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Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Untung Angsa – berita · surat kabar · buku · cendekiawan · JSTOR Untung Angsa Untung Angsa Penampilan perdana Wintertime Wager tahun 1948 Pencipta Carl Barks Pengisi suara Rob Paulsen Informasi terkait Nama alia…

Political movement to replace Norway's monarchy with a republic Part of the Politics seriesRepublicanism Central concepts Anti-monarchism Democracy Democratization Liberty as non-domination Popular sovereignty Republic Res publica Social contract Schools Classical Federal Kemalism Nasserism Neo-republicanism Venizelism Types of republics Autonomous Capitalist Christian Democratic Federal Federal parliamentary Islamic Parliamentary People's Revolutionary Secular Sister Soviet Important thinkers J…

Chinese actress In this Chinese name, the family name is Miáo. Vivi Miao苗苗Miao in 2017Born (1988-11-29) November 29, 1988 (age 34)Nanyang, Henan, ChinaAlma materBeijing Dance AcademyOccupationActressYears active2007–presentHeight167 cm (5 ft 6 in)Spouse Zheng Kai ​(m. 2020)​Children2 (daughter and son) Miao Miao (Chinese: 苗苗; pinyin: Miáo Miáo; born 29 November 1988), also known by her stage name Vivi Miao, is a Chin…

American ice hockey player and coach Ice hockey player Ken Gernander Gernander in 2013Born (1969-06-30) June 30, 1969 (age 54)Coleraine, Minnesota, U.S.Height 5 ft 10 in (178 cm)Weight 175 lb (79 kg; 12 st 7 lb)Position Right WingShot LeftPlayed for New York RangersNational team  United StatesNHL Draft 96th overall, 1987Winnipeg JetsPlaying career 1991–2005 Kenneth Robert Gernander (born June 30, 1969) is an American professional ice hockey coac…

Sporting event delegationSolomon Islands at the2023 World Aquatics ChampionshipsFlag of Solomon IslandsFINA codeSOLNational federationSolomon Islands Swimming Federationin Fukuoka, JapanCompetitors1 in 1 sportMedals Gold 0 Silver 0 Bronze 0 Total 0 World Aquatics Championships appearances2019202220232024 Solomon Islands is set to compete at the 2023 World Aquatics Championships in Fukuoka, Japan from 14 to 30 July. Swimming Main article: Swimming at the 2023 World Aquatics Championships Solomon …

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (يوليو 2020) دوري الدرجة الثانية الياباني 2011 تفاصيل الموسم الدوري الياباني الدرجة الثانية  النسخة 13  البلد اليابان…

BAC 1-11British Island Airways BAC One-Eleven.Tipepesawat jet berbadan sempitTerbang perdana20 August 1963Diperkenalkan1965Pengguna utamaBritish AirwaysPengguna lainAmerican AirlinesBraniff AirwaysBritish United AirwaysTahun produksi1963–1982 (Britania Raya)1982–1989 (Rumania)Jumlah produksi244 BAC 1-11 merupakan sebuah pesawat penumpang yang dibuat oleh British Aircraft Corporation. Pesawat ini dahulu merupakan sebuah pesawat paling populer di dunia untuk waktu yang lama. BAC 1-11 pertama k…

Artikel ini bukan mengenai Niloufar. Neelofa Noor beralih kesini. Ini adalah nama Melayu; nama Mohd Noor merupakan patronimik, bukan nama keluarga, dan tokoh ini dipanggil menggunakan nama depannya, Noor Neelofa. NeelofaLahirNoor Neelofa binti Mohd Noor10 Februari 1989 (umur 34)Pasir Mas, Kelantan, MalaysiaTempat tinggalKuala LumpurKebangsaanMalaysiaNama lainLofaPendidikanIjazah Sarjana Muda, Perdagangan Antarabangsa & PemasaranAlmamater Universiti Sunway MRSM Langkawi Pekerjaan pe…

Ekonomi KanadaToronto, pusat keuangan KanadaMata uangDolar Kanada (CAD, C$)Tahun fiskal1 April – 29 MaretOrganisasi perdaganganOECD, WTO dan lainnyaStatistikPDB $2.221 triliun (nominal, 2022 est.)[1] $2.237 triliun (PPP, 2022 est.)[1] Pertumbuhan PDB 2.4% (2018) 1.8% (2019) −5.3% (2020) 5.6% (2021e)[1] 4.8% (2022e) 2.6% (2023e)PDB per kapita $57,406 (nominal, 2022 est.)[1] $57,812 (PPP, 2022 est.)[1] PDB per sektor Pertanian: 1…

This article is about the Tiny Encryption Algorithm. It is not to be confused with the TETRA encryption algorithm.Block cipher TEATwo Feistel rounds (one cycle) of TEA[1]GeneralDesignersRoger Needham, David WheelerFirst published1994SuccessorsXTEACipher detailKey sizes128 bitsBlock sizes64 bitsStructureFeistel networkRoundsvariable; recommended 64 Feistel rounds (32 cycles)Best public cryptanalysisTEA suffers from equivalent keys (see text; Kelsey et al., 1996) and can be broken using a …

