat PortugalStatistik turn...

Dieser Artikel oder nachfolgende Abschnitt ist nicht hinreichend mit Belegen (beispielsweise Einzelnachweisen) ausgestattet. Angaben ohne ausreichenden Beleg könnten demnächst entfernt werden. Bitte hilf Wikipedia, indem du die Angaben recherchierst und gute Belege einfügst. Blendenreihe ist ein Begriff aus der Fotografie und der Optik. Er bezeichnet die Gesamtheit aller möglichen Blendeneinstellungen eines Objektivs, sortiert von der größten zur kleinsten Blendenöffnung. Inhaltsverzei...

Milan Kučan Fonctions Président de la république de Slovénie 25 juin 1991[N 1] – 22 décembre 2002(11 ans, 5 mois et 27 jours) Président du gouvernement Alojz PeterleJanez DrnovšekAndrej BajukJanez Drnovšek Prédécesseur Nouvelle fonction Successeur Janez Drnovšek Biographie Date de naissance 14 janvier 1941 (82 ans) Lieu de naissance Križevci (royaume de Yougoslavie) Nationalité Slovène Parti politique Indépendant Conjoint Štefka Kučan Présidents de la r...

Șimleu MountainsȘimleu Mountains and Șimleu SilvanieiHighest pointPeakVârful Măgura ȘimleuluiElevation597 m (1,959 ft)NamingNative nameMunții Șimleu (Romanian)GeographyȘimleu Mountains within the Apuseni Mountains CountryRomania The Șimleu Mountains (Romanian: Munții Șimleu) is a mountain range in Transylvania, Romania, which belongs to the Apuseni Mountains.[1] The highest peak is Vârful Măgura Șimleului, with an altitude of 597 metres (1,959 f...

غافيليموماب ضد وحيد النسيلة نوع Whole antibody الهدف باسيجين اعتبارات علاجية معرّفات CAS 244096-20-6 N ك ع ت None درغ بنك 06545  كيم سبايدر NA المكون الفريد TCR92293RC  بيانات كيميائية تعديل مصدري - تعديل   غافيليموماب هو جسم مضاد وحيد النسيلة فأري مثبط للمناعة حيوي لعلاج داء رفض الطعم ل

A Battle that took place during the Wars of the Three Kingdoms For the storming of Aberdeen by Marquis of Huntly's forces on 14 May 1646, see Battle of Aberdeen (1646). 57°08′28″N 2°06′24″W / 57.14101°N 2.10668°W / 57.14101; -2.10668 Battle of AberdeenPart of Wars of the Three KingdomsBon Accord Terrace Gardens, Aberdeen. In 1644 this area was outside the city. Montrose attacked from the approximate line of Willowbank Road, in the distance, towards the came...

Черги фур з українськими товарами на під'їзді до кордону з Росією, 15 серпня 2013 року Торговельна експортна блокада України Російською Федерацією — торгово-економічне протистояння, яке виникло внаслідок внесення 14 серпня 2013 року митною службою Росії усіх українських ім

Caroline Ghosn Caroline Ghosn (lahir 29 Januari 1987) adalah anak tertua dari mantan CEO Nissan dan Renault, Carlos Ghosn. Ia juga seorang pengusaha wanita Amerika yang mendirikan Levo (sebelumnya Levo League) pada tahun 2011. Levo adalah jaringan profesional yang didedikasikan untuk membantu kaum milenial agar mereka dapat mengakses mentor, jaringan komunitas profesional, dan lowongan pekerjaan. Ghosn adalah anggota aktif dari Forum Ekonomi Dunia [1] serta menghadiri dan menjadi pemb...

Federal election results in South Australia 2022 Australian federal election(South Australia) ← 2019 21 May 2022 All 10 South Australian seats in the Australian House of Representativesand 6 seats in the Australian Senate   First party Second party Third party   CA Leader Anthony Albanese Scott Morrison No leader Party Labor Liberal/National coalition Centre Alliance Last election 5 seats 4 seats 1 seat Seats won 6 3 1 Seat change 1 1 Popular vote 378,...

