Read other articles:

Peta menunjukkan lokasi Pidigan. Pidigan adalah munisipalitas yang terletak di provinsi Abra, Filipina. Pada tahun 2011, munisipalitas ini memiliki populasi sebesar 11.280 jiwa atau 1.875 rumah tangga.[1] Pembagian wilayah Pidigan terbagi menjadi 15 barangay, yaitu: Barangay Penduduk (2007) Alinaya 892 Arab 471 Garreta 639 Immuli 585 Laskig 499 Naguirayan 558 Monggoc 1,231 Pamutic 569 Pangtud 863 Poblacion East 1,646 Poblacion West 1,162 San Diego 449 Sulbec 657 Suyo (Malidong) 653 Yu...

Ronaald Groenendijk Koeman Ronaald Koeman, 2014Informasi pribadiNama lengkap Ronaald Groenendijk Koeman[1]Tanggal lahir 21 Maret 1960 (umur 64)[2]Tempat lahir Zaandam, Belanda[2]Tinggi 184 cm (6 ft 0 in)[2]Posisi bermain Bek/gelandangKarier senior*Tahun Tim Tampil (Gol)1980–1983 Groningen 90 (34)1983–1986 Ajax 94 (23)1986–1989 PSV Eindhoven 98 (51)1989–1995 Barcelona 192 (67)1995–1997 Feyenoord 61 (19)Total 535 (194)Tim nasional19...

This article is about the member of the Jackson family. For the basketball player, see Jumpin Jackie Jackson. For the Jamaican bass player, see Jackie Jackson (bassist). American singer and songwriter (born 1951) Jackie JacksonJackson in 2013BornSigmund Esco Jackson (1951-05-04) May 4, 1951 (age 72)East Chicago, Indiana, U.S.Other namesJackieJackOccupationsSingersongwriterYears active1965–present[1]Spouse(s) Enid Adren ​ ​(m. 1974; di...

啓 QiQi dari XiaNama asalSi Qi (司啓)LahirQitanggal tidak diketahuiDinasti XiaMeninggalkira-kira. 2117 SMDinasti XiaNama lainXia Qi夏啓AnakTai KangWuguan Zhong KangOrang tuaYu yang AgungNu JiaoKaisar Kedua Dinasti XiaMasa pemerintahan: 2146 – 2117 SMPendahulu: Kaisar YuPenerus: Kaisar Tai Kang Artikel ini memuat Teks Tionghoa. Tanpa bantuan render yang baik, anda mungkin akan melihat tanda tanya, kotak-kotak, atau simbol lainnya bukannya Karakter Tionghoa. Qi (Hanzi:...

Pietro FittipaldiFittipaldi di tahun 2018Kebangsaan BrasilLahir25 Juni 1996 (umur 27)Miami, Florida, Amerika SerikatTerkait denganEmerson Fittipaldi (kakek)Enzo Fittipaldi (kakak)Christian Fittipaldi (sepupu pertama pernah dikeluarkan)Max Papis (paman)Wilson Fittipaldi (paman buyut)Ajang sebelumnya2018201720152015-16201420142013-1420132011-12IndyCar SeriesWorld Series Formula V8 3.5FIA F3 European ChampionshipMRF ChallengeEurocup Formula Renault 2.0Formula Renault 2.0 AlpsProtyre Formula...

City in Wisconsin, United StatesWestby, Vernon County, WisconsinCityNickname: Co-op CityLocation of Westby in Vernon County, Wisconsin.Coordinates: 43°39′14″N 90°51′33″W / 43.65389°N 90.85917°W / 43.65389; -90.85917Country United StatesState WisconsinCountyVernonIncorporated1896Area[1] • Total2.69 sq mi (6.98 km2) • Land2.69 sq mi (6.96 km2) • Water0.01 sq mi...

Koordinat: 48°51′50″N 2°17′50″E / 48.86389°N 2.29722°E / 48.86389; 2.29722 Palais de Tokyo merupakan sebuah museum seni kontemporer di Paris, Prancis. Museum ini terletak di bangunan eponim, Palais de Tokyo dibangun tahun 1937, terletak dekat Trocadéro, di arondisemen ke-16 dan juga berperan sebagai Musée d'Art Moderne de la Ville de Paris (Museum Seni Modern Kota Paris). Museum ini dibuka bulan Januari 2002. Lihat pula Daftar museum di Paris Pranala luar...

South African sweet bread MosbolletjiesMosbolletjies is sweetened, leavened yeast bun flavoured with caraway and or anise seedCourseDessertPlace of originSouth AfricaRegion or stateCape WinelandsCreated byN/AInventedlate 1600s–1700sMain ingredientsFlour, salt, butter, sugar, yeast, grape juice, milk, aniseedVariationsMultiple Mosbolletjies is a traditional Afrikaner or Cape Dutch sweet-bun or bread traditionally made in the wine producing areas of the Western Cape province of South Africa.&...

