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Artikel ini mengandung karakter istimewa. Tanpa dukungan perenderan yang baik, Anda mungkin akan melihat tanda tanya, kotak, atau simbol lain. Musim di Afrika Utara: Pegunungan Atlas pada bulan Januari dan April. Kalender Berber (Inggris: Berber calendarcode: en is deprecated ) adalah suatu kalender agrikultural yang secara tradisional digunakan di daerah-daerah Afrika Utara, terutama di kalangan suku Berber. Juga dikenal dalam dialek Arab Afrika Utara sebagai ﻓﻼّﺣﻲ fellaḥi (kalen...

Agostino CasaroliSekretaris NegaraTakhtaPorto-Santa RufinaPenunjukan1 Juli 1979Masa jabatan berakhir1 Desember 1990PendahuluJean-Marie VillotPenerusAngelo SodanoJabatan lainKardinal-Uskup Porto-Santa RufinaKardinal-Imam Santi XII ApostoliImamatTahbisan imam27 Mei 1937Tahbisan uskup16 Juli 1967oleh Paus Paulus VIPelantikan kardinal30 Juni 1979oleh Yohanes Paulus IIPeringkatKardinal-ImamInformasi pribadiLahir(1914-11-24)24 November 1914Castel San Giovanni, ItaliaWafat9 Juni 1998(1998-06-09...

スイートリトルライズSweet Little LiesPoster filmSutradaraHitoshi YazakiDitulis olehKaori Eguni (novel)Kyoko Inukai (skenario)PemeranMiki NakataniNao OmoriMei KurokawaPenata musikTakeshi SenooSinematograferIsao IshiiPenyuntingYoshiyuki OkuharaTanggal rilis 13 Maret 2010 (2010-03-13) Durasi117 menitNegara JepangBahasaJepang Sweet Little Lies (スイートリトルライズcode: ja is deprecated ) adalah sebuah film drama Jepang yang berdasarkan novel karya Kaori Eguni, diri...

У Вікіпедії є статті про інші значення цього терміна: Іспанія (значення). Віцекоролівство Нова ІспаніяVirreinato de Nueva España ↓ ↓ Прапор Герб Анахронічна карта, що показує території, які колись були частиною Нової Іспанії (темно-зелені) з додаванням Луїзіани (1764-1803) та претендова�...

Ancient Mesopotamian king Enmebaragesi 𒂗𒈨𒁈𒄄𒋛King of KishRuler of SumerAlabaster vase fragment with transcription of Mebaragesi as king of Kish (illustration). 𒈨𒁈𒋛 𒈗 𒆧me-bara2-si lugal kishMebarasi, King of Kish[1]King of the First dynasty of KishReignEDI (2900-2700 BC)[2]PredecessorIltasadumSuccessorAga of KishIssueAga of KishDynastyKish I Enmebaragesi (Sumerian: 𒂗𒈨𒁈𒄄𒋛 Enmebárgisi [EN-ME-BARA2-GI4-SE])[3] originally Mebaras...

American Egyptologist Renée Friedman is an American Egyptologist, primarily known for her work at Nekhen (Hierakonpolis). Life Friedman received her BA from the University of California at Berkeley, where her thesis was on the predynastic Egyptian cemetery at Naga ed Der. She earned her PhD in 1994 for work on predynastic ceramics. In 1996, along with Barbara Adams,[1] she began working as co-director of the American Hierakonpolis Expedition,[2] which had been on a 4-year hia...

FFI 1991 1991 - Jakarta Film Terpilih: Berkas:Cinta dalam sepotong roti.jpgCinta dalam Sepotong Roti Sutradara Terpilih: Imam Tantowi - Soerabaia 45 Aktor Terpilih: Tio Pakusadewo - Lagu untuk Seruni Aktris Terpilih: Lydia Kandou - Boneka dari Indiana Festival Film Indonesia 1991 adalah Festival Film Indonesia yang ke-XXII dan diadakan di Jakarta. Film yang lolos seleksi Bernafas dalam Lumpur Boneka dari Indiana Boss Carmad Cinta dalam Sepotong Roti Cintaku di Way Kambas Ketika Dia Pergi Lag...

Village in Alborz province, Iran For other places with the same name, see Shahrak-e Taleqani. Village in Alborz, IranShahrak-e Taleqani Persian: شهرك طالقانيVillageShahrak-e TaleqaniCoordinates: 35°52′28″N 50°53′46″E / 35.87444°N 50.89611°E / 35.87444; 50.89611[1]CountryIranProvinceAlborzCountyKarajDistrictCentralRural DistrictGarmdarrehPopulation (2016)[2] • Total111Time zoneUTC+3:30 (IRST) Shahrak-e Taleqani (Pe...

