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Chinese singer and actress In this Chinese name, the family name is Ju. This article needs to be updated. Please help update this article to reflect recent events or newly available information. (July 2023) Ju JingyiJu in 2017Born (1994-06-18) 18 June 1994 (age 29)Suining, Sichuan, China[1]Other namesKikuEducationSichuan Conservatory of Music (dropped out)OccupationsSingerdanceractressMusical careerGenresMandopopInstrument(s)VocalspianoviolinYears active2013–presentLabelsS...

Mazmur 126Naskah Gulungan Mazmur 11Q5 di antara Naskah Laut Mati memuat salinan sejumlah besar mazmur Alkitab yang diperkirakan dibuat pada abad ke-2 SM.KitabKitab MazmurKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen19← Mazmur 125 Mazmur 127 → Mazmur 126 (disingkat Maz 126 atau Mz 126; penomoran Septuaginta: Mazmur 125) adalah mazmur dalam bagian ke-5 Kitab Mazmur di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Tidak ditulis nama pengara...

Плавання на літніх Олімпійських іграх 1900 Споруда СенаДати 11-19 серпняУчасників 76 з 12 країн← 18961904 → На літніх Олімпійських іграх 1900 року в Парижі було проведено сім змагань з плавання. У змаганнях з плавання брали участь лише чоловіки. У змаганнях взяли участь 76 уча

Zmago Jelinčič in 2011 Zmago Jelinčič, officieel Zmago Jelinčič Plemeniti (Maribor, 7 januari 1948) is een Sloveens farmaceut en politicus. Hij is de oprichter van de Sloveense Nationale Partij (Sloveens: Slovenska nacionalna stranka, SNS) en sinds de oprichting partijleider. Sinds 1992 zit hij in het Sloveense parlement. Jelinčič studeerde farmacie aan de universiteit van Ljubljana en richtte in Joegoslavië het eerste privé-bedrijf voor de productie van natuurlijke geneesmiddelen o...

Lindsaeaceae Klasifikasi ilmiah Kerajaan: Plantae Divisi: Pteridophyta Kelas: Pteridopsida Ordo: Polypodiales Famili: Lindsaeaceae Genera Cystodium Lindsaea Lonchitis Odontosoria Ormoloma Sphenomeris Tapeinidium Xyropteris Lindsaeaceae merupakan salah satu suku anggota tumbuhan paku (Pteridophyta) yang tergolong sebagai bangsa paku sejati yang terbesar (Polypodiales). Pengidentifikasi takson Wikidata: Q1600094 Wikispecies: Lindsaeaceae APNI: 223219 EoL: 6128969 EPPO: 1LIDF FloraBase: 22727 Fo...

Concept in education and education reform Categories in the cognitive domain of Bloom's taxonomy (Anderson & Krathwohl, 2001) Higher-order thinking, also known as higher order thinking skills (HOTS),[1] is a concept education applied in relation to education reform and based on learning taxonomies (such as American psychologist Benjamin Bloom's taxonomy). The idea is that some types of learning require more cognitive processing than others, but also have more generalized benefits....

Place in Ternopil Oblast, UkraineRomashivka РомашівкаRomashivkaLocation in Ternopil OblastCoordinates: 49°05′10″N 25°35′34″E / 49.08611°N 25.59278°E / 49.08611; 25.59278Country UkraineOblast Ternopil OblastRaionChortkiv RaionHromadaBilobozhnytsia HromadaPopulation (2018) • Total550Time zoneUTC+2 (EET) • Summer (DST)UTC+3 (EEST)Postal code48580 Romashivka (Ukrainian: Ромашівка, Polish: Romaszówka) is ...

Distribution of Tamil speakers in the Indian subcontinent.Historical map of the Chola Empire, where Tamil was the language of administration. The following is a list of sovereign states and territories where Tamil is an official language or language of government. Tamil is the 17th most spoken language in the world. Tamil language speakers make up approximately 1.06% of the world population. The Tamil language is native to Tamil Nadu (India), Puducherry (India) and Sri Lanka, where most of th...

2023 British documentary TV series Turkey: Empire of Erdogan is a 2023 two-part documentary series aired by BBC Two before the 2023 Turkish general election.[1] It explores the 20-year political career of President of Turkey Recep Tayyip Erdoğan, and the impact on Turkey.[2] Events covered include the Gezi Park protests and the Susurluk car crash.[3] The two episodes were narrated by David Morrissey.[4] See also India: The Modi Question References ^ BBC Two - ...

