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هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (ديسمبر 2017) هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة...

Отто Фридрих фон Фёлькерзамнем. Otto Friedrich von Fölkersahm Герб рода Фёлькерзам Воевода черниговский 1685—1696 Монарх Ян II Казимир Наследник нет Воевода инфлянтский 1696—1705 Монарх Михаил Корибут Вишневецкий Рождение 1640(1640) Смерть 27 ноября 1705(1705-11-27) Род Фёлькерзам Отец Иоганн фон Фёл

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?: 外務大臣 日本 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL（2014年1月） 日本外務大臣Minister for Foreign Affairs外務省

De geschiedenis van AFC Ajax beslaat decennia. Sinds de officiële oprichting in 1900 won de club verscheidene nationale en internationale prijzen. Voorgeschiedenis (1893-1900) 3 vrienden, Han Dade, Carl Bruno Reeser en Floris Stempel, richtten in 1893 een voetbalclub op. Han Dade had een echte leren bal. In 1893 noemden de vrienden hun club Union, maar al na enkele maanden werd de naam veranderd in Footh-Ball Club Ajax (inclusief spelfout). De club speelde in de beginjaren nog buiten Amsterd...

MS Aurora De MS Aurora Geschiedenis Werf Meyer Werft, Duitsland In de vaart genomen 2000 In dienst 2000 Status In dienst Eigenaren Eigenaar P&O Cruises Charteraar P&O Cruises Algemene kenmerken Type Cruiseschip Lengte 270 m Breedte 32,2 m Diepgang 7,9 m Tonnenmaat GT 76,152 Passagiers 1950 Vaart 24 kn IMO-nummer 9169524 MMSI 310556000 Bemanning 850 Portaal    Maritiem MS Aurora en Queen Mary 2 De Aurora is een cruiseschip van P&O Cruises. Het schip werd gebouwd door Meye...

Deze lijst omvat voetballers die bij Real Madrid spelen of hebben gespeeld. Achter de naam van de speler is vermeld wanneer deze voetballer in het eerste elftal van de club speelde. Wanneer de voetballer alleen of ook in de jeugd of het tweede elftal heeft gespeeld, is dit vermeld door middel van cantera of RM Castilla, respectievelijk de naam van de jeugdopleiding en het tweede elftal van Real Madrid. Argentijnen (31) Eduardo Anzarda (1971-1973) Sotero Aranguren (1911-1918) Eulogio Aranguren...

seorang pria San mempersiapkan alat panah untuk berburu !Kung adalah nama untuk kelompok masyarakat adat San yang tinggal di Gurun Kalahari di Namibia, Botswana, dan Angola.[1] Mereka termasuk dalam kategori masyarakat yang berbentuk kawanan (band) yang mendiami daerah tersebut selama ribuan tahun sebagai pemburu peramu dan berbicara dalam bahasa !Kung. Makanan pokok mereka berupa kacang mongongo (Schinziophyton rautanenii) yang tumbuh secara musiman dalam jumlah besar.[2] Sek...

American basketball player (born 1961) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Dirk Minniefield – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove...

2023 Russian filmCheburashkaTheatrical release posterDirected byDmitry DyachenkoWritten by Vitaly Shlyappo Vasily Kutsenko Vyacheslav Zub Anatoly Molchanov Based onCheburashkaby Eduard UspenskyProduced by Eduard Iloyan (ru) Denis Zhalinsky (ru) Vitaly Shlyappo (ru) Aleksey Trotsyuk (ru) Anton Zlatopolsky (ru) Yuliana Slashcheva Lika Blank Vadim Vereshchagin Vyacheslav Murugov (ru) Mikhail Tkachenko Anna Ryzhikova Starring Olga Kuzmina Sergei Garmash Fyodor Dobronravov Elena Yakovleva Dmitry L...

Elena RybakinaЕлена Рыбакина Rybakina no US Open, 2023. País No esporte: Rússia (2013–2018) Cazaquistão (2018–presente) Residência Moscou, Rússia[1] Data de nascimento 17 de junho de 1999 (24 anos) Local de nasc. Moscou, Rússia Altura 1,84 Treinado por Stefano Vukov (2019–) Mão Destra Prize money US$ 11.854.395 Simples Vitórias-Derrotas 289–132 (68,6%) Títulos 5 WTA, 7 ITF[2] Melhor ranking N° 3 (12 de junho de 2023) Ranking atual simples N° 4 (0...

Part of the Paraguayan War The allies resort to balloon observation to pick their way through the wetlands of southern Paraguay — the first use of aviation in South American warfare (Sketch by American balloonist James Allen, 1868) The siege of Humaitá was a military operation in which the Triple Alliance (Brazil, Argentina and Uruguay) flanked, besieged and captured the Fortress of Humaitá, a Paraguayan stronghold that was referred to as the Gibraltar of South America. It fell on 26 July...

