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Air Crash InvestigationGenreDokumenterPembuatAndré BarroNaratorStephen Bogaert (untuk versi Kanada and AS) Jonathan Aris (untuk versi Australia and UK)Negara asalKanadaBahasa asliBahasa InggrisJmlh. musim19Jmlh. episode180ProduksiDurasi40–50 menitRumah produksiCineflix ProductionsRilis asliJaringanDiscovery Channel KanadaNational Geographic ChannelRilis3 September 2003 (2003-09-03) –sampai sekarang Air Crash Investigation (juga dikenal sebagai Mayday di luar Britania Raya, Austral…

Lomba Cipta Lagu Remaja 1977Kompilasi karya Various ArtistDirilis1977GenrePopLabelPramborsProduserPrambors RasisoniaSeries - -'-'String Module Error: Match not found LCLR 1977 (1977) LCLR 1978 (1978)'LCLR 1978'1978 LCLR 1977 adalah Album kompilasi yang dirilis pada tahun 1977. Yang menampilkan lagu-lagu hasil Lomba Cipta Lagu Remaja Prambors Rasisonia. Album ini melejitkan nama Chrisye setelah menyanyikan lagu Lilin Lilin Kecil Karya James F. Sundah. Daftar lagu LILIN-LILIN KECIL (James F Su…

State highway in Middlesex County, Massachusetts, US Route 4Route 4 highlighted in redRoute informationMaintained by MassDOTLength18.2619 mi[1] (29.3897 km)Existedca. 1930–presentMajor junctionsSouth end Route 2 / Route 225 in LexingtonMajor intersections I-95 / Route 128 in Lexington I-495 / US 3 in ChelmsfordNorth end Route 3A in North Chelmsford LocationCountryUnited StatesStateMassachusettsCountiesMiddlesex Highway sy…

Dunia Kafka Sampul edisi IndonesiaPengarangHaruki MurakamiJudul asli海辺のカフカUmibe no KafukaPenerjemahPhilip GabrielNegaraJepangBahasaJepangGenre Realisme magis Fantasi Diterbitkan 2002 (Shinchosha) (JP) Januari 2005 (EN) 2008 (Pustaka Alvabet) (ID) Jenis mediaPrint (Hardcover)Halaman597ISBNISBN 1-84343-110-6OCLC56805021 Dunia Kafka (海辺のカフカ, Umibe no Kafuka, secara harfiah berarti Kafka di Tepi Pantai) adalah novel karangan Haruki Murakami. Menceritakan kisah Kafka…

For related races, see 2022 United States House of Representatives elections. 2022 United States House of Representatives elections in Minnesota ← 2020 November 8, 2022 2024 → All 8 Minnesota seats to the United States House of Representatives   Majority party Minority party   Party Democratic (DFL) Republican Last election 4 4 Seats won 4 4 Seat change Popular vote 1,250,479 1,200,819 Percentage 50.10% 48.11% Swing 1.43% 1.93% Results by distr…

Artikel ini bukan mengenai Bintang. Bintang laut Asteroidea dari Ernst Haeckel's Kunstformen der Natur, 1904 Klasifikasi ilmiah Kerajaan: Animalia Filum: Echinodermata Superkelas: Asterozoa Kelas: Asteroidea Ordo Brisingida (100 spesies[1]) Forcipulatida (300 spesies[1]) Paxillosida (255 spesies[1]) Notomyotida (75 spesies[1]) Spinulosida (120 spesies[1]) Valvatida (695 spesies[1]) Velatida (200 spesies[1]) Wikispecies mempunyai informasi m…

Disambiguazione – Se stai cercando la voce che tratta del documento storico omonimo, vedi Lista di Schindler. Schindler's List - La lista di SchindlerOskar Schindler (Liam Neeson) in una scena del filmTitolo originaleSchindler's List Lingua originaleinglese, tedesco, ebraico, polacco, latino Paese di produzioneStati Uniti d'America Anno1993 Durata195 min Dati tecniciB/N e a colorirapporto: 1,85 Generebiografico, drammatico, storico, guerra RegiaSteven Spielberg SoggettoLa lista di …

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Птиц�…

イスラームにおける結婚（イスラームにおけるけっこん）とは、二者の間で行われる法的な契約である。新郎新婦は自身の自由な意思で結婚に同意する。口頭または紙面での規則に従った拘束的な契約は、イスラームの結婚で不可欠だと考えられており、新郎と新婦の権利と責任の概要を示している[1]。イスラームにおける離婚は様々な形をとることができ、個人的…

1978 United States Senate election in New Mexico ← 1972 November 7, 1978 (1978-11-07) 1984 →   Nominee Pete Domenici Toney Anaya Party Republican Democratic Popular vote 183,442 160,045 Percentage 53.41% 46.59% County resultsDomenici:      50–60%      60–70%      70–80%Anaya:      50–60%      60–70% U.S. senator befo…

