Оболенское (Жуковский район)
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Perang Utara KeduaBagian dari Peperangan UtaraTanggal1655–1660LokasiDenmark–Norwegia, Kekaisaran Swedia, Persemakmuran Polandia-Lituania, Amerika UtaraHasil Perjanjian Roskilde (1658) dan Kopenhagen (1660) (Swedia dan Denmark) Perjanjian Oliva (1660) (Swedia dan Habsburg, Brandenburg, Polandia–Lituania) Perjanjian Valiesar (1658) dan Cardis (1661) (Swedia dan Rusia)Perubahanwilayah Skåne, Halland, Blekinge, Bohuslän dan Ven menjadi wilayah Swedia Kadipaten Prusia menjadi negara berdau...
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 November 2022. Artyom BogomolovInformasi pribadiNama lengkap Artyom Igorevich BogomolovTanggal lahir 18 Juli 1992 (umur 31)Tinggi 1,83 m (6 ft 0 in)Posisi bermain GelandangInformasi klubKlub saat ini FC TyumenNomor 28Karier senior*Tahun Tim Tampi...
2002 studio album by HooverphonicHooverphonic Presents Jackie CaneStudio album by HooverphonicReleasedOctober 28, 2002Genre Trip hop electronic dream pop pop Length46:05LabelColumbiaProducerAli StatonHooverphonic chronology The Magnificent Tree(2000) Hooverphonic Presents Jackie Cane(2002) Sit Down and Listen to Hooverphonic(2003) Professional ratingsReview scoresSourceRatingAllmusic link Hooverphonic Presents Jackie Cane is the fourth album by the Belgian band Hooverphonic. It is a c...
L'economia della California, una delle più importanti e sviluppate del mondo, è la maggiore tra quelle degli Stati degli Stati Uniti d'America con un prodotto interno lordo di circa 3.000 miliardi di dollari[1] e un reddito pro capite di 75.783 dollari nel 2018. Se la California fosse uno Stato indipendente, quella californiana sarebbe la quinta economia del globo, davanti all'India e dietro alla Germania.[2] Inoltre, essendo la celebre Silicon Valley situata in California, ...
Election in Pennsylvania Main article: 2000 United States presidential election 2000 United States presidential election in Pennsylvania ← 1996 November 7, 2000 2004 → Turnout63% Nominee Al Gore George W. Bush Party Democratic Republican Home state Tennessee Texas Running mate Joe Lieberman Dick Cheney Electoral vote 23 0 Popular vote 2,485,967 2,281,127 Percentage 50.60% 46.43% County Results Municipality Results Gore 40–50% ...
France 3Grand EstCaractéristiquesCréation 1er janvier 2017Propriétaire France TélévisionsSlogan Nos régions nous inspirent, nos régions vous inspirentFormat d'image 1080i (HDTV)Langue FrançaisPays FranceSiège social StrasbourgChaîne sœur France 3Site web https://france3-regions.francetvinfo.fr/grand-est/DiffusionAire Grand Est FranceDiffusion TNT française, satellite, câble, ADSL et webmodifier - modifier le code - modifier Wikidata France 3 Grand Est est l'une des 13 directions ...
Rabbinical dynasty VeretzkyYiddish: VeretzkyHasidic Jewish Rabbinical dynastyParent familyLandauPlace of originNyzhni Vorota, UkraineFounderRabbi Moshe Ber LandauCurrent headRabbi Yitzchak Meir Landau IISeatKhal Hisachdus Yirieim Veretzky (synagogue), in Midwood, Brooklyn, New York City, New York, United StatesTraditionsOrthodox JudaismCadet branchesZiditshov Veretzky is the name of a Hasidic Jewish Rabbinical dynasty originating in Nyzhni Vorota, Ukraine (known as Veretzky in Yiddish), near ...
Cet article est une ébauche concernant une localité italienne et le Trentin-Haut-Adige. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Prato allo Stelvio Armoiries Noms Nom allemand Prad am Stilfserjoch Administration Pays Italie Région Trentin-Haut-Adige Province Bolzano Code postal 39026 Code ISTAT 021067 Code cadastral H004 Préfixe tel. 0473 Démographie Gentilé pratesi Population 3 80...
普密蓬·阿杜德ภูมิพลอดุลยเดช泰国先王普密蓬·阿杜德(官方肖像) 泰國國王統治1946年6月9日-2016年10月13日(70年126天)加冕1950年5月5日前任阿南塔玛希敦繼任玛哈·哇集拉隆功总理见列表出生(1927-12-05)1927年12月5日 美國马萨诸塞州剑桥奥本山醫院(英语:Mount Auburn Hospital)逝世2016年10月13日(2016歲—10—13)(88歲) 泰國曼谷西里拉醫院安葬曼谷僧...
