سيميون اوللكوفيتش
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Alireza FirouzjaFirouzja in 2019Asal negaraPrancis (sejak Juli 2021[1][2][2])FIDE (December 2019-June 2021)Iran (hingga November 2019[3])Lahir18 Juni 2003 (2023-06-18UTC11:03) (usia 0)Babol, Mazandaran, IranGelarGrandmaster (2018)Rating FIDE2759 (Agustus 2021)Rating tertinggi2804 (Desember 2021)PeringkatNo. 12 (Agustus 2021)Peringkat tertinggiNo. 2 (Desember 2021) Alireza Firouzja (Persia: علیرضا فیروزجا, pengucapan ...
Володимир Петрович Бузенко Солдат Загальна інформаціяНародження 28 липня 1988(1988-07-28)Великий Кучурів, Сторожинецький район, Чернівецька областьСмерть 19 січня 2015(2015-01-19) (26 років)Донецьк, Донецький аеропортПсевдо «Італієць»Військова службаПриналежність УкраїнаВид З...
Tridekagon biasa Tridekagon (terkadang disebut triskaidekagon) adalah poligon dengan 13 sisi dan sudut dan memiliki simbol Schläfli {13}. Ukuran setiap sudut dalam tridekagon umum adalah sekitar 152,308 derajat. Lebar dengan panjang sisi a adalah A = 13 4 a 2 cot π 13 ≃ 13.1858 a 2 {\displaystyle A={\frac {13}{4}}a^{2}\cot {\frac {\pi }{13}}\simeq 13.1858{a^{2}}} lbsPoligon (daftar)Segitiga Ideal Kepler Lancip Sama kaki Sama sisi Siku-siku Tumpul Segi empat Belah ketup...
LemahabangKecamatanNegara IndonesiaProvinsiJawa BaratKabupatenCirebonPemerintahan • CamatRita Susana SupriyantiPopulasi (2020)[1] • Total56.786 jiwaKode pos45183Kode Kemendagri32.09.07 Kode BPS3209060 Luas22,65 km² Lemahabang (Aksara Sunda: ᮜᮨᮙᮠᮘᮀ) adalah sebuah kecamatan di Kabupaten Cirebon, Provinsi Jawa Barat, Indonesia.[2][3] Kecamatan ini memiliki 13 desa. Kecamatan ini juga dijadikan calon ibukota CDOB Kabupaten Cir...
Santo Amator dari AuxerreSt. Amador, Chapelle de Locadour, KervignacMeninggal1 Mei 418KanonisasiPra-KongregasiPesta1 MeiAtributuskup dengan kapak dan pohon Amator (Prancis) Amadour atau Amatre merupakan seorang uskup Auxerre dari tahun 388 hingga kematiannya pada tanggal 1 Mei 418. Hari perayaannya jatuh pada tanggal 1 Mei.[1] Referensi ^ (Yunani) Ὁ Ἅγιος Ἀγαπητὸς Ἐπίσκοπος Ὡξέρρης. 1 Μαΐου. ΜΕΓΑΣ ΣΥΝΑΞΑΡΙΣΤΗΣ. Pranala luar Sai...
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: Ketuvim – berita · surat kabar · buku · cendekiawan · JSTOR (April 2008) Alkitab IbraniTanakhYosua 1:1 pada Kodeks Aleppo Taurat (Pengajaran)KejadianBeresyitKeluaranSyemotImamatWaiyiqraBilanganBemidbarU...
Das Königreich der Sueben (auch Reich der Sueben, lateinisch Regnum Gallaecia) war eine Reichsbildung der Völkerwanderungszeit – eine der ersten, die sich vom Römischen Reich lossagte. Das Regnum wurde auf dem Gebiet der vormaligen römischen Provinzen Gallaecia und dem nördlichen Teil von Lusitania errichtet. Um 410 wurde es von dem es tragenden Kriegerverband der germanischen Sueben als eigener Herrschaftsbereich etabliert, trat aber erst im Verlauf des 6. Jahrhunderts als Königreich...
Louis E. Atkinson Louis Evans Atkinson (* 16. April 1841 in Delaware Township, Juniata County, Pennsylvania; † 5. Februar 1910 in Mifflintown, Pennsylvania) war ein US-amerikanischer Politiker. Zwischen 1883 und 1893 vertrat er den Bundesstaat Pennsylvania im US-Repräsentantenhaus. Werdegang Louis Atkinson besuchte die öffentlichen Schulen seiner Heimat. Nach einem anschließenden Medizinstudium am College of the City of New York und seiner 1861 erfolgten Zulassung als Arzt begann er...
اضغط هنا للاطلاع على كيفية قراءة التصنيف ورد شبه منحدر المرتبة التصنيفية نوع التصنيف العلمي النطاق: حقيقيات النوى المملكة: نباتات الفرقة العليا: نباتات جنينية القسم: نباتات وعائية الشعبة: حقيقيات الأوراق الشعيبة: بذريات العمارة: كاسيات البذور الطائفة: ثنائيات الفل...
