Instruksi Kepala Daerah Istimewa Yogyakarta 1975
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تاريخ آسيا الوسطى تعديل مصدري - تعديل دول وسط آسيا إن تاريخ آسيا الوسطى يتعلق بتاريخ الشعوب المختلفة التي سكنت آسيا الوسطى. لقد تم تحديد نمط حياة هؤلاء الأشخاص في المقام الأول من خلال مناخ المنطقة وجغرافيتها. إن جفاف المنطقة يجعل الزراعة صعبة ، كما أن المسافة من الب�...
For other settlements called Waterville, see Waterville. Village in New York, United StatesWaterville, New YorkVillageThe Waterville Triangle Historic District.Location in Oneida County and the state of New York.Coordinates: 42°55′54″N 75°22′36″W / 42.93167°N 75.37667°W / 42.93167; -75.37667CountryUnited StatesStateNew YorkCountyOneidaArea[1] • Total1.42 sq mi (3.67 km2) • Land1.42 sq mi (3.67 k...
Artikel ini merupakan bagian dariseri mengenai:Komunisme KonsepFilosofi Marxis Ekonomi Marxian Materialisme historis Nilai lebih Mode produksi Perjuangan kelas Masyarakat Tanpa Kelas Internasionalisme proletariat Revolusi Dunia Aspek Negara komunis Partai komunis Revolusi komunis Simbolisme komunis Komunisme dan agama Sejarah komunisme Jenis Marxisme Leninisme Trotskyisme Maoisme Luxemburgisme Titoisme Stalinisme Castroisme Guevarisme Hoxhaisme Juche Komunisme sayap kiri Dewan komunisme Komun...
Historical Native American tribe from Florida and Georgia, US For other uses, see Apalachee (disambiguation). ApalacheeApalachee territory in the Florida PanhandleTotal populationextinct as a tribeRegions with significant populationsUnited States Florida, southwestern GeorgiaLanguagesApalacheeRelated ethnic groupsother Muskogean peoples The Apalachee were an Indigenous people of the Southeastern Woodlands, specifically an Indigenous people of Florida, who lived in the Florida Panhandle until ...
Election in Virginia Main article: 1912 United States presidential election 1912 United States presidential election in Virginia ← 1908 November 5, 1912 1916 → Nominee Woodrow Wilson William Howard Taft Theodore Roosevelt Party Democratic Republican Progressive Home state New Jersey Ohio New York Running mate Thomas R. Marshall Nicholas M. Butler Hiram W. Johnson Electoral vote 12 0 0 Popular vote 90,332 23,288 21,777 Percentage 65.95% 17.00% 1...
Overview of sports traditions and activities in the United States of America From top, left to right: baseball stadium Michael Jordan with the Chicago bulls, Fenway Park, Sydney McLaughlin, Danica Patrick, American football Army–Navy Game, skateboarder, the 1980 Miracle on Ice hockey game, USA soccer team, The start of the 2015 Daytona 500, and golfer Michelle Wie West.This article is part of a series on theCulture of the United States Society History Language People race and ethnicity Reli...
Unfair act by a player in association football A Venn diagram showing the relationship between fouls and misconduct in association football, with examples. The offside offence is an example of a technical rule infraction that is neither a foul nor a misconduct. The referee is given considerable discretion as to the rules' implementation, including deciding which offences are cautionable unsportsmanlike conduct. In the sport of association football, fouls and misconduct are acts committed by p...
Chronologies Données clés 1786 1787 1788 1789 1790 1791 1792Décennies :1750 1760 1770 1780 1790 1800 1810Siècles :XVIe XVIIe XVIIIe XIXe XXeMillénaires :-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...
Ираклеониты — ученики гностика Ираклеона (II век). Упоминаются как особая секта Епифанием и Августином; при крещении и миропомазании они соблюдали обряд помазания елеем и при этом произносили воззвания на арамейском языке, которые должны были освободить душу от власт�...
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?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2017年4月) コルクを打ち抜いて作った瓶の栓 コルク(木栓、�...
Abdul Fattah as-Sisi Presiden Mesir ke-6PetahanaMulai menjabat 8 Juni 2014Perdana MenteriIbrahim MahlabSherif IsmailMoustafa MadboulyPendahuluAdly Mansour (Penjabat)PenggantiPetahanaDeputi Perdana Menteri MesirMasa jabatan16 Juli 2013 – 26 Maret 2014Perdana MenteriHazem Al Beblawi (Penjabat)Ibrahim Mahlab (Penjabat)PendahuluMomtaz El-SaeedPenggantiKosongKetua Uni AfrikaMasa jabatan10 Februari 2019 – 10 Februari 2020PendahuluPaul KagamePenggantiCyril RamaphosaMent...