FreeMonoKategoriMonospacedKlasifikasiMekanistikPerancangPrimož Peterlin, Steve WhitePenerbitGNU SavannahDibuat19 February 2002Diluncurkan7 April 2005LisensiGNU GPLv3 + pengecualian fon GPL FreeSansKategoriSans-serifKlasifikasiNeo-grotesquePerancangPrimož Peterlin, Steve WhiteLisensiGNU GPLv3 + Pengecualian fon GPL FreeSerifKategoriSerifKlasifikasiTransisionalPerancangPrimož Peterlin, Steve WhiteLisensiGNU GPLv3 + Pengecualian fon GPL GNU FreeFont (juga dikenal sebagi Free UCS Outline Fonts...
iCE is the brand name used for a family of low-power field-programmable gate arrays (FPGAs) produced by Lattice Semiconductor. Parts in the family are marketed with the world's smallest FPGA tagline, and are intended for use in portable and battery-powered devices (such as mobile phones),[1] where they would be used to offload tasks from the device's main processor or system on chip. By doing so, the main processor and its peripherals can enter a low-power state or be powered off enti...
Akbar Hashemi Rafsanjani اکبر هاشمی رفسنجانی Presiden Republik Islam Iran ke-4Masa jabatan3 Agustus 1989 – 2 Agustus 1997Wakil PresidenHassan HabibiPemimpinAli KhameneiPendahuluAli KhameneiPenggantiMohammad Khatami Informasi pribadiLahir(1934-02-15)15 Februari 1934Nough, IranMeninggal8 Januari 2017(2017-01-08) (umur 82)Tajrish, IranPartai politikAsosiasi Ulama MilitanSunting kotak info • L • B Akbar Rafsanjani di sampul majalah TIME edisi Timur T...
Pharmaceutical drug CanakinumabRibbon diagram of canakinumab (blue) bound to IL-1β (yellow) from PDB entry 5bvp[1]Monoclonal antibodyTypeWhole antibodySourceHumanTargetIL-1βClinical dataTrade namesIlarisOther namesACZ885, ACZ-885AHFS/Drugs.comMonographMedlinePlusa622024License data US DailyMed: Canakinumab Pregnancycategory AU: B3 Routes ofadministrationIntravenous, subcutaneousATC codeL04AC08 (WHO) Legal statusLegal status AU: S4 (Prescription only) US...
Real-time gross settlement payment system in Hong Kong Not to be confused with Faster Payments Service, a payment system in the UK. Faster Payment SystemChinese: 快速支付系統Logo of Faster Payment System (FPS)Other names轉數快Developer(s)Hong Kong Monetary AuthorityInitial release17 September 2018; 5 years ago (2018-09-17)WebsiteOfficial website Faster Payment System (FPS; Chinese: 快速支付系統, more commonly known as 轉數快) is a real-time gross se...
Великий восток ПортугалииВВПGrande Oriente Lusitano Дата основания 1882 год Тип Великий восток Число участников 2800 Город Лисабон, Португалия Медиафайлы на Викискладе Масонство Направления Регулярное масонство Либеральное масонство Масонство Принса Холла Терминология Сл...
2002 memoir by Pat Conroy 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: My Losing Season – news · newspapers · books · scholar · JSTOR (August 2016) (Learn how and when to remove this message) My Losing Season Media typePrint (Hardback & Paperback)Pages416 pp (hardback edition)ISBN0-385-48912-9Pre...
في علم الفلك جمهرة النجوم (بالإنجليزية: Stellar population) مصطلح يشير إلى مجموعة من النجوم داخل المجرة التي تشبه بعضها البعض في التوزيع المكاني، والتركيب الكيميائي والمعدنية (كميات العناصر) ولها نفس العمر وهي طريقة لكشف الأحداث الماضية في مجرتنا وطريقة تشكلها.[1] في عام 1944، ص�...
2022 South Korean television series Mental Coach JegalPromotional posterHangul멘탈코치 제갈길Literal meaningMental Coach Jegal GilRevised RomanizationMentalkochi Jegal Gil GenreSports drama[1]Written byKim Ban-di[2]Directed bySon Jeong-hyun[2]StarringJung WooLee Yoo-miKwon YulPark Se-youngMoon Yoo-kang [ko]Music byKim Hyun-jongAhn So-youngCountry of originSouth KoreaOriginal languageKoreanNo. of episodes16[3]ProductionExecutive producersJang...
المكاسب السوفيتية، منتصف عام 1943 حتى نهاية عام 1944. في التأريخ السوفيتي، كانت ضربات ستالين العشر[ا] هي الهجمات الإستراتيجية العشر الناجحة التي نفذها الجيش الأحمر في عام 1944 خلال الحرب العالمية الثانية. أدت الهجمات السوفيتية إلى طرد قوات المحور من الأراضي السوفيتية وعجلت ...
Модель Солнечной системы, представленная И.Кеплером в труде «Тайна мироздания» (1596) с использованием системы платоновых тел Сакральная геометрия (от лат. sacralis — священный, обладающий святостью, признаваемый божественным) — совокупность религиозных и/или мифоло...