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: Guindy Links – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) The Guindy Links is one of the three 18-hole golf courses in Chennai, India. It was established in the late 19th century. See also Gymkhana Club Cosmop...

أماكساديس  خريطة الموقع تقسيم إداري البلد اليونان  [1] التقسيم الأعلى ياسموس  خصائص جغرافية إحداثيات 41°07′28″N 25°03′58″E / 41.1245°N 25.066°E / 41.1245; 25.066  الارتفاع 52 متر  السكان التعداد السكاني 1195 (إحصاء السكان) (2011)[2]  معلومات أخرى التوقيت ت ع م+02:00 (ت�...

この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: F-CK-1 航空機 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL（2021年6月） AIDC F-CK-1 待機中のF-CK-1A 用途：戦闘機 分�...

First female detective in the US (1833–1868) Kate WarneBorn1833 (1833)Erin, New York, U.S.DiedJanuary 28, 1868(1868-01-28) (aged 34–35)Chicago, Illinois, U.S.Resting placeGraceland Cemetery, Chicago, IllinoisOccupation(s)Detective, spy, female superintendent of detectives, supervisor of women agentsKnown forFirst female detective in the Pinkerton Detective Agency, and the first female detective in the United States, responsible for uncovering the 1861 Baltimore Plot to assa...

Philosophical view that some states of mind, as commonly understood, do not exist Eliminative materialism (also called eliminativism) is a materialist position in the philosophy of mind. It is the idea that the majority of mental states in folk psychology do not exist.[1] Some supporters of eliminativism argue that no coherent neural basis will be found for many everyday psychological concepts such as belief or desire, since they are poorly defined. The argument is that psychological ...

For the art school in London, see Putney School of Art and Design. School in Houghton Brook Road, Putney, VT, U.S.The Putney SchoolLocation418 Houghton Brook Road, Putney, VTU.S.InformationTypePrivate independent co-educational boarding and day high schoolEstablished1935FounderCarmelita HintonDeanTarah GreenidgeHead of SchoolDaniel O'BrienFaculty35 full-time, 24 part-time/adjunctSecondary years taught9th through 12th gradesEnrollment221Average class size12Student to teacher ratio6:1Classes of...

Former Canadian Member of Parliament For other people with the same or similar names, see Peter McKay (disambiguation). The HonourablePeter MacKayPC KCMacKay in 2014Minister of JusticeAttorney General of CanadaIn officeJuly 15, 2013 – November 4, 2015Prime MinisterStephen HarperPreceded byRob NicholsonSucceeded byJody Wilson-RaybouldMinister of National DefenceIn officeAugust 14, 2007 – July 15, 2013Prime MinisterStephen HarperPreceded byGordon O'ConnorSucceeded byRo...

Major railway station in Taiwan For the nearby Taoyuan Metro station, see Taipei Main Station (Taoyuan Metro). Taipei台北·臺北Taipei Metro、Taiwan High Speed Rail and Taiwan Railways Administration stationTaipei Main Station is the busiest station in Taiwan and one of the busiest stations in AsiaChinese nameChinese台北·臺北TranscriptionsStandard MandarinHanyu PinyinTáiběiBopomofoㄊㄞˊ ㄅㄟˇWade–GilesT'ai²-pei³HakkaRomanizationTǒi-běd (Sixian dialect)Toi-bed (Hailu dia...

Unit within the U.S. president's office White House Office of Intergovernmental AffairsAgency overviewFormed1955; 68 years ago (1955)HeadquartersEisenhower Executive Office BuildingWashington, D.C., U.S.38°53′51.24″N 77°2′20.93″W / 38.8975667°N 77.0391472°W / 38.8975667; -77.0391472Agency executiveTom Perez, DirectorParent departmentWhite House Office The White House Office of Intergovernmental Affairs (IGA) is a unit of the White House Of...

Задача о клике относится к классу NP-полных задач в области теории графов. Впервые она была сформулирована в 1972 году Ричардом Карпом.[1] Граф с кликой размера 3. Кликой в неориентированном графе называется подмножество вершин, каждые две из которых соединены ребром гра�...