Women's national association football team representing Scotland ScotlandAssociationScottish Football AssociationConfederationUEFA (Europe)Head coachPedro Martínez Losa[1]CaptainRachel Corsie[2]Most capsGemma Fay (203)[3]Top scorerJulie Fleeting (116)FIFA codeSCO First colours Second colours FIFA rankingCurrent 24 1 (15 March 2024)[4]Highest19[5] (March 2014; September 2018)Lowest31[5] (March – June 2004)First international Scotland 2–3 E…

Nationalism theory developed by Vladimir Lenin Flag of the Union of Soviet Socialist Republics, a common Soviet patriotic symbol. Soviet patriotism is the socialist patriotism involving emotional and cultural attachment of the Soviet people to the Soviet Union as their homeland.[1] It is also referred to as Soviet nationalism.[2] Manifestation in the Soviet Union Main article: Socialist patriotism Military parade on the October Revolution Day in Moscow in 1977. Anniversary of Oct…

Запрос «Лавровая ветвь» перенаправляется сюда; о кинопремии см. Лавровая ветвь (премия). Стилизованное изображение лаврового венка Лавро́вый вено́к или ветвь лавра — со времён Античности — символ славы, победы или мира. Триумфаторы надевали лавровый венок; суда п�…

Озёра на карте Финляндии. В Финляндии насчитывается около 190 тысяч озёр (из них — 168 тысяч озёр площадью более 500 м², включая 57 тысяч озёр площадью более 10 тысяч м²). Они занимают 9% площади страны. Самое обширное озеро Финляндии — Сайма, расположенное на юго-востоке страны. …

Arms of the Merchant Adventurers The Company of Merchant Adventurers of London was a trading company founded in the City of London in the early 15th century. It brought together leading merchants in a regulated company in the nature of a guild. Its members' main business was exporting cloth, especially white (undyed) broadcloth, in exchange for a large range of foreign goods.[1][2] It traded in northern European ports, competing with the Hanseatic League. It came to focus on Hamb…

Serangan DoolittleBagian dari Perang Dunia II, Perang PasifikSebuah B-25 lepas landas dari Hornet untuk serangan tersebutTanggalSabtu, 18 April 1942LokasiTokyo dan kota-kota Jepang lainnyaHasil Kemenangan propaganda AS Tidak ada efek militer yang signifikanPihak terlibat  Amerika Serikat  Kekaisaran JepangTokoh dan pemimpin James H. Doolittle Pangeran Naruhiko HigashikuniKekuatan 16 B-25 Mitchell 80 tentara angkatan laut (52 perwira, 28 tamtama) 2 pesawat penjelajah 4 kapal penjelajah …

Beauty contest Mis Crne GoreMiss Montenegro OrganizationFormation2006TypeBeauty pageantHeadquartersPodgoricaLocationMontenegroMembership Miss WorldOfficial language MontenegrinPresidentVesna de Vinča[1]Websitewww.missyu.rs Miss Montenegro (Montenegrin: Mis Crne Gore) is a national beauty pageant in Montenegro. History Marija Ćirović, Miss Montenegro 2007 Mariana Mihajlović, Miss Montenegro 2008 Prior to the birth of Miss Montenegro in late 2006, Ivana Knežević was handpicked to bec…

American journalist and political commentator (born 1963) Eric BollingBolling in 2020BornEric Thomas Bolling (1963-03-02) March 2, 1963 (age 61)Chicago, Illinois, U.S.EducationRollins College (BA)Political partyRepublicanSpouseAdrienne BollingChildren1 (deceased) Eric Thomas Bolling[1] (/ˈboʊlɪŋ/; born March 2, 1963) is an American television personality, conservative political commentator, author, and financial commentator. He has occupied numerous roles as a commentator on fin…

Volkswagen up!InformasiProdusenVolkswagen Passenger CarsMasa produksi2011-PerakitanBratislava, SlowakiaPerancangWalter de'Silva, Klaus BischoffBodi & rangkaKelasMobil kotaBentuk kerangka3-pintu hatchback5-pintu mini MPV (space up!/space up! blue Concept)Tata letakMesin depan, penggerak roda depanup! concept: mesin belakang, penggerak roda belakangPlatformPlatform MQB Grup VolkswagenMobil terkaitSEAT MiiŠkoda CitigoHonda BrioKia PicantoPenyalur dayaMesin1.0 L I3 bensin1.0 L I3 CNG/bensi…

Form of a matrix indicating its eigenvalues and their algebraic multiplicities Example of a matrix in Jordan normal form. All matrix entries not shown are zero. The outlined squares are known as Jordan blocks. Each Jordan block contains one number lambda on its main diagonal, and ones above the main diagonal. The lambdas are the eigenvalues of the matrix; they need not be distinct. In linear algebra, a Jordan normal form, also known as a Jordan canonical form (JCF),[1][2] is an u…