Распределение плотности тока в цилиндрическом проводнике в поперечном сечении. Для переменного тока плотность тока экспоненциально убывает от поверхности вглубь проводника. Толщина скин-слоя δ {\displaystyle \delta } определяется как глубина от поверхности, на которой плотн�...

American college basketball season 2015–16 Texas Longhorns men's basketballNCAA tournament, First RoundConferenceBig 12 ConferenceRecord20–13 (11–7 Big 12)Head coachShaka Smart (1st season)Assistant coaches David Cason Darrin Horn Mike Morell Home arenaFrank Erwin CenterSeasons← 2014–152016–17 → 2015–16 Big 12 men's basketball standings vte Conf Overall Team W   L   PCT W   L   PCT No. 1 Kansas † 15 – 3   .833 33 ...

Bangladeshi cricketer Nafees IqbalPersonal informationFull nameMohammad Nafees Iqbal KhanBorn (1985-01-31) 31 January 1985 (age 38)Chittagong, BangladeshBattingRight-handedBowlingRight-arm mediumRelationsTamim Iqbal (brother)Akram Khan (uncle)International information National sideBangladesh (2003–2006)Test debut (cap 38)19 October 2004 v New ZealandLast Test8 March 2006 v Sri LankaODI debut (cap 70)7 November 2003 v EnglandLast ODI1...

Halaman ini berisi artikel tentang balapan Formula Satu. Untuk kegunaan lain, lihat Grand Prix Monako (disambiguasi). GP Monako beralih ke halaman ini. Untuk permainan video, lihat Monaco GP (permainan video). Grand Prix MonakoCircuit de MonacoInformasi lombaJumlah gelaran79Pertama digelar1929Terbanyak menang (pembalap) Ayrton Senna (6)Terbanyak menang (konstruktor) McLaren (15)Panjang sirkuit3.337 km (2.074 mi)Jarak tempuh260.286 km (161.734 mi)Lap78Balapan terakhir (2022...

The Israel Project Tipo 501(c)(3)Forma legal organización 501(c)(3)Objetivos Ofrecer información sobre Israel y Oriente Medio a la prensa, organismos oficiales y opinión pública.Fundación 2002Fundador Jennifer Laszlo MizrahiSede central Jerusalén y Washington D. C.Ingresos 4 943 735 dólares estadounidensesSitio web http://www.theisraelproject.org[editar datos en Wikidata] El Proyecto Israel (The Israel Project, TIP) era una organización no gubernamental (ONG) estad...

Pakistani boxer This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (June 2023) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living per...

United States historic placeHoughton County Traction Company Ahmeek Streetcar StationU.S. National Register of Historic Places Show map of MichiganShow map of the United StatesLocationUS 41/M-26 and Hubbell St., Ahmeek, MichiganCoordinates47°17′48″N 88°23′42″W / 47.29667°N 88.39500°W / 47.29667; -88.39500Built1909Architectural styleBungalow/CraftsmanNRHP reference No.00000221[1]Added to NRHPMarch 15, 2000 The Houghton County Traction ...

Svetlana Loboda discographySvetlana Loboda at Big Love Show 2018 in Saint PetersburgStudio albums3Live albums1Compilation albums1Music videos39EPs1Singles53Remix albums3 Ukrainian singer Svetlana Loboda (Loboda) has released three studio albums, one extended play (EP), one compilation album, one live album, three remix albums, fifty-three singles, and thirty-eight music videos. Albums Studio albums Title Album details Certifications Ty ne zabudesh Released: 25 September 2005[1] Label:...

Village in Gjirokastër, AlbaniaGoranxi ΚαλογοραντζήVillageGoranxiCoordinates: 40°1′1″N 20°11′21″E / 40.01694°N 20.18917°E / 40.01694; 20.18917Country AlbaniaCountyGjirokastërMunicipalityDropullMunicipal unitDropull i PoshtëmTime zoneUTC+1 (CET) • Summer (DST)UTC+2 (CEST) Goranxi (Greek: Γοραντζή, romanized: , Gorantzi or Καλογοραντζή, Kalogorantzi) is a settlement in the former Dropull i Poshtëm muni...

Algorithm to multiply matrices Because matrix multiplication is such a central operation in many numerical algorithms, much work has been invested in making matrix multiplication algorithms efficient. Applications of matrix multiplication in computational problems are found in many fields including scientific computing and pattern recognition and in seemingly unrelated problems such as counting the paths through a graph.[1] Many different algorithms have been designed for multiplying ...

Changing of the fundamental parts of orthography of a language For spelling reform in English, see English-language spelling reform. 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: Spelling reform – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove this template message...