Karabük Province
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Stasiun Songgom Stasiun Songgom, 2010LokasiSonggom Lor, Songgom, Brebes, Jawa TengahIndonesiaKoordinat7°1′25″S 108°59′36″E / 7.02361°S 108.99333°E / -7.02361; 108.99333Koordinat: 7°1′25″S 108°59′36″E / 7.02361°S 108.99333°E / -7.02361; 108.99333Ketinggian+23 mOperator Kereta Api IndonesiaDaerah Operasi III Cirebon Letakkm 282+077 lintas Jakarta–Jatinegara–Cikampek–Cirebon Prujakan–Prupuk–Purwokerto–Kroya[1 …
Haris Aksara Kepala Pusat Laboratorium Forensik Bareskrim PolriPetahanaMulai menjabat 23 Desember 2022 PendahuluAgus BudihartaPenggantiPetahana Informasi pribadiLahir0 Agustus 1966 (umur 57)IndonesiaAlma materAkademi Kepolisian (1988)PekerjaanPolisiKarier militerPihak IndonesiaDinas/cabang Kepolisian Negara Republik IndonesiaMasa dinas1988—2024Pangkat Brigadir Jenderal PolisiSatuanForensik KepolisianSunting kotak info • L • B Brigjen. Pol. Haris Aksara, S.H. (l…
Documentation generator Not to be confused with CMU Sphinx or Sphinx (search engine). SphinxDeveloper(s)Georg BrandlInitial releaseMarch 21, 2008 (2008-03-21)Stable release7.2.6[1] / September 13, 2023; 6 months ago (2023-09-13) Repositorygithub.com/sphinx-doc/sphinx Written inPythonOperating systemCross-platformTypeDocumentation generatorLicenseBSDWebsitewww.sphinx-doc.org Sphinx is a documentation generator written and used by the Python community. It i…
Isotop utama neptunium Isotop Peluruhan kelimpahan waktu paruh (t1/2) mode produk 235Np sintetis 396,1 hri α 231Pa ε 235U 236Np sintetis 1,54×105 thn ε 236U β− 236Pu α 232Pa 237Np renik 2,144×106 thn α 233Pa 239Np renik 2,356 hri β− 239Pu lihatbicarasunting Neptunium (93Np) biasanya dianggap sebagai unsur buatan, meskipun ia ditemukan dalam jumlah renik di alam, sehingga berat atom standarnya tidak dapat diberikan. Seperti semua unsur renik atau sintetis,…
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 Februari 2023. Pada 8 Mei 2018, Kementerian Riset, Teknologi, dan Pendidikan Tinggi menyelenggarakan Seleksi Bersama Masuk Perguruan Tinggi Negeri (SBMPTN). SBMPTN 2018 merupakan kali keenam ujian seleksi masuk PTN menggunakan nama Seleksi Bersama Masuk Perguruan Tingg…
South Slavic ethnic group living in the Balkans This article is about the ethnic group. For the medieval tribes, see Bulgars. For other uses, see Bulgarians (disambiguation). BulgariansбългариbŭlgariTotal populationc. 9 million[1][2] Regions with significant populations Bulgaria 5,118,494 (2021)[3] Germany410,885[n] (2021)[4] Ukraine204,574[e]–500,000 (2001)[5][6] Turkey350,000 (2020)[7] Sp…
Уваровский список «Именника» «Именник болгарских ханов» — источник по истории первых двух столетий Болгарского государства, самый ранний исторический памятник болгар. Был впервые обнаружен и опубликован русским историком А. Н. Поповым. Источник известен в трёх …
Election for the governorship of Northern Mariana Islands See also: 2014 United States gubernatorial elections 2014 Northern Mariana Islands gubernatorial election ← 2009 November 4 and November 18, 2014 2018 → Nominee Eloy Songao Inos Heinz Hofschneider Party Republican Independent Running mate Ralph Torres Ray Naraja Yumul Popular vote 6,342 general[1] 6,547 runoff 4,501 general 4,948 runoff Percentage 45.96% general 56.96% runoff 32.62% general 4…
رئيس مجلس الأمن التابع للأمم المتحدة President of the United Nations Security Council (الإنجليزية)联合国安全理事会主席 (الصينية)Président du Conseil de sécurité des Nations Unies (الفرنسية)Председатель Совета Безопасности Организации Объединенных Наций (الروسية)Presidente del Consejo de Seguridad de Naciones Unidas (الإسبانية) رئيس مجلس الأمن…
ОбластьРазградская областьболг. Област Разград 43°30′ с. ш. 26°35′ в. д.HGЯO Страна Болгария Включает 7 общин Адм. центр город Разград Областной управитель Наско Атанасов История и география Дата образования 8 января 1999 Площадь 2637 км² (25-е место) Высота 284 м&#…