Albert GüntherLahirAlbert Charles Lewis Gotthilf Günther3 Oktober 1830Esslingen, JermanMeninggal1 Februari 1914(1914-02-01) (umur 83)KewKebangsaanJermanWarga negaraBritania RayaPekerjaanZoologisPenghargaanLinnean Medal (1904) Albert Karl Ludwig Gotthilf Günther FRS, juga Albert Charles Lewis Gotthilf Günther (3 Oktober 1830 – 1 Februari 1914), adalah seorang zoologis, iktiologis dan herpetologis Inggris kelahiran Jerman. Günther adalah taksonomis reptil paling produk...
Widespread form of sport wrestling This article is about the traditional sport. For amateur pro-wrestling-inspired performances put on by untrained fans, see Backyard wrestling. Amateur wrestlingTwo wrestlers competing in an amateur wrestling matchFocusGrapplingParenthoodAncient Greek style of wrestlingOlympic sportIn Freestyle and Greco-Roman wrestling styles Amateur wrestling is a variant of wrestling practiced at Olympic, collegiate, school, or other amateur level competitions. There are t...
此條目没有列出任何参考或来源。 (2018年9月25日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 木津車站木津車站東口日语名称木津 – きづ – Kizu车站概览位置 日本京都府木津川市木津池田116番2號地理坐标34°44′9.39″N 135°49′29.71″E / 34.7359417°N 135.8249194°E&#x...
关于与「上海迎宾高速公路」標題相近或相同的条目，請見「A1公路」。 上海迎宾高速公路 迎宾高速 道路信息道路總長12公里（7英里）启用时间1999年9月14日（最近通車）主要连接道路起點端 沪芦高速 外环高速环东二大道枢纽9处出口終點端上海浦东国际机场公路系統中华人民共和国高速公路上海高速公路 上海迎宾高速公路，是上海市的一条高速公路，省高...
U.S. cable television channel Military Channel redirects here. For the U.S. military's official channel, see DoD News Channel. For a similarly named competitor owned by A+E Networks, see Military History (TV network). Television channel American Heroes ChannelCountryUnited StatesBroadcast areaNationwideHeadquartersElizabeth, New JerseyProgrammingLanguage(s)EnglishPicture format1080i HDTV(downscaled to letterboxed 480i for the SDTV feed)OwnershipOwnerWarner Bros. DiscoveryParentWarner Bros. Di...
Book by Sean A. Moore Conan the Hunter Cover of the first edition.AuthorSean A. MooreCover artistKen W. KellyCountryUnited StatesLanguageEnglishSeriesConan the BarbarianGenreSword and sorceryPublisherTor BooksPublication date1994Media typePrint (Paperback)Pages245ISBN0-8125-3531-6 Conan the Hunter is a fantasy novel by American writer Sean A. Moore, featuring Robert E. Howard's sword and sorcery hero Conan the Barbarian. It was first published in paperback by Tor Books in January 19...
Validates computer program operations Typestate analysis, sometimes called protocol analysis, is a form of program analysis employed in programming languages. It is most commonly applied to object-oriented languages. Typestates define valid sequences of operations that can be performed upon an instance of a given type. Typestates, as the name suggests, associate state information with variables of that type. This state information is used to determine at compile-time which operations are vali...
2014 Atlantic Coast Conferencebaseball tournament2014 ACC Baseball TournamentFormatRound-robin tournamentFinals siteNewBridge Bank ParkGreensboro, NCChampionsGeorgia Tech (9th title)Winning coachDanny Hall (5th title)MVPDusty Isaacs (Georgia Tech)Attendance57,343TelevisionACCRSN, ESPN3, ESPN2 ← 2013 ACC baseball tournament 2015 → 2014 Atlantic Coast Conference baseball standings vte Conf Overall Team W L T PCT W L T PCT Atlantic No. 21 F...
Fictional character Lauralanthalasa KananDragonlance characterLaurana, chained in the foreground with Takhsis in her five-headed dragon form in the background.First appearanceDragons of Autumn Twilight (1984)Created byMargaret Weis and Tracy HickmanIn-universe informationAliasLaurana KananThe Golden GeneralRaceQualinesti elfGenderFemaleClassFighterHomeQualinost Laurana Kanan (also known as Lauralanthalasa Kanan), is a fictional character, one of the Heroes of the Lance in the Dragonlance fant...
Railway station in Niimi, Okayama Prefecture, Japan Niimi Station新見駅Niimi Station, May 2007General informationLocation471 Nishigata, Niimi-shi, Okayama-ken 718-0017JapanCoordinates34°59′14.78″N 133°27′24.20″E / 34.9874389°N 133.4567222°E / 34.9874389; 133.4567222Operated by JR WestLine(s)V Hakubi Line P Geibi Line K Kishin Line Distance64.4 km (40.0 mi) from KurashikiPlatforms2 island platformsTracks6Other informationStatusStaffed (Midori no...
Operation on mathematical functions This article is about the mathematical concept. For the computer science concept, see Function composition (computer science). Ring operator redirects here. Not to be confused with operator ring or operator assistance. Functionx ↦ f (x) History of the function concept Examples of domains and codomains X {\displaystyle X} → B {\displaystyle \mathbb {B} } , B {\displaystyle \mathbb {B} } → X {\displaystyle X} , B n {\displaystyle \mathbb {B} ^{n}}...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!