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Ilustrasi abad ke-16 atau ke-17 dari The Black Book of Taymouth yang menunjukkan Duncan diapit oleh dua keturunannya. Di sebelah kanan Duncan berdiri cucunya Colin Campbell, Earl Pertama Argyll dan di sebelah kirinya adalah putranya Colin dari Glenorchy. (Deskripsi setelah Boardman, The Campbells.) Duncan Campbell, Lord Pertama Campbell (bahasa Gaelik Klasik Donnchadh mac Cailein, dan juga disebut Donnchadh na-Adh (Inggris: Duncan yang Beruntungcode: en is deprecated ) dari Loch Awe, (†1453...

Peta region Bačka Bačka (Kiril Serbia dan Rusyn: Бачка, Hungaria: Bácska, Latin Serbia dan Kroasia: Bačka, Slowak: Báčka) adalah wilayah di Panonia yang terbentang antara sungai Donau dan Tisa. Wilayah ini terbagi antara Serbia dan Hungaria. Wilayah ini membentuk daerah Vojvodina di Serbia. Novi Sad, ibu kota Vojvodina, berdiri di perbatasan antara Bačka dan Syrmia. Bagian utara Bačka yang lebih kecil kini terletak di Bács-Kiskun di Hungaria. Pranala luar Totoist Atrocities in V...

ملخص معلومات الملف الوصف هذه صورة لشخصية: بلاحة بن زيان المصدر https://scontent-pmo1-1.cdninstagram.com/v/t51.2885-15/sh0.08/e35/s640x640/180633599_950640039084647_6804162438221246891_n.jpg?tp=1&_nc_ht=scontent-pmo1-1.cdninstagram.com&_nc_cat=111&_nc_ohc=5HxcNur6lBIAX9UBLan&edm=AJBgZrYBAAAA&ccb=7-4&oh=ce258773b6537cd838fa7b419283f271&oe=60B43500&_nc_sid=78c662 التاريخ المنتج هذا الملف لا ...

Untuk penerbit buku, lihat Miramax Books. Miramax, LLCJenisAnak perusahaanIndustriFilmTelevisiDidirikan1979; 45 tahun lalu (1979)PendiriBob WeinsteinHarvey WeinsteinKantorpusatLos Angeles, California, Amerika SerikatKaryawan100+IndukThe Walt Disney Company (1993–2010) Filmyard Holdings (2011–2016) beIN Media Group (2016–sekarang) Paramount Global (2020-sekarang)DivisiSaat ini:Miramax TelevisionDulu:Dimension FilmsMiramax Family FilmsPrestige FilmsMillemeter FilmsMiramax Home Entert...

Psycho-Pass is a Japanese anime television series produced by Production I.G, directed by Naoyoshi Shiotani, and written by Gen Urobuchi.[1] The series aired from October 12, 2012 to March 22, 2013 on Fuji TV's Noitamina.[2][3] Funimation has licensed the series in North America and simulcasted the series on their website.[4] On July 6, 2013, Production I.G. president Mitsuhisa Ishikawa said at Anime Expo that production on a second season had begun.[5]...

Voce principale: Football Club Lumezzane. Associazione Calcio LumezzaneStagione 2012-2013Sport calcio SquadraAssociazione Calcio Lumezzane Allenatore Gianluca Festa poi Giovanni Santini Presidente Renzo Cavagna Lega Pro Prima Divisione8º posto nel girone A Coppa ItaliaTerzo turno Coppa Italia Lega ProTerzo turno Maggiori presenzeCampionato: Baraye, Giorico, Inglese (30) Miglior marcatoreCampionato: Inglese (11) StadioNuovo Stadio Comunale 2011-2012 2013-2014 Si invita a seguire il modello d...

For other places with the same name, see Wildwood, Oregon. Wildwood Recreation AreaUnderground stream viewing station at Wildwood Recreation siteLocationMount Hood National Forest, Clackamas County, Oregon, USANearest cityapprox. 39 miles (63 km) from Portland, OregonCoordinates45°21′09″N 121°59′48″W / 45.3526191°N 121.9967476°W / 45.3526191; -121.9967476[1]Area580 acres (230 ha)Governing bodyBureau of Land ManagementWebsiteWildw...

Chronologies Données clés 1895 1896 1897  1898  1899 1900 1901Décennies :1860 1870 1880  1890  1900 1910 1920Siècles :XVIIe XVIIIe  XIXe  XXe XXIeMillénaires :-Ier Ier  IIe  IIIe Chronologies géographiques Afrique Afrique du Sud, Algérie, Angola, Bénin, Botswana, Burkina Faso, Burundi, Cameroun, Cap-Vert, République centrafricaine, Comores, République du Congo, République démocratique du Congo, Côte d'Ivoire, Djibouti, Égyp...

