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Eddy Arboretum Entrada al Eddy Arboretum.UbicaciónPaís  Estados UnidosLocalidad  Estados Unidos,  CaliforniaCoordenadas 38°43′47″N 120°47′56″O / 38.7297, -120.799CaracterísticasOtros nombres USDA - Forest Service, Institute of Forest Genetics, PlacervilleTipo Arboreto y jardín botánicoVías adyacentes 2480 Carson Road.Fechas destacadasInauguración 1926Mapa de localización Ubicación del Eddy Arboretumen Placerville, California.[editar datos...

Argentine footballer Walter Kannemann Kennemann with Grêmio in 2017Personal informationFull name Walter Kannemann[1]Date of birth (1991-03-14) 14 March 1991 (age 32)Place of birth Concepción del Uruguay, ArgentinaHeight 1.84 m (6 ft 0 in)[2]Position(s) Centre-backTeam informationCurrent team GrêmioNumber 4Youth career1999–2009 San LorenzoSenior career*Years Team Apps (Gls)2010–2014 San Lorenzo 70 (4)2015–2016 Atlas 38 (1)2016– Grêmio 174 (3)Inte...

Центральна Греція грец. ΠεριφέρειαΣτερεάς Ελλάδας Периферія:Центральна Греція Адм. центр Ламія Країна  Греція Номи БеотіяЕвбеяЕвританіяФокідаФтіотида Населення  - повне 614,61 тисяч осіб (2005)  - густота 1 009 осіб/км² Площа  - повна 15 549 км² Дата заснування 1987 Пери�...

韓國電影列表 ← 2002 2003 2004 → 完整清單 . . 1948年以前（英语：List of Korean films of 1919–1948） 1948（英语：List of South Korean films of 1948） 1949（英语：List of South Korean films of 1949） 1950（英语：List of South Korean films of 1950） 1951（英语：List of South Korean films of 1951） 1952（英语：List of South Korean films of 1952） 1953（英语：List of South Korean films of 1953） 1954（英语：List of South Korean films of 1954...

Budiman SudjatmikoM.A., M.Phil.Anggota Dewan Perwakilan RakyatRepublik IndonesiaMasa jabatan1 Oktober 2009 – 30 September 2019Perolehan suara96.830 (2009)68.861 (2014)Daerah pemilihanJawa Tengah VIII Informasi pribadiLahirBudiman Sudjatmiko10 Maret 1970 (umur 53)Majenang, Cilacap, Jawa TengahKebangsaanIndonesiaPartai politikPartai Rakyat Demokratik (1996–2001)Partai Demokrasi Indonesia Perjuangan (2004–2023)Independen (Sejak 2023)Suami/istriKesi Yovana ​(m.&#...

Skála ÍF Nome Skála ÍF Fundação 15 de maio de 1965 Estádio undir Myruhjalla Capacidade 2.000 Material (d)esportivo Adidas Competição Betrideildin 2022 Website Site oficial Uniformetitular Uniformealternativo Skála vs. FC Suðuroy na Copa das Ilhas Faroe de 2012 Skála tem também um time feminino, imagem de partida contra o FC Suðuroy. Skála Ítróttarfelag (Skála ÍF) é um clube de futebol das Ilhas Faroe, da cidade de Skála. O clube foi fundado em 15 de maio de 1965. Eles ter...

Putri Perwira yang dibuat oleh Raimund von Stillfried Baron Raimund von Stillfried, juga dikenal sebagai Baron Raimund von Stillfried-Rathenitz (6 Agustus 1839, Komotau  – 12 Agustus 1911, Vienna), adalah seorang fotografer Austria. Ia adalah putra dari August Wilhelm Freiherr Stillfried von Rathenitz (m. 1806) dan Maria Anna Johanna Theresia Walburge Gräfin Clam-Martinitz (1802–1874). Setelah meninggalkan karier militernya, Stillfried berpindah ket Yokohama, Jepang dan membuka sebu...

Oak Leaves recipientsAllgradesGrand CrossGolden Oak Leaves, Swordsand DiamondsOak Leaves, Swords and DiamondsOak Leaves and SwordsOakLeaves 1940–41 1942 1943 1944 1945 Foreign Knight'sCross A Ba–Bm Bn–Bz C D E F G Ha–Hm Hn–Hz I J Ka–Km Kn–Kz L M N O P Q R Sa–Schr Schu–Sz T U V W X–Z Foreign  Knight's Cross The Knight's Cross of the Iron Cross (German: Ritterkreuz des Eisernen Kreuzes) and its variants were the highest awards in the military and paramilitary forces of ...

