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Rumah Baghi Besemah di kaki Gunung Dempo Ghumah Baghi atau Rumah Baghi, atau Ghumah Tatahan[1], merupakan rumah adat tradisional di Provinsi Sumatera Selatan yang dibangun oleh Suku Besemah (atau disebut juga Pasemah). Secara etimologis dalam Bahasa Indonesia Ghumah artinya Rumah, sedangkan Baghi (dibaca: bari) artinya tua.[2] Selain diartikan sebagai rumah lama, tua atau kuno, bisa juga Ghumah Baghi disebut sebagai rumah peninggalan zaman dahulu kala.[3] Bagi komunita...

This article is about the 2007 television series. For the 2003 film, see Lastikman (2003 film). For the 2004 film, see Lastikman: Unang Banat. This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (August...

2016 local election results in West Oxfordshire The 2016 West Oxfordshire District Council election was held on 5 May 2016 to elect members of West Oxfordshire District Council in England.[1][2] This was on the same day as other local elections. Elections were held for 17 of the 49 seats on the council. No seats changed hands. The Conservative Party held 12 seats, the Labour Party held three seats and the Liberal Democrats held two seats. The Conservatives remained in overall...

Pour les articles homonymes, voir ANSP. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne s'appuie pas, ou pas assez, sur des sources secondaires ou tertiaires (décembre 2021). Pour améliorer la vérifiabilité de l'article ainsi que son intérêt encyclopédique, il est nécessaire, quand des sources primaires sont citées, de les associer à des analyses faites par des sources secondaires. Agence nationale de santé publiqueLogo de l'agence n...

Peta perubahan wilayah Amerika Serikat. Amerika Serikat terletak di tengah-tengah benua Amerika Utara, dibatasi oleh Kanada di sebelah utara dan Meksiko di sebelah selatan. Negara Amerika Serikat terbentang dari Samudra Atlantik di pesisir timur hingga Samudra Pasifik di pesisir barat, termasuk kepulauan Hawaii di lautan Pasifik, negara bagian Alaska di ujung utara benua Amerika, dan beberapa teritori lainnya. Penetap pertama wilayah yang kini menjadi Amerika Serikat berasal dari Asia sekitar...

Untuk kegunaan lain, lihat Sriwijaya dan Sriwijaya (disambiguasi). Sriwijaya Air IATA ICAO Kode panggil SJ SJY SRIWIJAYA Didirikan2003Mulai beroperasi10 November 2003Pusat operasi Jakarta Soekarno–Hatta Makassar Anak perusahaanNAM AirArmada6[1]Tujuan11[2]Kantor pusatTangerang, IndonesiaTokoh utamaJefferson Irwin Jauwena (Direktur Utama)Situs webwww.sriwijayaair.co.id Sriwijaya Air adalah sebuah maskapai penerbangan di Indonesia. Sriwijaya Air didirikan oleh keluarga Lie (Hen...

Bacarai KasihStiker label singel Bacarai KasihSingel oleh Orkes GumarangSisi-AIyo-IyoFormatpelat 10GenreJazz latinmusik MinangDurasi2:48[1]LabelMutiara MA-09-APPenciptaAsbon Madjid Bacarai Kasiah adalah sebuah lagu yang diciptakan oleh Asbon Madjid, serta dinyanyikan oleh Orkes Gumarang dengan iringan vokal oleh Nurseha. Referensi ^ Ijo-Ijo / Batjarai Kasiah. Orkes Gumarang. Mutiara.  Pranala luar Ijo-Ijo / Batjarai Kasiah di Discogs (Indonesia) Ijo-Ijo / Batjarai Kasiah di Irama...

Persatuan Wartawan IndonesiaSingkatanPWITanggal pendirian9 Februari 1946; 78 tahun lalu (1946-02-09)Kantor pusatGedung Dewan Pers Lantai IV, Jl. Kebon Sirih No. 34 Jakarta Pusat, DKI Jakarta IndonesiaKetua UmumHendry CH BangunKetua Dewan KehormatanIlham BintangSitus webpwi.or.id Persatuan Wartawan Indonesia (PWI) adalah organisasi profesi wartawan pertama di Indonesia.[1] PWI berdiri pada 9 Februari 1946 di Surakarta. Tanggal tersebut juga disebut sebagai Hari Pers Nasional.[...

Medical conditionOvarian torsionOther namesAdnexal torsion[1]Arteries of the female reproductive tract: uterine artery, ovarian artery and vaginal arteries. (Ovary and ovarian artery visible in upper right.)SpecialtyGynecologySymptomsPelvic pain[2]ComplicationsInfertility[2]Usual onsetClassically sudden[2]Risk factorsOvarian cysts, ovarian enlargement, ovarian tumors, pregnancy, tubal ligation[3][2]Diagnostic methodBased on symptoms, ultrasound,...