Study of the mechanics of biological systems Page of one of the first works of Biomechanics (De Motu Animalium of Giovanni Alfonso Borelli) in the 17th century Biomechanics is the study of the structure, function and motion of the mechanical aspects of biological systems, at any level from whole organisms to organs, cells and cell organelles,[1] using the methods of mechanics.[2] Biomechanics is a branch of biophysics. In 2022, computational mechanics goes far beyond pure mech...

1917 jazz standard Hold That Tiger redirects here. For the Sonic Youth album, see Hold That Tiger (album). This article is about the song. For the flag named Tiger Rag, see Battle for the Rag. Tiger RagSheet music for Tiger Rag as recorded by the Original Dixieland Jazz Band (1918)Instrumental by The Original Dixieland Jazz BandReleased1917 (1917)Recorded1917GenreDixielandLabelAeolian-VocalionComposer(s)Eddie Edwards, Nick LaRocca, Henry Ragas, Tony Sbarbaro, Larry ShieldsLyricist(s)Harr...

Government of Bulgaria, Feb 2023–Jun 2023 Donev Government101st Cabinet of Bulgaria2023Portrait of the Prime Minister Galab DonevDate formed2 February 2023 (2023-02-02)Date dissolved6 June 2023 (2023-06-06)People and organisationsPresidentRumen RadevPrime MinisterGalab DonevDeputy Prime MinistersLazar Lazarov, Ind.Hristo Alexiev, Ind.Ivan Demerdzhiev, Ind.Atanas Pekanov, Ind.No. of ministers20 (17 men and 3 women)Status in legislatureCaretaker GovernmentHistory...

Neighborhood of Hod Hasharon, Israel Central synagogue of Magdiel Magdiel (Hebrew: מגדיאל) is one of the four original communities of Jewish agriculturalists that combined in 1964 to form Hod Hasharon, Israel. It was founded in 1924 and according to a census conducted in 1931 by the British Mandate authorities had a population of 740.[1] History Before the 20th century, the site of Magdiel formed part of the Forest of Sharon, a hallmark of the region's historical landscape. It w...

Governmental organisation of India Maharashtra Maritime Board Logo The Maharashtra Maritime Board is governmental organisation in the state of Maharashtra, India. The board is tasked with the administration of ports and harbours, conservancy, licensing of crafts, levying of fees, regulation and control of traffic. Maharashtra Maritime Board (MMB) came into existence in 1996 and Commissioner, Water Transport was re-designated as chief executive officer, MMB.[1] Commissionerate of Water...

Running Man (2019)Musim 2021Negara asalKorea SelatanJumlah episode50RilisSaluran asliSBSTanggal tayang3 Januari –26 Desember 2021Kronologi Musim← Sebelumnya2020 Selanjutnya →2022 Running Man Berikut ini adalah daftar episode dari variety show Korea Selatan Running Man pada tahun 2021. Acara ini ditayangkan di SBS sebagai bagian dari daftar acara Good Sunday mereka. Episodes List of episodes (536–585) Ep. Tanggal tayang (Tanggal syuting) Judul Tamu Landmark Tim Misi Hasi...

Hi Robert Bob Gibson (natawo hadin Nobyembre 9, 1935) in uska retirado nga Amerikano nga baseball pitcher  Usa ka turók ini nga barasahon. Dako it imo maibubulig ha Wikipedia pinaagi han pagparabong hini.

An invariant under projective transformations Not to be confused with Odds ratio. Points A, B, C, D and A′, B′, C′, D′ are related by a projective transformation so their cross ratios, (A, B; C, D) and (A′, B′; C′, D′) are equal. In geometry, the cross-ratio, also called the double ratio and anharmonic ratio, is a number associated with a list of four collinear points, particularly points on a projective line. Given four points A, B, C, D on a line, their cross ratio is define...

Golpong PersikoTanawin ng Golpong Persiko mula sa kalawakanLocationKanlurang AsyaTypeGulfPrimary inflowsGolpo ng OmanBasin countriesIran, Iraq, Kuwait, Saudi Arabia, Qatar, Bahrain, United Arab Emirates and Oman (exclave ng Musandam)Max. length989 km (615 mi)Pang-ibabaw na sukat251,000 km2 (97,000 mi kuw)Average depth50 m (160 tal)Max. depth90 m (300 tal) Ang Golpong Persiko ay matatagpuan sa Kanlurang Asya sa pagitan ng Iran at Arabian Penins...