رأس دوار متطور لطائرة سيكورسكي S-92. دوار المروحية (بالإنجليزية: Helicopter rotor)‏ ويسمى أيضا نظام الدوار (بالإنجليزية: rotor system)‏ هو الدوار الرئيسي للمروحية الذي ينتج قوة رفع ايروديناميكية للمروحية، ويثبت على السارية الرئيسية فوق المروحية، ويوجد أيضا بالمروحية دوار الذيل أو الدوا...

Reaksi adisi elektrofilik etilena. Dalam kimia organik, suatu reaksi adisi elektrofilik adalah suatu reaksi adisi yang melibatkan pemecahan sebuah ikatan π dari suatu senyawa kimia serta pembentukan dua ikatan σ yang baru. Substrat reaksi adisi elektrofilik ini harus merupakan senyawa yang mengandung ikatan rangkap dua atau rangkap tiga.[1] Mekanisme reaksi Dalam reaksi ini, terjadi pembentukan suatu elektrofil X+ yang membentuk ikatan kovalen dengan ikatan C=C tak jenuh yang kaya-e...

German actress, video producer, and presenter This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (September 2022) Faye MontanaBornFaye Montana Briest (2003-09-06) September 6, 2003 (age 20)Occupation(s)Actress, video producer, and presenterYears active2009–present Faye Montana (born September 6, 2003) is a German actress, video producer and presenter. Life Faye Montana's par...

American cable television channel This article is about the original American TV channel. For its namesake company, see The Cartoon Network, Inc. For international feeds, see Cartoon Network (disambiguation). Television channel Cartoon NetworkLogo used since June 5, 2010CountryUnited StatesBroadcast areaNationwideHeadquartersAtlanta, Georgia, U.S.ProgrammingLanguage(s)EnglishSpanish (with SAP, a Spanish language simulcast of the channel is also available)Picture format 1080i HDTV(downscaled t...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: The Waverly School – news · newspapers · books · scholar · JSTOR (September 2018) (Learn how and when to re...

Indian revolutionary (1910–1938) This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: Sukumar Bannerjee – news · newspapers · books · scholar · JSTOR (August ...

中華民國104年度全國羽球團體錦標賽賽事資料日期2015年6月8日－6月14日舉辦地點 中華民國高雄市小港區比賽場地亞太員工綜合運動休閒中心（亞柏會館）← 上一屆 下一屆 → 中華民國104年度全國羽球團體錦標賽是中華民國羽球協會在2015年舉辦的中華民國全國羽球團體錦標賽，為台灣最高級別的羽毛球團體賽事。本次賽事於2015年6月8日至14日在高雄市小港區的亞太�...

Football match Football match1962 FA Charity ShieldMatch programme coverEvent40th FA Charity Shield Ipswich Town Tottenham Hotspur 1 5 Date11 August 1962 (1962-08-11)VenuePortman Road, IpswichRefereeKen Dagnall (Bolton)Attendance20,067← 1961 1963 → The 1962 FA Charity Shield was the 40th FA Charity Shield, an annual football match played between the winners of the previous season's Football League and FA Cup competitions. The match took place on 11 August 1962 at Po...

Action of a golf player hitting the ball with a golf club The golf swing is the action by which players hit the ball in the sport of golf. The golf swing is a complex motion involving the whole body; the technicalities of the swing are known as golf stroke mechanics. There are differing opinions on what constitutes a good golf swing.[1] In Work and Power Analysis of the Golf Swing, Nesbit and Serrano suggest the golf swing has been studied by scientists and mathematicians who have dev...

EpaMarne-EpaFrance Evolution du logotype des Etablissements Publics d'Aménagement de Marne-la-Vallée. Création 17 août 1972[1] (EpaMarne) Dates clés 24 mars 1987[2] : création d'EpaFrance, pour l'aménagement du secteur IV Forme juridique Établissement public à caractère industriel et commercial Slogan L'âme dans l'aménagement Siège social Champs-Sur-Marne France Direction Laurent Girometti[3] (Directeur général) Jean-Baptiste Rey(Directeur général adjoint)[3]Yann Du...

Alternate reality game created by Mind Candy This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Perplex City – news · newspapers · books · scholar · JSTOR (May 2010) (Learn how and when to remove this tem...

Geometric theorem Can a ball be decomposed into a finite number of point sets and reassembled into two balls identical to the original? The Banach–Tarski paradox is a theorem in set-theoretic geometry, which states the following: Given a solid ball in three-dimensional space, there exists a decomposition of the ball into a finite number of disjoint subsets, which can then be put back together in a different way to yield two identical copies of the original ball. Indeed, the reassembly proce...