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Layaran kuning-kuncir Heniochus diphreutes Status konservasiRisiko rendahIUCN165683 TaksonomiKerajaanAnimaliaFilumChordataKelasActinopteriOrdoChaetodontiformesFamiliChaetodontidaeGenusHeniochusSpesiesHeniochus diphreutes Jordan, 1903 lbs Layaran kuning-kuncir ( Heniochus diphreutes ), adalah ikan bersirip pari laut, ikan kepe-kepe dari famili Chaetodontidae . Ini asli daerah Indo-Pasifik . Keterangan Layaran-kuning kuncir adalah ikan kecil yang bisa mencapai panjang maksimal 18-21 cm. &#...

Defunct Chinese restaurant in Portland, Oregon, U.S. The PagodaExterior of a bank building in 2014; previously, the structure housed The PagodaRestaurant informationEstablished1940 (1940)Closed2008 (2008)Owner(s) Louis Lee (1946–2008) Sunny Chan (2008) Food typeChineseStreet address3839 Northeast Broadway StreetCityPortlandStateOregonCountryUnited StatesCoordinates45°32′7.3″N 122°37′23.6″W / 45.535361°N 122.623222°W / 45.535361; -122.623222 The ...

Guru Tegh BahadurLukisan Teg Bahadur dari abad ke-18 Informasi pribadiLahirTyaga Mal1 April 1621 (1621-04)Amritsar, Punjab, Kemaharajaan Mughal (kini India)Meninggal24 November 1675 (umur 54)Delhi, Kemaharajaan Mughal (kini India)AgamaSikhismePasanganMata GujriAnakGuru Gobind SinghOrang tuaGuru Hargobind dan Mata NanakiDikenal sebagai Menjadi martir untuk melindungi kebebasan beragama Pandit Hindu Kashmir[1][2] dan menolak masuk Islam[1][3][4]...

Salome Alt Salome Alt (21 November 1568 – 27 Juni 1633) adalah seorang wanita yang dikenal sebagai gundik Pangeran-Uskup Agung Salzburg Wolf Dietrich Raitenau. Kehidupan Ia dilahirkan di kota Salzburg dan merupakan anak seorang pedagang dan anggota dewan kota yang bernama Wilhelm Alt, dan juga cucu dari Ludwig Alt, mantan wali kota Salzburg.[1] Ia bertemu dengan Uskup Agung Raitenau di sebuah pesta, dan kemudian Raitenau membawanya ke kediamannya. Anak pertama mereka lahir pada tahu...

Michael McDowell Michael McDowel en mars 2023 à Las Vegas. Données clés Date de naissance 21 décembre 1984 (39 ans)Glendale, Arizona[1] No  et écurie 34 - Front Row Motorsports 1re course 2008 Goody's Cool Orange 500 (Martinsville) 1re victoire 2023, Verizon 200 at the Brickyard (Indianapolis GP ) Dernière victoire 2021, Daytona 500 (Daytona) Statistiques en NASCAR Cup Series Résultats VictoiresTop 10Poles 2 36 0 Dernière mise à jour : 23 novembre 2023 modifier McDowe...

Siirt province Siirt iliProvince of TurkeyLocation of Siirt Province in TurkeyCountryTurkeyRegionSoutheast AnatoliaElectoral districtSiirtLuas • Total5,406 km2 (2,087 sq mi)Populasi (2010-12-31)[1] • Total300.695 • Kepadatan56,000/km2 (140,000/sq mi)Kode area telepon0484Pelat kendaraan56Situs websiirt.gov.tr Siirt (Turki: Siirt ili, bahasa Kurdi: Parêzgeha Sêrt) adalah sebuah provinsi Turki. Catatan ^ Turkish Stati...

Cyclo-crossA cyclo-cross racer carrying his bicycle up a steep slope or portage section.Induk organisasiUCINama lainCX, 'crossBalapan pertamaAwal abad ke-20KarakteristikKontak fisikTidakGender campuranYaKategoriBalap sepedaPeralatanSepeda cyclo-crossTempat bertandingTrek dengan permukaan yang didominasi alami (rumput, lumpur, pasir), sering kali memiliki rintangan buatan manusiaKeberadaanNegara atau wilayahTerutama Eropa dan Amerika UtaraOlimpiadeTidak Cyclo-cross adalah salah satu bentu...

Protein-coding gene in the species Homo sapiens MYBL2Available structuresPDBOrtholog search: PDBe RCSB List of PDB id codes2D9AIdentifiersAliasesMYBL2, B-MYB, BMYB, MYB proto-oncogene like 2External IDsOMIM: 601415 MGI: 101785 HomoloGene: 1847 GeneCards: MYBL2 Gene location (Human)Chr.Chromosome 20 (human)[1]Band20q13.12Start43,667,019 bp[1]End43,716,495 bp[1]Gene location (Mouse)Chr.Chromosome 2 (mouse)[2]Band2 H2|2 84.0 cMStart162,896,607 bp[2]En...

У этого термина существуют и другие значения, см. Крючок (значения). У этого термина существуют и другие значения, см. Крюк (деталь). У этого термина существуют и другие значения, см. Расширители. Каменный рыболовный крючок с острова Пасхи Разнообразие рыболовных крючков На...