Not to be confused with Korean National Revolutionary Party or National Revolutionary Party (South Korea, 2021). Political party in South Korea National Revolutionary Party 국가혁명당AbbreviationNRPSecretary-GeneralSong Soon-kwonHonorary LeaderHuh Kyung-youngInterim LeaderSong Soon-kwonFounded15 August 2019 (as National Revolutionary Party)21 October 2019 (as National Revolutionary Dividends Party)Renamed as National Revolutionary partyIdeologyPopulismSocial conservatism Colours  R…

Anticholinergic medication For the medication used to treat nausea, see Hyoscine hydrobromide. Hyoscine butylbromideClinical dataTrade namesBuscopan, othersOther namesscopolamine butylbromide, butylscopolamine bromide (JAN JP)License data US DailyMed: n-butylscopolammonium_bromide Routes ofadministrationBy mouth, rectal, intravenousATC codeA03BB01 (WHO) A03DB04 (WHO), QA03BB01 (WHO)Legal statusLegal status AU: S2 (Pharmacy medicine)[1] CA: OTC (Pha…

Pour la syntaxe du pronom personnel, voir Syntaxe du pronom personnel en français. Dans la grammaire française, le pronom personnel revêt des formes différentes selon le genre (au féminin, il devient elle) et le nombre (au pluriel, je devient nous), mais également, selon la fonction qu'il occupe dans la proposition (tu peut devenir te ou toi) : on dit alors que le pronom personnel se décline (cf. syntaxe du pronom personnel en français). Si l'on considère leur forme, les pronoms pe…

Love Yourself: HerAlbum mini karya BTSDirilis18 September 2017 (2017-09-18)Durasi30:33BahasaKoreaLabelBig HitLoenProduserPdoggKronologi BTS Wings(2016) Love Yourself: Her(2017) Singel dalam album Love Yourself: Her DNADirilis: 18 September 2017 (2017-09-18) Mic DropDirilis: 24 November 2017 (2017-11-24) Love Yourself: Her (ditulis bergaya sebagai LOVE YOURSELF 承 'Her') adalah album mini kelima dari grup vokal pria asal Korea Selatan, BTS. Album mini ini dirilis pada tanggal …

Lok Sabha Constituency in Andhra Pradesh NarasapuramLok Sabha constituencyConstituency detailsCountryIndiaRegionSouth IndiaStateAndhra PradeshAssembly constituenciesAchantaPalakolluNarasapuramBhimavaramUndiTanukuTadepalligudemEstablished1952Total electors11,74,441ReservationNoneMember of Parliament17th Lok SabhaIncumbent Kanumuru Raghu Rama Krishna Raju PartyYuvajana Sramika Rythu Congress PartyElected year2019 Narasapuram Lok Sabha constituency is one of the twenty-five lok sabha constituencies…

Species of flowering plant Linaria repens Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Plantaginaceae Genus: Linaria Species: L. repens Binomial name Linaria repensL. Mill. Synonyms Linaria estriada Linaria repens, also known as pale toadflax or creeping toadflax in Europe and as striped toadflax in the US, is an herbaceous plant in the family Plantaginaceae, native to Europe.[1] Descriptio…

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: Ponnunjal TV series – news · newspapers · books · scholar · JSTOR (April 2016) (Learn how and when to remove this template message) Indian TV series or programme PonnunjalGenreSoap operaWritten byS.Maruthu Shankar Selva Vadivel S. Ashok KumarScreenplay b…

The homotopy principle generalizes such results as Smale's proof of sphere eversion. In mathematics, the homotopy principle (or h-principle) is a very general way to solve partial differential equations (PDEs), and more generally partial differential relations (PDRs). The h-principle is good for underdetermined PDEs or PDRs, such as the immersion problem, isometric immersion problem, fluid dynamics, and other areas. The theory was started by Yakov Eliashberg, Mikhail Gromov and Anthony V. Philli…

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 Oktober 2022. Konferensi Dunia Menentang Rasisme (WCAR) 2001, dikenal sebagai Durban I, diadakan di Pusat Konvensi Internasional Durban di Durban, Afrika Selatan, di bawah naungan PBB, dari 31 Agustus hingga 8 September 2001. Ini menjadi tonggak penting dalam perjuanga…

Bagian dari sebuah serial artikelPenerbangan antariksa Sejarah Perlombaan Antariksa Garis waktu penerbangan antariksa Prob antariksa Misi Bulan Aplikasi Satelit pengamat Bumi Satelit mata-mata Satelit komunikasi Satelit militer Navigasi satelit Observatorium antariksa Penjelajahan antariksa Pariwisata antariksa Kolonisasi luar angkasa Wahana antariksa Wahana antariksa nirawak Satelit Prob antariksa Wahana antariksa kargo Wahana antariksa berawak Kapsul antariksa Stasiun luar angkasa Spaceplane P…