Katedral Georgiyevsk Eparki Georgiyevsk adalah sebuah eparki Gereja Ortodoks Rusia yang terletak di Georgiyevsk, Federasi Rusia. Eparki tersebut didirikan pada 2012.[1] Referensi ^ http://www.patriarchia.ru/db/text/2269360.html lbsKeuskupan Gereja Ortodoks RusiaPatriark MoskwaEparki di Rusia Abakan dan Khakassia Akhtubinsk Alapayevsk Alatyr Alexdanrov Almetyevsk Amur Anadyr Ardatov Arkhangelsk Armavir Arsenyev Astrakhan Balashov Barnaul Barysh Belgorod Belyov Bezhetsk Birobidzhan Birsk B…
Genus of fungi Microsporum Microsporum canis Scientific classification Domain: Eukaryota Kingdom: Fungi Division: Ascomycota Class: Eurotiomycetes Order: Onygenales Family: Arthrodermataceae Genus: MicrosporumGruby (1843) Type species Microsporum audouiniiGruby (1843) Synonyms[1] Closteroaleurosporia Grigoraki (1924) Closterosporia Grigoraki (1924) Nannizzia Stockdale (1961) Sabouraudites M.Ota & Langeron (1923) Thallomicrosporon Benedek (1964) This article needs additional citations…
Pour les articles homonymes, voir Treccani (homonymie). Encyclopédie TreccaniTitre original (it) Enciclopedia TreccaniLangue ItalienAuteur AA.VV.Genre EncyclopédieDates de parution 19291939Pays ItalieÉditeur Istituto dell'Enciclopedia ItalianaSite web (it) www.treccani.itmodifier - modifier le code - modifier Wikidata Stand Treccani à la Fiera del libro 2006 Treccani est le nom par lequel on appelle communément l'Enciclopedia Italiana di scienze, lettere ed arti. La première édi…
Yes! Pretty Cure 5 GoGo!Ｙｅｓ！プリキュア５ ＧｏＧｏ！(Yes! Purikyua 5 GoGo!)Le Pretty Cure con Milky Rose (Kurumi) sullo sfondo. A destra, dall'alto: Nuts, Coco, Syrup e Milk Generemahō shōjo Serie TV animeAutoreIzumi Tōdō RegiaToshiaki Komura Composizione serieYoshimi Narita Char. designToshie Kawamura Dir. artisticaShinzō Yuki MusicheNaoki Satō StudioToei Animation ReteTV Asahi, ANN 1ª TV3 febbraio 2008 – 25 gennaio 2009 Episodi4…
Comic strip by American cartoonist Alison Bechdel Dykes to Watch Out ForSeveral characters in Dykes to Watch Out For. From left to right: Mo, Sydney, Ginger, and Samia.Author(s)Alison BechdelWebsitedykestowatchoutfor.comCurrent status/scheduleSporadic updatesLaunch date1983End dateMay 14, 2008Genre(s)Lesbian, Women, Adults, Politics Dykes to Watch Out For (sometimes DTWOF) was a weekly comic strip by Alison Bechdel. The strip, which ran from 1983 to 2008, was one of the earliest ongoing represen…
Anders Holch Povlsen (Ringkøbing, 4 novembre 1972) è un imprenditore danese, Amministratore Delegato e unico proprietario della catena internazionale di abbigliamento al dettaglio Bestseller, che comprende Vero Moda, Only e Jack & Jones, una società fondata dai suoi genitori. È il maggiore azionista del rivenditore britannico di moda su Internet Asos e il secondo più grande del rivenditore tedesco di abbigliamento su Internet Zalando.[1] È anche il più grande proprietario terr…
Tennis tournament1988 NCAA Division I Women's Tennis ChampionshipsDateJune 1988Edition7thLocation Los Angeles, CaliforniaVenue Los Angeles Tennis CenterUniversity of California, Los AngelesChampionsWomen's singles Shaun Stafford(Florida)Women's doubles Allison Cooper / Stella Sampras(UCLA) ← 1987 · NCAA Division I Women's Tennis Championships · 1989 → The 1988 NCAA Division I Women's Tennis Championships were the seventh annual championships to determine the nat…
密西西比州 哥伦布城市綽號：Possum Town哥伦布位于密西西比州的位置坐标：33°30′06″N 88°24′54″W / 33.501666666667°N 88.415°W / 33.501666666667; -88.415国家 美國州密西西比州县朗兹县始建于1821年政府 • 市长罗伯特·史密斯 (民主党)面积 • 总计22.3 平方英里（57.8 平方公里） • 陸地21.4 平方英里（55.5 平方公里） • …
Questa voce o sezione sull'argomento centri abitati del Transdanubio Centrale non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Szárligetcomune Szárliget – Veduta LocalizzazioneStato Ungheria RegioneTransdanubio Centrale Contea Komárom-Esztergom TerritorioCoordinate47°30′59″N 18°29′54″E47°30′59″N, 18°29′54″E (Szárliget)Coo…
Первые 15 строк треугольника Паскаля (n = 0, 1, …, 14) Треугольник Паскаля (арифметический треугольник) — бесконечная таблица биномиальных коэффициентов, имеющая треугольную форму. В этом треугольнике на вершине и по бокам стоят единицы. Каждое число равно сумме двух распол…