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Cet article est une ébauche concernant une localité kosovare. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Gjakovë/Đakovica Ђаковица Vue générale de Gjakovë/Đakovica Administration Pays Kosovo District District de Gjakovë/ĐakovicaDistrict de Pejë/Peć Commune Gjakovë/Đakovica Maire Ardian Gjini Démographie Gentilé Djakovare Population 40 827 hab. (2011) Géographie Coordonnées...

Resolusi 828Dewan Keamanan PBBLokasi EritreaTanggal26 Mei 1993Sidang no.3.218KodeS/RES/828 (Dokumen)TopikPenambahan anggota baru PBB: EritreaHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Brasil Tanjung Verde Djibouti Spanyol Hungaria Jepang Maroko Selandia Baru Pakistan Venezuela Resolusi Dewan Keamanan Perserikatan Bangsa-Bangsa 828...

Límites Mapa de la ubicación y límites de Honduras Honduras tiene límites con otros tres países centroamericanos y dos líneas de costas bañadas por mares diferentes. Al norte, el territorio hondureño limita con el mar Caribe, en el Océano Atlántico, hasta el cabo Gracias a Dios, en una extensión de litoral de 671 km aproximadamente. En el Atlántico, Honduras comparte límites marítimos con Belice, Guatemala, Cuba, Jamaica, Gran Caimán, México, Nicaragua, y Colombia. Al Oeste y ...

Координати: 39°39′36″ пн. ш. 121°36′00″ зх. д. / 39.66000000002777170° пн. ш. 121.6000000000277765366263338° зх. д. / 39.66000000002777170; -121.6000000000277765366263338 Округ Б'ютт, Каліфорнія На мапі штату Каліфорнія Розташування штату Каліфорнія на мапі США Заснований 1850 Центр Оровілл Найб�...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Gabriele Reuter pada tahun 1907 Gabriele Reuter (8 Februari 1859 – 16 Januari 1941) adalah seorang penulis Jerman. Gabriele Reuter, yang banyak dibaca di masa hidupnya meskipun sekarang hampir terlupakan, dikenal dengan novelnya From a...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (يونيو_2011) ترتيب المدارك وتقريب المسالك لمعرفة أعلام مذهب مالكمعلومات عامةالمؤلف القاضي عياض اللغة العربية الموضوع...

متفاقمة داء الانسداد الرئوي المزمن هو سوء مفاجئ وازدياد مفاجئ في أعراض داء الانسداد الرئوي المزمن مثل (انقطاع النفس وسعال مع البلغم) ويستمر لأيام معدودة.[1][2][3] تثار هذه الأعراض بالعدوى البكتيرية والفيروسية أو بواسطة الملوثات البيئية. 75% من الحالات تكون بسبب ال�...

Chinese Communist female diplomat MadameGong Peng龔澎Gong Peng as a youthBornGong Cisheng (龔慈生)(1914-10-10)October 10, 1914Yokohama, Kanagawa Prefecture, JapanDiedSeptember 28, 1970(1970-09-28) (aged 55)Beijing, People's Republic of ChinaOther namesGong Weihang (龔維航)Occupation(s)Official, spokeswomanSpouse(s)Liu Wenhua (1938–1942)Qiao Guanhua (1943–1970)ParentsGong Zhenzhou (father)Xu Wen (mother) In this Chinese name, the family name is Gong. Gong PengSimplified C...

Common English pub name Devonshire Arms pub sign in July 2006, featuring the punning Latin inscription Cavendo tutus (I should/must beware all), alluding to the Devonshire / Cavendish family[1] The Devonshire Arms is a moderately common name for an English pub. The name is for the Dukes of Devonshire, members of the peerage from a wealthy aristocratic family. Etymology The name attributes the Duke (and often his wife the Duchess) of Devonshire, a peerage which is today the main peerag...

Form of physique training Fitness and figure competition Fitness and figure competition is a class of physique-exhibition events mainly for women but also men. While bearing a close resemblance to bodybuilding, its emphasis is on muscle definition, not size. The class was introduced when bodybuilding's popularity began to decline.[1] Overview Fitness and Figure are distinct forms of competition. In the older Fitness discipline, female competitors showcase their physiques (which are le...

British television series SinbadGenreAction/AdventureFantasyFamily sagaWritten byJames DormerJack LothianSteve ThompsonHarriet WarnerNeil BiswasJack ThorneRichard KurtiBev DoyleDirected byBrian GrantColin TeagueAndy WilsonStarringElliot KnightNaveen AndrewsDimitri LeonidasMarama CorlettElliot CowanEstella DanielsJunix InocianTuppence MiddletonOrla BradyCountry of originUnited KingdomOriginal languageEnglishNo. of series1No. of episodes12 (list of episodes)ProductionExecutive producersDanielle...