1st Florida Infantry Regiment 1st (McDonell's) Battalion, Florida Infantry 1st and 3rd Consolidated Florida Infantry Regiment Création 1st Florida Infantry Regiment - (5 mai 1861 - mai 1862) 1st (McDonell's) Florida Infantry Battalion - (mai 1862 - août 1862) 1st Florida Infantry Regiment - (août 1862 - décembre 1862) 1st and 3rd Consolidated Florida Infantry Regiment - (Décembre 1862 - 9 avril 1865) 1st Florida Infantry Regiment - (9 avril 1865 - 26 avril 1865) Pays  États confé...

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Overview of intersex people's rights in Germany Intersex rights in GermanyLocation of Germany (dark green)– in Europe (light green & dark grey)– in the European Union (light green)  –  [Legend]Protection of physical integrity and bodily autonomyYes, with loopholesProtection from discriminationNoChanging M/F sex classificationsYesThird gender or sex classificationsYes (since December 2018)MarriageYes (since 1 October 2017) Rights b...

Hungarian politician László TasóMember of the National AssemblyIncumbentAssumed office 27 August 2004 Personal detailsBorn (1963-01-14) 14 January 1963 (age 61)Debrecen, HungaryPolitical partyFideszSpouseMária MegyesiChildrenMarianna AdriennProfessionpolitician The native form of this personal name is Tasó László. This article uses Western name order when mentioning individuals. László Tasó (born 14 January 1963)[1] is a Hungarian politician, member of the Natio...

Ethnic group FloridanosFlag of FloridaTotal populationunknownRegions with significant populations United States ( Florida)LanguagesSpanishReligionPredominantly Roman CatholicRelated ethnic groups Other Hispanos of the United States: Californios, Neomexicanos, Tejanos Other Hispanic and Latino peoples: Chicanos, Mexican Americans, Mexicans, Spaniards, Indigenous Mexican American, Afro-Mexicans, Cubans, Spanish Americans, Louisiana Criollos, Louisiana Isleños, Morisco Americans Flori...

Alphabetic code ID used on the North American railroad network Reporting marks on two Canadian Pacific covered hopper cars; with the left car marked as CP 388686 and the right car marked as SOO 115239 A reporting mark is a code used to identify owners or lessees of rolling stock and other equipment used on certain rail transport networks. The code typically reflects the name or identifying number of the owner, lessee, or operator of the equipment. In North America, the mark, which consists of...

«If I Could Turn Back Time»Sencillo de Cherdel álbum Heart of StoneLado B «Some Guys»Publicación 1 de junio de 1989Formato Disco de viniloGrabación 1988—1989Género(s) Pop y rockDuración 4:14Discográfica GeffenAutor(es) Diane WarrenProductor(es) Diane Warren y Guy Roche «After All» (1989) «If I Could Turn Back Time» (1989) «Just Like Jesse James» (1989) Videoclip «If I Could Turn Back Time» en YouTube. [editar datos en Wikidata] «If I Could Turn Back Time» —li...

Brazilian politician João Paulo KleinübingKleinübing in April 2016Federal Deputy from Santa CatarinaIn office1 February 2015 – 31 January 2019Secretary of Health for Santa CatarinaIn officeFebruary 2015 – December 2016GovernorRaimundo ColomboMayor of BlumenauIn office1 January 2005 – 1 January 2013Preceded byDécio LimaSucceeded byNapoleão BernardesState Deputy for Santa CatarinaIn office1 February 2003 – 31 December 2004 Personal detailsBorn (...

اضغط هنا للاطلاع على كيفية قراءة التصنيف كريبتوبس   المرتبة التصنيفية جنس  التصنيف العلمي  مملكة عليا  أبواكيات مملكة  بعديات حقيقية عويلم  كلوانيات مملكة فرعية  ثانويات الفم شعبة  حبليات شعيبة  فقاريات شعبة فرعية  مسقوفات الرأس عمارة  رباعيات ...

Pour les articles homonymes, voir Vancouver (homonymie). Pour la ville canadienne, voir Vancouver. VancouverGéographiePays  États-UnisÉtat WashingtonComté comté de Clark (siège)Superficie 9,59 km2 (2020)Surface en eau 6,82 %Altitude 52 m, 52 mCoordonnées 45° 37′ 52″ N, 122° 40′ 18″ ODémographiePopulation 190 915 hab. (2020)Densité 19 907,7 hab./km2 (2020)FonctionnementStatut Cité aux États-UnisChef de l'exécu...

Variant of carbon tax that restricts revenue use to direct payments to the people See also: Carbon tax and Cap and Dividend Concept of a carbon fee and dividend A coal power plant in Germany. Fee and dividend will make fossil fuels – coal, oil, and gas – less competitive as a fuel than other options. A carbon fee and dividend or climate income is a system to reduce greenhouse gas emissions and address climate change. The system imposes a carbon tax on the sale of...

كويكب 65 Cybele ونجمان : مبين علي كل منهم قدره الظاهري للسطوع . كلما قل سطوعه زاد مقدار قدره الظاهري. القدر الظاهري (بالإنجليزية: Apparent magnitude)‏ هو مقدار لمعان جرم سماوي عند رؤيته من الأرض. يعتمد الحجم الظاهري لجرم ما على ضيائه، وبعده عن الأرض، وأي إخماد لضوء الجسم ناتج عن الغبار ...