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Frederic Courtland PenfieldPenfield circa 1913United States Minister to AustriaIn officeJuly 28, 1913 – April 7, 1917PresidentWoodrow WilsonPreceded byRichard C. KerensSucceeded byArthur Hugh FrazierUnited States Diplomatic Agent to EgyptIn officeMay 13, 1893 – June 17, 1897PresidentGrover ClevelandPreceded byEdward C. LittleSucceeded byThomas Harrison Personal detailsBorn(1855-04-23)April 23, 1855ConnecticutDiedJune 19, 1922(1922-06-19) (aged 67)787 Fifth AvenueSpouse…
Lahan subur adalah lahan yang dapat dibajak dan dipakai untuk menumbuhkan tanaman-tanaman.[1] Sejumlah jenis pengartian yang sangat berbeda dipakai oleh berbagai badan terkait pertanian. Referensi ^ Oxford English Dictionary, 3rd ed. arable, adj. and n. Oxford University Press (Oxford), 2013. Pranala luar Surface area of the Earth Article from Technorati on Shrinking Arable Farmland in the world Pengawasan otoritas Umum Integrated Authority File (Jerman) Perpustakaan nasional Jepang Repu…
Raja KanadaKing of Canadacode: en is deprecated (Inggris)Roi du Canadacode: fr is deprecated (Prancis)Federal(direvisi pada 1994)Sedang berkuasaCharles IIIsejak 8 September 2022 PerincianPewarisWilliam, Pangeran WalesPenguasa pertamaVictoriaPembentukan1867KediamanRideau Hall, OttawaLa Citadelle, Quebec CitySitus webMonarchy and the Crown Monarki Kanada adalah bagian inti dari struktur federal dan gaya Westminster parlementer dan demokrasi konstitusional Kanada.[5…
Putri Frederica dari Hannover (Friederike Luise; bahasa Yunani: Φρειδερίκη; 18 April 1917 – 6 Februari 1981) adalah Ratu Yunani dari 1947 hingga 1964 sebagai istri Raja Paulus, setelah itu Ibu Suri selama pemerintahan putranya, Raja Konstantinus II. Ratu Frederica dari YunaniFrederica sebelum ketibaannya di YunaniRatu Pendamping YunaniPeriode1 April 1947 – 7 Maret 1964Informasi pribadiKelahiran(1917-04-18)18 April 1917Blankenburg, Kadipaten Brunswick, Kekaisaran JermanKematian6 Feb…
Coppa Italia Serie DSport Calcio TipoClub CategoriaSerie D FederazioneFIGC Paese Italia OrganizzatoreLega Nazionale Dilettanti Cadenzaannuale Aperturaagosto Partecipanti166 FormulaEliminazione diretta Sito Internetlnd.it StoriaFondazione1999 Numero edizioni24 Detentore Pineto Record vittorieNessuna squadra ha vinto almeno due o più titoli Ultima edizioneCoppa Italia Serie D 2022-2023 Edizione in corsoCoppa Italia Serie D 2023-2024 Coccarda italiana tricolore Modifica dati su Wikidata&…
الدوري الهولندي الممتاز تفاصيل الموسم 2011-2012 النسخة 56 البلد هولندا التاريخ بداية:5 أغسطس 2011 نهاية:يونيو 2012 المنظم الاتحاد الملكي الهولندي لكرة القدم البطل أياكس أمستردام مباريات ملعوبة 306 عدد المشاركين 18 أهداف مسجلة 503 الدوري الهولندي الممتاز 2010-201…
Island in Tristan da Cunha archipelago This article is about the South Atlantic island. For the other islands, see Inaccessible Island (disambiguation). Inaccessible IslandInaccessible Island's location in relation to Tristan da CunhaGeographyLocationSouth Atlantic OceanCoordinates37°18′S 12°41′W / 37.30°S 12.68°W / -37.30; -12.68ArchipelagoTristan da CunhaArea12.65 km2 (4.88 sq mi)AdministrationUnited KingdomSt Helena, Ascension and Tristan da Cunh…
Computer operating system command For other uses of route, see Route (disambiguation). routeThe ReactOS route commandDeveloper(s)Fred N. van Kempen, Microsoft, IBM, ReactOS ContributorsOperating systemUnix-like, OS/2, Microsoft Windows, ReactOSPlatformCross-platformTypeCommandLicenseOS/2, Windows: Proprietary commercial softwareReactOS: GPLv2 In computing, route is a command used to view and manipulate the IP routing table in Unix-like and Microsoft Windows[1] operating systems and also …
Sporting event delegationJapan at the2023 World Athletics ChampionshipsFlag of JapanWA codeJPNin Budapest, Hungary19 August 2023 (2023-08-19) – 27 August 2023 (2023-08-27)Competitors76 (48 men and 28 women)MedalsRanked 15th Gold 1 Silver 0 Bronze 1 Total 2 World Athletics Championships appearances1983198719911993199519971999200120032005200720092011201320152017201920222023← 2022 2025 → Japan competed at the 2023 World Athletics Championsh…