Comics character Mother PanicTextless variant cover of Mother Panic #8, art by Emanuela Lupacchino.Publication informationPublisherDC Comics (Young Animal)First appearanceDC's Young Animal Ashcan Edition (2016)Created by Jody Houser Tommy Lee Edwards Gerard Way In-story informationAlter egoViolet PaigeSpeciesHuman CyborgPlace of originGotham CityPartnershipsBatmanAbilities Cybernetic enhancement Superhuman strength Mother Panic, also known as Violet Paige, is a fictional vigilante appearing i...

Species of virus Not to be confused with Genetically modified vaccine. Part of a series onGenetic engineering   Genetically modified organisms Bacteria Viruses Animals Mammals Fish Insects Plants Maize/corn Rice Soybean Potato History and regulation History Regulation Substantial equivalence Cartagena Protocol on Biosafety Process Techniques Molecular cloning Recombinant DNA Gene delivery Transformation Transfection Transduction Genome editing TALEN CRISPR Applications Genetically modifi...

Yang MuliaAgostino MarchettoKardinalSekretaris Emeritus Dewan Kepausan untuk Pelayanan Pastoral bagi Para Migran dan PengungsiMarchetto pada 2018.GerejaGereja Katolik RomaPenunjukan6 November 2001Masa jabatan berakhir25 Agustus 2010PendahuluFrancesco GioiaPenerusJoseph KalathiparambilJabatan lainKardinal-Diakon Santa Maria Goretti (2023-)ImamatTahbisan imam28 Juni 1964oleh Carlo ZinatoTahbisan uskup1 November 1985oleh Sebastiano BaggioPelantikan kardinal30 September 2023oleh Paus Fr...

Годы 1948 · 1949 · 1950 · 1951 — 1952 — 1953 · 1954 · 1955 · 1956 Десятилетия 1930-е · 1940-е — 1950-е — 1960-е · 1970-е Века XIX век — XX век — XXI век 2-е тысячелетие XVIII век XIX век XX век XXI век XXII век 1890-е 1890 1891 1892 1893 1894 1895 1896 1897 1898 1899 1900-е 1900 1901 1902 1903 1904 1905 1906 1907 1908 1909 1910-е 1910 1911 1912 1913 1914 1915 1916 1...

This is a list of video games published or developed by Electronic Arts. Since 1983 and the 1987 release of its Skate or Die!, it has respectively published and developed games, bundles, as well as a handful of earlier productivity software. Only versions of games developed or published by EA, as well as those versions' years of release, are listed. Legend Developed and published by EA Only developed by EA Only published by EA Only distributed by EA This is a dynamic list and may never be ab...

Marina Shmonina (born 9 February 1965) is an athlete who represented the Soviet Union, and later Russia. She specialized in the 400 metres and 4 x 400 metres relay. Born in Tashkent, Uzbek SSR, Shmonina competed for the Unified Team at the 1992 Summer Olympics, in the heats of the relay competition. When the team of Yelena Ruzina, Lyudmila Dzhigalova, Olga Nazarova and Olga Bryzgina won the final, Shmonina was also awarded the gold medal. Shmonina was hailed in Uzbekistan as the first Uzbek a...

الحارِث بن تميم تخطيط أسم الحارث معلومات شخصية اسم الولادة الحارث الهُذلي الميلاد غير معروفمكة الحجاز شبه الجزيرة العربية مكان الوفاة مكة الحجاز شبه الجزيرة العربية الزوج/الزوجة هند بنت مازن الأسدية الأولاد عمرو كاهل ثعلبة مالك الأب تميم بن سعد الأم الكنود بنت لحيان أخ م...

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: 2018 Kansas City Royals season – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this message) Major League Baseball team season 2018 Kansas City RoyalsLeagueAmerican LeagueDivisionCentralBallparkKauffman StadiumCi...

Cet article est une ébauche concernant le chemin de fer et les transports en commun. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Logo du Metro-North Railroad. Plan des lignes du Metro-North Railroad. Le MTA Metro-North Railroad est un réseau ferroviaire qui relie New York à ses banlieues nord et aux États voisins du New Jersey et du Connecticut. Il fait partie de la Metropolitan Transportation Authority ...

アメリカ空軍の航空団一覧（アメリカくうぐんのこうくうだんいちらん）は、アメリカ空軍において編成されている航空団の一覧である。 アメリカ空軍の航空団（Wing）は、序数航空軍（Numbered Air Force, NAF）隷下の作戦部隊で、航空団は隷下に1個以上の飛行隊（Squadron）を擁しており、航空団と飛行隊の中間組織として作戦群（Operation Group,OG）が編成されている場合も多�...

Study of mathematical knots Examples of different knots including the trivial knot (top left) and the trefoil knot (below it) A knot diagram of the trefoil knot, the simplest non-trivial knot In topology, knot theory is the study of mathematical knots. While inspired by knots which appear in daily life, such as those in shoelaces and rope, a mathematical knot differs in that the ends are joined so it cannot be undone, the simplest knot being a ring (or unknot). In mathematical language, a kno...

Growth accounting is a procedure used in economics to measure the contribution of different factors to economic growth and to indirectly compute the rate of technological progress, measured as a residual, in an economy.[1] Growth accounting decomposes the growth rate of an economy's total output into that which is due to increases in the contributing amount of the factors used—usually the increase in the amount of capital and labor—and that which cannot be accounted for by observa...