Loggia del Mercato Nuovo Loggia del Mercato Nuovo (pengucapan bahasa Italia: [ˈlɔddʒa del merˈkaːto ˈnwɔːvo]), yang dikenal sebagai Loggia del Porcellino (IPA: [ˈlɔddʒa del portʃelˈliːno]), adalah sebuah bangunan di Florence, Italia. Bangunan tersebut dipanggil demikian untuk membedakannya dari Mercato vecchio (IPA: [merˈkaːto ˈvɛkkjo]; pasar tua) yang dulu berlokasi di daerah Piazza della Repubblica saat ini.[1] Sumber ^ Capecchi G., Baldini L., Agost...

Katedral Votuporanga Keuskupan Votuporanga adalah sebuah keuskupan suffragan di provinsi gerejawi Metropolitan Keuskupan Agung Ribeirão Preto, di barat laut Negara Bagian São Paulo, selatan Brazil. Tahta katedralnya adalah Catedral Nossa Senhora Aparecida, yang didedikasikan kepada Bunda dari Aparecida, di Votuporanga, Negara Bagian São Paulo. Pranala luar dan sumber GCatholic lbsKeuskupan Gereja Katolik di BrasilDaftar dikelompokkan menurut Provinsi GerejawiAparecida Keuskupan Agung Apare...

2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...

Distance between the centers of the front and rear wheels For the British TV series of the same name, see Wheelbase (TV series). 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: Wheelbase – news · newspapers · books · scholar · JSTOR (December 2011) (Learn how and when to remove this message) Wheelbase (measu...

Repulsive force in quantum mechanics In astrophysics and condensed matter physics, electron degeneracy pressure is a quantum mechanical effect critical to understanding the stability of white dwarf stars and metal solids. It is a manifestation of the more general phenomenon of quantum degeneracy pressure. In metals and white dwarf stars, electrons can be modeled as a gas of non-interacting electrons confined to a finite volume. In reality, there are strong electromagnetic forces between the n...

B or Trainer 1937-built Tipsy B at the Schaffen-Diest (Belgium) rally in August 2009. Its registration incorporates the initials of its designer. Role Two-seat sport aircraftType of aircraft National origin Belgium Manufacturer Avions Tipsy, Gosselies Aerodrome, Charleroi[1] Designer Ernest Oscar Tips First flight 8 May 1937 Number built 42 The Tipsy B was a small sports two-seat monoplane designed by Ernest Oscar Tips, and built in both Belgium and the UK. A total of 42 was built, a...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. فاز بجائزة أفضل لاعب كرة قدم في العالم 1998 الفرنسي زين الدين زيدان.[1] مراجع ^ FIFA Awards – World Player of the Year - Top 10. RSSSF. مؤرشف من الأصل في 2016-01-12. اطلع عليه بتاريخ 2016-03-31. عنتجائزة الفيف�...

First shogun of Japan and of the Kamakura Shogunate from 1192 to 1199 In this Japanese name, the surname is Minamoto. Minamoto no Yoritomo源 頼朝Portrait by Fujiwara no Takanobu, 1179ShōgunIn officeJuly 12, 1192 – February 9, 1199MonarchGo-TobaPreceded byShogunate establishedSucceeded byMinamoto no YoriieHead of the Kawachi Genji (Minamoto clan)Preceded byMinamoto no YoshitomoSucceeded byMinamoto no Yoriie Personal detailsBornMay 9, 1147[citation needed]Atsuta, Owari Pr...

Google Play Kios Google Play Kios berjalan di AndroidTipeperangkat lunak Versi pertama20 November 2013; 10 tahun lalu (2013-11-20)GenreKios surat kabar digital, Pembaca umpanKarakteristik teknisSistem operasiAndroid, iOSPlatformAndroid dan iOS (mul) Ukuran10.8 MB (Android) 13.2 MB (iOS)Format berkasDaftarRePub (en) Informasi pengembangPengembangGooglePenerbitGoogle Play Sumber kode Google Playcom.google.android.apps.magazines Informasi tambahanSitus webnewsstand.google.com (bahasa I...

Cet article concerne l'élément chimique, le corps simple et ses composés. Pour les autres significations, voir Palladium (homonymie). Palladium Corps simple palladium, métal blanc brillant, parfois gris blanc. Rhodium ← Palladium → ArgentNi    46 Pd                                                                 ...

رومان شيشكين   معلومات شخصية الميلاد 27 يناير 1987 (37 سنة)[1][2]  فارونيش  الطول 1.77 م (5 قدم 9 1⁄2 بوصة) مركز اللعب مدافع الجنسية روسيا  معلومات النادي النادي الحالي FC Krasnoye Znamya Noginsk [الإنجليزية]‏ الرقم 49 مسيرة الشباب سنوات فريق 1997–2001 فاكل فارونيش&...

Compactness redirects here. For other uses, see Compactness (disambiguation). Type of mathematical space Per the compactness criteria for Euclidean space as stated in the Heine–Borel theorem, the interval A = (−∞, −2] is not compact because it is not bounded. The interval C = (2, 4) is not compact because it is not closed (but bounded). The interval B = [0, 1] is compact because it is both closed and bounded. In mathematics, specifically general topology, compactness is a property tha...