BurungRentang fosil: Zaman Kapur Akhir – sekarang, 72–0 Ma[1][2] PreЄ Є O S D C P T J K Pg N Kemungkinan Zaman Kapur Awal atau asal usul Zaman Kapur Akhir awal berdasarkan jam molekuler[3][4][5] Keragaman jenis burung Klasifikasi ilmiah Domain: Eukaryota Kerajaan: Animalia Filum: Chordata Kelas: AvesLinnaeus, 1758[6] Klasifikasi lebih rendah Lihat teks Sinonim Neornithes Gadow, 1883 Burung gelatik batu Eropa, Parus major. Burung, manuk-manuk,…
追晉陸軍二級上將趙家驤將軍个人资料出生1910年 大清河南省衛輝府汲縣逝世1958年8月23日(1958歲—08—23)(47—48歲) † 中華民國福建省金門縣国籍 中華民國政党 中國國民黨获奖 青天白日勳章(追贈)军事背景效忠 中華民國服役 國民革命軍 中華民國陸軍服役时间1924年-1958年军衔 二級上將 (追晉)部队四十七師指挥東北剿匪總司令部參謀長陸軍總…
Genus of dinosaurs Not to be confused with Simosaurus. SinosaurusTemporal range: Early Jurassic, 201–196 Ma PreꞒ Ꞓ O S D C P T J K Pg N ↓ Reconstructed skeleton at Museo delle Scienze of Trento, Italy Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Clade: Dinosauria Clade: Saurischia Clade: Theropoda Clade: Neotheropoda Genus: †SinosaurusYoung, 1940 Type species †Sinosaurus triassicusYoung, 1940 Other species †?S. sinensis (Hu, 1993) Synonyms…
Resistance of a fluid to shear deformation ViscosityA simulation of liquids with different viscosities. The liquid on the left has lower viscosity than the liquid on the right.Common symbolsη, μDerivations fromother quantitiesμ = G·tDimension M L − 1 T − 1 {\displaystyle {\mathsf {M}}{\mathsf {L}}^{-1}{\mathsf {T}}^{-1}} Part of a series onContinuum mechanics J = − D d φ d x {\displaystyle J=-D{\frac {d\varphi }{dx}}} Fick's laws of diffusion Laws Conservations Ma…
artikel ini perlu dirapikan agar memenuhi standar Wikipedia. Tidak ada alasan yang diberikan. Silakan kembangkan artikel ini semampu Anda. Merapikan artikel dapat dilakukan dengan wikifikasi atau membagi artikel ke paragraf-paragraf. Jika sudah dirapikan, silakan hapus templat ini. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Pusat data ARSAT (2014) Pusat data (Bahasa Inggris: data center) adalah bangunan fasilitas yang digunakan untuk menempatkan sistem komputer dan kompo…
Israeli politician (born 1938) Michael Bar-ZoharFaction represented in the Knesset1981–1984Alignment1988–1991Alignment1991–1992Labor Party Personal detailsBorn (1938-01-30) 30 January 1938 (age 86)Sofia, Bulgaria Michael Bar-Zohar (Hebrew: מיכאל בר-זהר, born 30 January 1938) is an Israeli historian, novelist and politician.[1] He was a member of the Knesset on behalf of the Alignment and Labor Party in the 1980s and early 1990s. Biography This section of a biography …
هذه المقالة عن المجموعة العرقية الأتراك وليس عن من يحملون جنسية الجمهورية التركية أتراكTürkler (بالتركية) التعداد الكليالتعداد 70~83 مليون نسمةمناطق الوجود المميزةالبلد القائمة ... تركياألمانياسورياالعراقبلغارياالولايات المتحدةفرنساالمملكة المتحدةهولنداالنمساأسترالياب…
Unincorporated community in California, United States Ghost town in California, United StatesOregon Cityghost townCastleberry Covered Bridge in March 2021Oregon CityLocation in CaliforniaCoordinates: 39°35′38″N 121°31′46″W / 39.59389°N 121.52944°W / 39.59389; -121.52944[1]CountryUnited StatesStateCaliforniaCountyButte CountyElevation[1]1,184 ft (361 m) California Historical LandmarkReference no.807[2] Oregon City, formerl…
فرانز فيربيك معلومات شخصية الميلاد 13 يونيو 1941 (العمر 82 سنة)بلجيكا الجنسية بلجيكا الحياة العملية الدور دراج المهنة دراج، ومدير رياضي [لغات أخرى] نوع السباق سباق الدراجات على الطريق بلد الرياضة بلجيكا آخر تحديث 2007 تعديل مصدري - تعديل فرانز فيربيك موا…
German television sitcom Ein Herz und eine SeeleGenreSitcomCreated byWolfgang Menge (based on Till Death Us Do Part, created by Johnny Speight)StarringHeinz SchubertElisabeth Wiedemann (season one)Hildegard KrekelDiether Krebs (season one)Helga Feddersen (season two)Klaus Dahlen (season two)Country of originWest GermanyOriginal languageGermanNo. of seasons2No. of episodes25ProductionRunning time44 minutesOriginal releaseNetworkWDRDas ErsteRelease15 January 1973 (1973-01-15) –22 Novem…
Statua di Mefistofele, opera di Mark Matveevič Antokol'skij conservata all'Ermitage Nella teologia occidentale e nella filosofia della religione[1], il problema del male nasce dalla necessità di spiegare il paradosso del male laddove si ritenga esista una divinità che viene considerata buona, onnipotente e onnisciente (cfr. Teismo)[2][3]. Il problema del male e le sue possibili spiegazioni sono principalmente d'interesse nei sistemi religiosi come il monoteismo e il du…