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以色列邮政管理局 - 耶路撒冷 以色列郵政公司（希伯來語：דואר ישראל‎，羅馬化：Do'ar Yisra'el），又稱以色列郵政，是一家由以色列政府所有的郵政企業。以色列郵政擁有約5,000名員工[1]，在以色列全國有約700個網點，每天處理約250萬份郵件[2]。2002年，以色列郵政決定進行重大改革。以色列郵政公司於2006年開始運營[3]。 以色列郵政每年都收到來自世

В Википедии есть статьи о других людях с фамилией Вайнберг. Вильгельм Вайнбергнем. Wilhelm Weinberg Дата рождения 25 декабря 1862(1862-12-25) Место рождения Штутгарт, Германская империя Дата смерти 27 ноября 1937(1937-11-27) (74 года) Место смерти Тюбинген, Германия Страна  Германия Научная �...

Bauer Aktiengesellschaft Logo Rechtsform Aktiengesellschaft Gründung 1790 Sitz Schrobenhausen, Deutschland Deutschland Leitung Vorstand: Peter Hingott, Florian Bauer Thomas Bauer, Aufsichtsratsvorsitzender Mitarbeiterzahl 12.000 (2022)[1] Umsatz 1,7 Mrd. Euro (2022)[1] Branche Bau, Maschinenbau Website www.bauer.de Stand: 5. April 2023 Die BAUER Maschinen Gruppe auf der bauma 2022 in München. Inmitten einer Wüstenlandschaft betreibt die BAUER Nimr LLC in Oman die gr

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. (نوفمبر 2019) هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسي

Sporting event delegationTunisia at the2023 Arab GamesIOC codeTUNNOCTunisian Olympic Committeein AlgeriaJuly 5, 2023 (2023-07-05) – July 15, 2023 (2023-07-15)MedalsRanked 2nd Gold 23 Silver 47 Bronze 51 Total 121 Arab Games appearances (overview) 1953 1957 1961 1965 1976 1985 1992 1997 1999 2004 2007 2011 2023 Tunisia participated in the 15th Arab Games, which were held in Algeria[1] from 5 to 15 July 2023. It competed with 100 athletes in 10 sport...

Bandar Udara Internasional Akanu IbiamEnugu AirportTerminal bandar udaraIATA: ENUICAO: DNEN ENULokasi bandar udara di NigeriaInformasiJenisPublikPemilik/PengelolaOtoritas Bandar Udara Federal Nigeria (FAAN)MelayaniEnugu, NigeriaKetinggian dpl447 mdplKoordinat06°28′27″N 007°33′43″E / 6.47417°N 7.56194°E / 6.47417; 7.56194Landasan pacu Arah Panjang Permukaan m kaki 08/26 3,000 meter 9,843ft Aspal Sumber: FAAN[1] and DAFIF[2][3 ...

Arum Arum palaestinum Klasifikasi ilmiah Range of the genus Arum Sinonim[1] Aron Adans. Gymnomesium Schott Arum merupakan genus tumbuhan berbunga dalam famili Araceae, asli Eropa, Afrika bagian utara, serta Asia bagian barat dan tengah, dengan keanekaragaman spesies tertinggi di kawasan Mediterania.[1][2][3][4][5][6] Referensi ^ a b Kew World Checklist of Selected Plant Families ^ Govaerts, R. & Frodin, D.G. (2002). World Checklist a...

Pakistani television channel 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 possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (December 2017) (Learn how and when to remove this template message) This article needs additional citations for verifica...

Men's tennis circuit 2020 ATP TourNovak Djokovic finished the year as world No. 1 for a record-equaling sixth time, tying Pete Sampras's achievement. He won four tournaments during the season, including a major title at the Australian Open. He also won two Masters titles and finished runner-up at another major, the French Open.DetailsDuration3 January 2020 – 22 November 2020Edition51stTournaments33CategoriesGrand Slam (3) ATP Finals ATP Tour Masters 1000 (3) ATP Cup ATP Tour 500 (7) ATP Tou...

Sodium stearoyl lactylate Names Preferred IUPAC name Sodium 2-{[2-(octadecanoyloxy)propanoyl]oxy}propanoate Other names octadecanoic acid, 2-(1-carboxyethoxy)-1-methyl-2-oxoethyl ester, sodium salt; sodium 2-{[2-(stearoyloxy)propanoyl]oxy}propanoate; sodium stearoyl lactylate; sodium stearoyl-2-lactylate; sodium stearyl-2-lactylate; sodium 2-stearoyllactylate; sodium stelate; stearoyl-2-lactylic acid, sodium salt; sodium alpha-(alpha-(stearoyloxy)propionyloxy)propionate; sodium 2-(1-carboxyet...