International standards development organization ISO redirects here. For other uses, see ISO (disambiguation). International Organization for StandardizationOrganisation internationale de normalisationAbbreviationISOFormation23 February 1947; 77 years ago (1947-02-23)TypeNon-governmental organizationPurposeInternational standards developmentHeadquartersGeneva, SwitzerlandMembership 170 members(39 correspondents and4 subscribers)Official languages EnglishFrenchRussian[1&#...

  「俄亥俄」重定向至此。关于其他用法，请见「俄亥俄 (消歧义)」。 俄亥俄州 美國联邦州State of Ohio 州旗州徽綽號：七葉果之州地图中高亮部分为俄亥俄州坐标：38°27'N－41°58'N, 80°32'W－84°49'W国家 美國加入聯邦1803年3月1日，在1953年8月7日追溯頒定（第17个加入联邦）首府哥倫布（及最大城市）政府 • 州长（英语：List of Governors of {{{Name}}}]]） •&...

拉尔·巴哈杜尔·夏斯特里第二任印度总理任期1964年6月9日—1966年1月11日总统薩瓦帕利·拉達克里希南前任古爾扎里拉爾·南達继任古爾扎里拉爾·南達印度外交部長任期1964年6月9日—1964年7月18日总理自己前任古爾扎里拉爾·南達继任斯瓦倫·辛格（英语：Swaran Singh）印度內政部長任期1961年4月4日—1963年8月29日总理賈瓦哈拉爾·尼赫魯前任戈文德·巴拉布·潘特（英语：Govind Balla...

Malayali people living outside India Not to be confused with Malaysian diaspora. Ethnic group Malayali diasporaമറുനാടൻ മലയാളികൾTotal populationc. 6 million (including 3.5 million Kerala Gulf diaspora[1]) (2020 est.)Regions with significant populations United Arab Emirates773,000[2] Kuwait634,738[3] Saudi Arabia595,000[2] Qatar445,000[3] Malaysia228,900[4] Oman195,300[3]
...

سمنان مدينة بوابة قلعة مدينة سمنان التاريخية. الاسم الرسمي (بالفارسية: سمنان)‏  الإحداثيات 35°34′22″N 53°23′50″E / 35.57278°N 53.39722°E / 35.57278; 53.39722 تقسيم إداري  البلد إيران[1][2]  عاصمة لـ سمنانمقاطعة سمنان  خصائص جغرافية ارتفاع 1148 متر[3]  عدد السكان ...

Football league seasonSerie DSeason2011–12← 2010–11 2012–13 → Geographical distribution of teams in the 2011–12 season The 2011–12 Serie D was the sixty-fourth edition of the top level Italian non-professional football championship. It represented the fifth tier in the Italian football league system. It consisted of 168 teams divided into six 18-team divisions and three 20-team divisions. In the summer 2011 Montecchio Maggiore was readmitted in Serie D to the judgment of the Hig...

British trade unionist and politician This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (February 2015) Gee in 1910 Allen Gee (6 September 1852 – 12 August 1939) was a British trade unionist and politician. Professional background Gee worked in the woolen industry in Huddersfield, and was involved in a major, but unsuccessful, strike in 1883. This ...

2018 United States House of Representatives elections in Utah ← 2016 November 6, 2018 2020 → All 4 Utah seats to the United States House of Representatives   Majority party Minority party   Party Republican Democratic Last election 4 0 Seats won 3 1 Seat change 1 1 Popular vote 617,307 374,009 Percentage 58.65% 35.54% Swing 5.13% 3.56% Republican   50–60%   60–70% Democratic   50–60% Elections in Ut...

Clash between neo-Nazi and anti-fascist demonstrators in Ohio 2005 Toledo riotRiot police in Toledo, OH prepare to move against protesters on 15 October 2005DateOctober 15, 2005LocationToledo, OhioCaused byPlanned neo-Nazi marchMethodsRioting, street fighting, vandalism, lootingParties National Socialist Movement Anti-Racist Action Toledo police CasualtiesInjuries12ArrestedDozens The 2005 Toledo riot, on October 15, 2005, occurred when the National Socialist Movement (NSM), a neo-Nazi organiz...

Turkish footballer (born 1983) Mehmet Topuz Topuz with FenerbahçePersonal informationDate of birth (1983-09-07) 7 September 1983 (age 40)Place of birth Caferli Köyü, Şefaatli, Yozgat, TurkeyHeight 1.83 m (6 ft 0 in)Position(s) Midfielder, right-backYouth career1999–2000 Kayseri YolsporSenior career*Years Team Apps (Gls)2000–2009 Kayserispor 234 (46)2009–2016 Fenerbahçe 151 (7)International career‡2005–2006 Turkey U21 22 (2)2006–2011 Turkey 16 (0) *Club dom...

Centered figurate number that represents an octagon with a dot in the center A centered octagonal number is a centered figurate number that represents an octagon with a dot in the center and all other dots surrounding the center dot in successive octagonal layers.[1] The centered octagonal numbers are the same as the odd square numbers.[2] Thus, the nth odd square number and tth centered octagonal number is given by the formula O n = ( 2 n − 1 ) 2 = 4 n 2 − 4 n +...