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ダイハツ・トール > トヨタ・ルーミー トヨタ・ルーミーM900A/M910A型 2020年9月改良型 カスタムG 2WD 2020年9月改良型 G 4WD 2020年9月改良型 カスタムG-T インテリア概要製造会社 ダイハツ工業別名 トヨタ・タンクダイハツ・トールスバル・ジャスティ（5代目）販売期間 2016年11月9日 -ボディ乗車定員 5名ボディタイプ 5ドアトールワゴンエンジン位置 フロント駆動方式 前輪...

Distrik XXIV Tanah JawaGereja HKBP Pematang Tanah Jawa, Ressort Tanah Jawa, Gereja induk (sabungan) Distrik XXIV Tanah Jawa2°52′47″N 99°11′13″E / 2.879594°N 99.186960°E / 2.879594; 99.186960KantorJalan Gereja no. 5 Tanjung Pasir, Tanah Jawa, Simalungun Tanah Jawa , Simalungun Sumatera UtaraWilayah pelayananKabupaten Simalungun (Kecamatan Tanah Jawa, Hutabayu Raja, Hatonduhan, Bosar Maligas) Kabupaten Asahan (Kecamatan Bandar Pasir Mandoge)Ressort11 [1&#...

Pour les articles homonymes, voir Ésope (homonymie). Sauf précision contraire, les dates de cet article sont sous-entendues « avant l'ère commune » (AEC), c'est-à-dire « avant Jésus-Christ ». ÉsopeSculpture grecque pouvant représenter Ésope.BiographieNaissance Vers 620 av. J.-C.Messembrie (en)Décès Vers 564 av. J.-C.DelphesNom dans la langue maternelle ΑἴσωποςÉpoque Antiquité classiqueActivités Fabuliste, philosophe, mythographe, écrivainPériode ...

Sami-Moschee Koordinaten: 52° 25′ 48″ N, 9° 39′ 29″ O52.439.6580555555556Koordinaten: 52° 25′ 48″ N, 9° 39′ 29″ O Ort Hannover Grundsteinlegung 2005 Eröffnung 16. August 2008 Richtung/Gruppierung AMJ Architektonische Informationen Architekt Waqqas Bin Sajid Einzelangaben Kapazität 700 Gebetsraum 1× 213,64 m² 1× 171,57 m² Grundstück 2800 m² Kuppel 1 Kuppeldurchmesser 5 m Minarett 1 Minaretth�...

село Коханівка парк-пам'ятка садово-паркового мистецтва Коханівкапарк-пам'ятка садово-паркового мистецтва Коханівка Країна  Україна Область Одеська область Район  Подільський район Громада Ананьївська міська громада Код КАТОТТГ UA51120010150072851 Основні дані Засноване...

This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: List of Hanggang sa Dulo ng Buhay Ko episodes – news · newspapers · books · scholar · JSTOR (September 2019) (Learn how and when to remove this template message) Hanggang sa Dulo ng Buhay Ko (International title: Obsession / transl. Until the End of My Life) is a 2019 Philippine television drama horr...

See also: HMAS Goolgwai Durraween during trials, July 1940 History Australia Name Seville Durraween[1] OwnerRed Funnel Fisheries Ltd Launched1919 Acquired1928 Out of service1940 Australia (RAN) NameDurraween Commissioned29 July 1940 Decommissioned1 November 1945 General characteristics Tonnage271 gross tonnage[2] Length125.7 ft (38 m)[2] Beam23.5 ft (7 m)[2] Depth12.7 ft (4 m)[2] Speed9 knots Armament 1 × 12-pounder gun 1 ...

Ananda Álbum de estudio de Paulina RubioPublicación 19 de septiembre de 2006(véase Historial de lanzamientos)Grabación Mayo de 2005 – Junio de 2006Género(s) Pop rock latina dance popFormato CD descarga digitalDuración 49:33Discográfica Universal LatinoProductor(es) Cachorro López (productor ejecutivo) Áureo Baqueiro Toy Selectah Christopher Stewart Gustavo Santaolalla Adrián Sosa Gush Montalvo Rick Wake Sacha Trujeque Eric SanicolaCalificaciones profesionales Allmusic enlace Crono...

Indian actor Dhruva SarjaSarja in 2021Born (1988-10-06) 6 October 1988 (age 35)Bangalore, Karnataka, India[1]NationalityIndianOccupationActorYears active2012–presentSpouse Prerana Shankar ​(m. 2019)​RelativesSee Sarja family Dhruva Sarja (born 6 October 1988)[2] is an Indian actor who appears in Kannada films. He made his acting debut in the 2012 film, Addhuri. Career Sarja debuted in films with the 2012 film Addhuri. His portrayal of A...

Mensdorff-Pouilly in 1839 Portrait in 1842 Emmanuel Graf[1] von Mensdorff-Pouilly (24 January 1777 – 28 June 1852) was an army officer in the Imperial-Royal Army of the Austrian Empire, and vice-governor of Mainz. He was the uncle of Queen Victoria and the godfather of her husband, Prince Albert of Saxe-Coburg and Gotha. Life and career The Mensdorff-Pouilly family originated from the barony of Pouilly in Stenay, on the river Meuse in Lorraine. Albert-Louis, Baron de Pouilly et ...