Disputed island in the South China Sea Taiping IslandDisputed islandTaiping IslandPratas IslandTaiping IslandKaohsiungclass=notpageimage| Location of Pratas Island, Taiping Island Legend： Pratas Island Taiping Island KaohsiungTaiping IslandOther namesItu Aba (Malay)[note 1]Tàipíng Dǎo (太平島/太平岛) (Mandarin Chinese)Ligao Island (Philippine English)Pulo ng Ligaw (Filipino)Đảo Ba Bình (Vietnamese)Huángshānmǎ Jiāo (黃山馬礁/黄山马礁) (Mandarin Chinese)Huáng...

Filipino artist (1912–1969) In this Philippine name, the middle name or maternal family name is Villaluz and the surname or paternal family name is Francisco. Botong FranciscoFrancisco on a 2012 stamp of the PhilippinesBornCarlos Modesto Villaluz Francisco[1](1912-11-04)November 4, 1912Angono, Rizal, Philippine IslandsDiedMarch 31, 1969(1969-03-31) (aged 56)Angono, Rizal, PhilippinesResting placeAngono Catholic CemeteryNationalityFilipinoOther namesBotongOccupatio...

Cổ Thượng Tảo Thời Thiên Thời Thiên - tranh Utagawa Kuniyoshi Tên Giản thể 时迁 Phồn thể 時遷 Bính âm Shi Qian Địa tặc tinh Tên hiệu Cổ Thượng Tảo Vị trí 107, Địa Tặc Tinh Xuất thân Trộm, đào mộ cổ Chức vụ Bộ quân Đầu lĩnh, lo phi báo việc cơ mật Binh khí Tay không, thương (hiếm hoi) Xuất hiện Hồi 46 Thì Thiên hay Thời Thiên (Giản thể: 时迁; Phồn thể: 時遷) là một nhân vật hư c�...

Bagian dari seriGereja Katolik menurut negara Afrika Afrika Selatan Afrika Tengah Aljazair Angola Benin Botswana Burkina Faso Burundi Chad Eritrea Eswatini Etiopia Gabon Gambia Ghana Guinea Guinea-Bissau Guinea Khatulistiwa Jibuti Kamerun Kenya Komoro Lesotho Liberia Libya Madagaskar Malawi Mali Maroko Mauritania Mauritius Mesir Mozambik Namibia Niger Nigeria Pantai Gading Republik Demokratik Kongo Republik Kongo Rwanda Sao Tome dan Principe Senegal Seychelles Sierra Leone Somalia Somaliland ...

Local government area in New South Wales, AustraliaEurobodalla ShireNew South WalesLocation in New South WalesPopulation40,593 (2021 census)[1] • Density11.8409/km2 (30.6678/sq mi)Established1913Area3,428.2 km2 (1,323.6 sq mi)MayorMathew HatcherCouncil seatMoruya[2]RegionSouth CoastState electorate(s)BegaFederal division(s) Gilmore Eden-Monaro WebsiteEurobodalla Shire LGAs around Eurobodalla Shire: Queanbeyan–Palerang Shoalhaven Shoalhaven Sno...

Xerox DaybreakXerox 6085Also known asXerox 6085 PCS, Xerox 1186DeveloperXeroxManufacturerXeroxTypeWorkstationRelease date1985; 38 years ago (1985)Introductory priceUS$4,995 (equivalent to $13,600 in 2022)[1]Discontinued1989 (1989)Operating systemViewPointCPUMesa 8 MHz processor, Intel 80186 auxiliary processors for PC emulation and I/OMemory1.1 MB, expandable to 3.7 MB; 4 MB for Xerox 6085-2Storage10, 20, 40, or 80 MB hard drive and 5¼-inch floppy disk driv...

This article is about the school in Nevada. For the school in Oregon, see Bonanza Jr./Sr. High School. 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: Bonanza High School – news · newspapers · books · scholar · JSTOR (March 2014) (Learn how and when to remove this template message) School in Las Vegas, Clark...

Equivalence of distributive lattices and set families This is about lattice theory. For other similarly named results, see Birkhoff's theorem (disambiguation). In mathematics, Birkhoff's representation theorem for distributive lattices states that the elements of any finite distributive lattice can be represented as finite sets, in such a way that the lattice operations correspond to unions and intersections of sets. The theorem can be interpreted as providing a one-to-one correspondence betw...