This article is about the album. For the song, see Welcome to the Black Parade. For other uses, see Black Parade (disambiguation). 2006 studio album by My Chemical RomanceThe Black ParadeStudio album by My Chemical RomanceReleasedOctober 23, 2006 (2006-10-23T24)RecordedApril–August 2006StudioEl Dorado, Burbank, California, U.S.Genre Alternative rock emo pop-punk hard rock punk rock progressive rock Length51:53LabelRepriseProducer Rob Cavallo My Chemical Romance My Che...
المسمار الذهبي (القرص البرونزي في الجزء السفلي من الصورة) أو نوع المقطع لنقطة ومقطع طبقة الحدود العالمية (GSSP) الخاصة لقاعدة العصر الإدياكاري (إدياكارا، جنوب أستراليا) المسمار الذهبي تحدد علامة لنقطة ومقطع طبقة الحدود العالمية نقطة ومقطع طبقة الحدود العالمية (بالإنجليزية: G...
Chorioallantoic membraneThe chorioallantoic membrane of a developing chick covered with Smallpox virus pocksIdentifiersMeSHD049033Anatomical terminology[edit on Wikidata] The chorioallantoic membrane (CAM), also known as the chorioallantois, is a highly vascularized membrane found in the eggs of certain amniotes like birds and reptiles. It is formed by the fusion of the mesodermal layers of two extra-embryonic membranes – the chorion and the allantois.[1] It is the avian homolog...
Pixar CanadaJenisAnak perusahaan dari PixarNasibTutupDidirikan20 April 2010Ditutup8 Oktober 2013KantorpusatVancouver, British Columbia, KanadaTokohkunciAmir Nasrabadi (manajer umum)[1]Dylan Brown (direksi kreatif)[1]Darwyn Peachey (kepala petugas teknis)[1]PemilikThe Walt Disney CompanyKaryawan100 (2013)[2]IndukPixarSitus webwww.pixarcanada.com Pixar Canada dulu adalah anak perusahaan yang sepenuhnya dimiliki oleh Pixar Animation Studios. Perusahaan ini t...
Iranian series of protests 2019–2020 Iranian protestsPart of 2017–2021 Iranian protests and Persian Gulf crisis (2019–present)Date15 November 2019 – 19 November 2019 (4 days, main phase)Spillover clashes lasted until 16 July 2020LocationThroughout Iran, in 29 provinces, 104 cities and 719 places.[1]Caused by Increase in fuel prices Crackdowns of previous waves of the Iranian Democracy Movement, such as the 2017–2018 Iranian protests, resulting in failures to deliver the dema...
Si EntongGenre Drama Komedi Fantasi Religi Pembuat Indika Entertainment Mega Entertainment Ditulis oleh Naijan Lengkong Zaenal Radar T Imam Salimy Skenario Naijan Lengkong Zaenal Radar T Imam Salimy Pemeran Fachri Muhammad Adi Bing Slamet Rheina Maryana Anna Shirley Rana Cynthia Niesrina Ucup Nirin Yuni Sulistyawati Kemal Fathurrakhman Penggubah lagu temaBenyamin SLagu pembukaSang Bango oleh Benyamin SLagu penutupSang Bango oleh Benyamin SNegara asalIndonesiaBahasa asliBahasa IndonesiaJmlh. ...
Aeroporto di Londra-Heathrowaeroporto(EN) London Heathrow Airport Terminal 5 dell'aeroporto Codice IATALHR Codice ICAOEGLL Codice WMO03772 Nome commercialeAeroporto Intercontinentale di Londra-Heathrow DescrizioneTipoCivile ProprietarioHeathrow Airport Holdings GestoreHeathrow Airport Limited Gestore torre di controlloNATS Holdings Stato Regno Unito Regione/area/distrettoGreater London CittàLondra PosizioneHillingdon HubBritish AirwaysVirgin Atlantic Costruzione1929 Altitudine24...
Pierre de La Baume Biographie Naissance 1477à Montrevel Duché de Savoie Père Guy de La Baume (d) Mère Jeanne de Longwy (d) Ordre religieux Ordre cistercien Décès 4 mai 1544 à Arbois Saint-Empire Cardinal de l'Église catholique Créécardinal 19 décembre 1539 par le pape Paul III Titre cardinalice Cardinal-prêtre de S. Giovanni e Paolo Évêque de l'Église catholique Archevêque de Besançon 29 décembre 1541 – 27 juin 1543 Antoine Ier de Vergy Claude de la Baume Évêque-coadjut...
For other uses, see Universal (disambiguation). Characterizing property of mathematical constructions The typical diagram of the definition of a universal morphism. In mathematics, more specifically in category theory, a universal property is a property that characterizes up to an isomorphism the result of some constructions. Thus, universal properties can be used for defining some objects independently from the method chosen for constructing them. For example, the definitions of the integers...