Indian cricketer Arundhati ReddyReddy bowling for India during the 2020 ICC Women's T20 World CupPersonal informationBorn (1997-10-04) 4 October 1997 (age 26)Hyderabad, IndiaBattingRight-handedBowlingRight-arm medium-fastRoleBowlerInternational information National sideIndiaT20I debut (cap 59)19 September 2018 v Sri LankaLast T20I14 July 2021 v England Domestic team information YearsTeam2009/10–2016/17Hyderabad2017/18–presentRailways2019–2020Supernovas2...

Bến Lức Thị trấn Thị trấn Bến Lức Quốc lộ 1 đoạn qua thị trấn Bến LứcHành chínhQuốc gia Việt NamVùngĐồng bằng sông Cửu LongTỉnhLong AnHuyệnBến LứcThành lập1979[1]Loại đô thịLoại IVNăm công nhận2010[2]Địa lýTọa độ: 10°38′09″B 106°29′23″Đ / 10,635838°B 106,489786°Đ / 10.635838; 106.489786 Bản đồ thị trấn Bến Lức Bến Lức Vị trí thị trấn Bến...

主要地方道 新潟県道50号 小出奥只見線主要地方道 小出奥只見線 奥只見シルバーライン 総延長 32.4 km 制定年 1977年 起点 魚沼市本町3丁目【北緯37度13分54.5秒 東経138度57分36.1秒 / 北緯37.231806度 東経138.960028度 / 37.231806; 138.960028 (県道50号起点)】 終点 魚沼市湯之谷芋川【北緯37度09分38.0秒 東経139度14分56.0秒 / 北緯37.160556度 東経139.248889�...

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 Agustus 2012. Isteri-SedarTujuanMemobilisasi pemilih perempuan untuk Partai Sosialis IndonesiaAfiliasiPartai Sosialis Indonesia Isteri-Sedar adalah sebuah organisasi perempuan di Indonesia yang didirikan pada tahun 1930.[1] Partai Sosialis Indonesia (PSI) me...

Autoloading rifle Zastava M92 Zastava M92TypeCarbinePlace of originYugoslavia/SerbiaService historyIn service1992–presentWarsYugoslav WarsKivu conflict[1]Libyan Civil WarBanjska attackProduction historyManufacturerZastava ArmsProducedsince 1992SpecificationsMass3.57 kg (7.87 lb)Length795 mm (31.30 in) stock extended 550 mm (21.65 in) stock foldedBarrel length254 mm (10.0 in)Cartridge7.62×39mm[2]ActionGas-operated, ...

Imperial Metals CorporationTypePublicTraded asTSX: IIIIndustryMetals and MiningFounded1959 (as Imperial Metals and Power Ltd.)HeadquartersVancouver, CanadaKey peopleJ. Brian Kynoch, President and DirectorProductsGold, copper, zinc, lead, molybdenumRevenueC$187.8 Million (2013)[1]5.8%Net incomeC$41.0 Million (2013)[1]25.7%Websitewww.imperialmetals.com Imperial Metals Corporation, known as IMI Imperial Metals Inc. until 2002, is a Canadian metals and mining company. Engagin...

Italian-American physicist (1901–1954) Fermi redirects here. For other uses, see Fermi (disambiguation). Enrico FermiFermi in 1943BornEnrico Fermi(1901-09-29)29 September 1901Rome, ItalyDied28 November 1954(1954-11-28) (aged 53)Chicago, Illinois, U.S.Citizenship Italy (1901–1944) United States (1944–1954) Alma materScuola Normale Superiore di Pisa (laurea)Known for Demonstrating first self-sustaining nuclear chain reaction Fermion Fermi gas Fermi–Dirac statistics Fermi'...

Genus of bats Nyctimene Eastern tube-nosed bat, Nyctimene robinsoni Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Chiroptera Family: Pteropodidae Subfamily: Pteropodinae Tribe: Cynopterini Subtribe: Nyctimenina Genus: NyctimeneBorkhausen, 1797.[1] Type species Vespertilio cephalotesPallas, 1767 Species See text Nyctimene is a genus of bats in the Pteropodidae family.[2] Commonly known as tube-nosed fruit bats,[3]&...

Pierino Bonfanti Nazionalità  Italia Calcio Ruolo Difensore Termine carriera 1942 Carriera Squadre di club1 1935-1937 Mantova24 (0)1937-1938 Reggiana25 (1)1938-1940 Salernitana53 (0)1940-1942 Suzzara? (?) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un trasferimento in prestito.   Modifica dati su Wikidata · Manuale Pierino Bonfanti (Guastalla, 3 gennaio 1912 – ...) è stato un calciatore ...

Sistem persamaan linear dengan tiga variabel, titik temunya adalah solusinya. Sistem persamaan linear adalah sekumpulan persamaan linear yang terdiri dari beberapa variabel. Contohnya adalah: 3 x + 2 y − z = 1 2 x − 2 y + 4 z = − 2 − x + 1 2 y − z = 0 {\displaystyle {\begin{alignedat}{7}3x&&\;+\;&&2y&&\;-\;&&z&&\;=\;&&1&\\2x&&\;-\;&&2y&&\;+\;&&4z&&\;=\;&&-2&am...