Основная статья: Татары Татары в Санкт-Петербурге Численность 30857[1][2] Расселение  Россия Язык татарский, русский Религия ислам, реже православие Входит в Расселение татар в России Татары в Санкт-Петербурге — представители различных групп татар, проживаю...

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ASD Calcio CastellanaCalcio Segni distintiviUniformi di gara Casa Trasferta Colori sociali Azzurro, bianco Simbolistella Dati societariCittàCastellana Grotte Nazione Italia ConfederazioneUEFA Federazione FIGC CampionatoSeconda Categoria Fondazione1928 Scioglimento2014Rifondazione2015PresidenteGiuseppe Pellegrino AllenatoreMaurizio Mazzarelli StadioStadio Azzurri d'Italia (erba artificiale)( posti) PalmarèsSi invita a seguire il modello di voce L'A.S.D. Calcio Castellana, o semplicement...

0000 compilation album by David SylvianA Victim of Stars 1982–2012Compilation album by David SylvianReleased UK: 27 February 2012 US: 3 April 2012[1] Recorded1982–2012GenreArt popart rockambientalternative rockexperimental rockLength156:27LabelVirgin/EMIProducerDavid SylvianRyuichi SakamotoSteve NyeRain Tree CrowDavid BottrillSteve JansenBurnt FriedmanDavid Sylvian chronology Died in the Wool – Manafon Variations(2011) A Victim of Stars 1982–2012(2012) There's a Light...

Ternary operation on vectors This article is about ternary operations on vectors. For other uses, see Triple product (disambiguation). Signed volume redirects here. For autographed books, see Bibliophilia. In geometry and algebra, the triple product is a product of three 3-dimensional vectors, usually Euclidean vectors. The name triple product is used for two different products, the scalar-valued scalar triple product and, less often, the vector-valued vector triple product. Scalar triple pro...

محور جمال حمدان البلد مصر  المكان مصر بداية الإنشاءات 2022  إحداثيات 26°40′04″N 31°38′10″E / 26.667789432048°N 31.636023031209°E / 26.667789432048; 31.636023031209   تعديل مصدري - تعديل   محور جمال حمدان - سابقًا محور المراغة - هو محور في مدينة المراغة، سوهاج ويربط غرب النيل بشرق النيل.[1&#...

Horse used by Gautama Buddha prior to his renunciation This article needs attention from an expert in Buddhism. The specific problem is: Article lacks references to original texts. WikiProject Buddhism may be able to help recruit an expert. (February 2015) Part of a series onBuddhism Glossary Index Outline History Timeline The Buddha Pre-sectarian Buddhism Councils Silk Road transmission of Buddhism Decline in the Indian subcontinent Later Buddhists Buddhist modernism DharmaConcepts Four Nobl...

Voce principale: Mantova Football Club. Mantova Football ClubStagione 2012-2013Sport calcio Squadra Mantova Allenatore Sauro Frutti (1ª-17ª) Giuseppe Brucato (18ª-34ª) Presidente Bruno Bompieri Michele Lodi Seconda Divisione9º posto Coppa Italia Lega Profase a gironi Maggiori presenzeCampionato: Spinale (33) Miglior marcatoreCampionato: Del Sante (14) StadioDanilo Martelli 2011-2012 2013-2014 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti i...

Pour les articles homonymes, voir Melquíades Álvarez et Alvarez. Melquíades ÁlvarezMelquíades ÁlvarezFonctionsDéputé aux Cortes républicainesIIIe législature de la Seconde République espagnole (d)Oviedo (d)28 février - 20 mars 1936Député aux Cortes républicainesIIe législature de la Seconde République espagnole (d)Oviedo (d)Parti républicain libéral démocrate29 novembre 1933 - 7 janvier 1936Député aux Cortes républicaines1re législature de la Deuxième République esp...

Cercle Arctique T. Cancer Équateur T. Capricorne Cercle AntarctiqueTracé du méridien de 159° est En géographie, le 159e méridien est est le méridien joignant les points de la surface de la Terre dont la longitude est égale à 159° est. Géographie Dimensions Comme tous les autres méridiens, la longueur du 159e méridien correspond à une demi-circonférence terrestre, soit 20 003,932 km. Au niveau de l'équateur, il est distant du méridien de Greenwich de 17
...

Scottish historian (born 1964) For other people with similar names, see Neil Ferguson (disambiguation). SirNiall FergusonHonFRSEFerguson in 2017BornNiall Campbell Ferguson (1964-04-18) 18 April 1964 (age 60)Glasgow, ScotlandCitizenshipUnited KingdomUnited StatesSpouses Sue Douglas ​ ​(m. 1994; div. 2011)​ Ayaan Hirsi Ali ​(m. 2011)​Children5Academic backgroundEducationMagdalen College, Oxford(MA, DPhil)Universit...