Snooker tournament, held January 2021 2021 BildBet German MastersTournament informationDates27–31 January 2021 (2021-01-27 – 2021-01-31)VenueMarshall ArenaCityMilton KeynesCountryEnglandOrganisationWorld Snooker TourFormatRanking eventTotal prize fund£400,000Winner's share£80,000Highest break Shaun Murphy (ENG) (147)FinalChampion Judd Trump (ENG)Runner-up Jack Lisowski (ENG)Score9–2← 2020 2022 → Snooker tournament Marshall ...

Province of southwestern China For other uses, see Guizhou (disambiguation). Province in ChinaGuizhou 贵州ProvinceProvince of GuizhouName transcription(s) • Chinese贵州省 (Guìzhōu Shěng) • AbbreviationGZ / 黔 or 贵 (pinyin: Qián or Guì)(clockwise from top) Huangguoshu Waterfall Fanjingshan Libo Five-hundred-meter Aperture Spherical Telescope Guiyang Zhaoxing Map showing the location of Guizhou ProvinceCoordinates: 26°50′N 106°50′E / &...

American civil servant, banker and philanthropist S. Sloan ColtPresident of Bankers TrustIn office1931–1956Preceded byHenry J. CochranSucceeded byAlex H. Ardrey Personal detailsBornSamuel Sloan Colt(1892-07-13)July 13, 1892Manhattan, New YorkDiedMay 2, 1975(1975-05-02) (aged 82)Westhampton Beach, New YorkSpouses Margaret Van Buren Mason ​ ​(m. 1918; div. 1945)​ Anne King Weld McLane ​ ​(m. 1945)​ Childre...

Reever KnotNamesReever Knot, Vice Versa BendCategoryBendRelatedSimple Simon Over, Simple Simon Under, Double Harness BendReleasingNon-jamming The Reever Knot is a secure bend for joining two ropes. An important attribute of the knot is that each line going in and out of the knot is clamped at two points within the knot. For this reason it is considered secure and resistant to being shaken loose when subject to intermittent loads.[1] The Reever Knot and the Vice Versa Bend The Reever K...

Abdullah SaniWakil Gubernur Jambi ke-6PetahanaMulai menjabat 7 Juli 2021GubernurAl HarisPendahuluFachrori UmarWakil Wali Kota Jambi ke-3Masa jabatan4 November 2013 – 4 November 2018Wali KotaSyarif FashaPendahuluM. Sum IndraPenggantiMaulana Informasi pribadiLahir8 September 1956 (umur 67)Bram Itam Kanan, Keresidenan Jambi, Sumatra TengahPartai politik  PDI-P (sampai 2020)  PKB (sejak 2021)Suami/istriHj. KomariahAnak5Alma materIAIN Sultan Thaha Sa...

The Connecticut MirrorTypeNonprofitFormatWebOwner(s)nonprofitPublisherBruce Putterman[1]EditorElizabeth Hamilton[2]Founded2009Political alignmentNonpartisanHeadquarters1049 Asylum AvenueHartford, Connecticut[3]Websitectmirror.org The Connecticut Mirror (also known as the CT Mirror) is an online-only newspaper headquartered in Hartford, Connecticut, founded in 2009 with $1.8 million in startup funding by the nonprofit Connecticut News Project and composed of former staf...

Экономический факультетМосковский государственный университет Английское название Faculty of Economics at Lomonosov Moscow State University (MSU) Год основания 1941(82 года назад) (1941) Декан Аузан Александр Александрович Месторасположение Москва, Ленинские горы, 1, стр. 46, третий новый учебный...

Native hypervisor by Microsoft Hyper-VDeveloper(s)MicrosoftInitial releaseJune 28, 2008; 15 years ago (June 28, 2008)Operating systemWindows ServerWindows 8, Windows 8.1, Windows 10, Windows 11 (x64; Pro, Enterprise and Education)PredecessorWindows Virtual PCTypeNative hypervisorWebsitelearn.microsoft.com/en-us/virtualization/hyper-v-on-windows/about/ Microsoft Hyper-V, codenamed Viridian,[1] and briefly known before its release as Windows Server Virtualization, is a nati...

1953 film Speed FeverDirected byEgil HolmsenWritten byEgil Holmsen Nils IdströmProduced byEwert GranholmStarringArne Ragneborn Sven-Axel Carlsson Erik BerglundCinematographySten DahlgrenEdited byRagnar EngströmMusic byHarry ArnoldProductioncompanySvensk TalfilmDistributed bySvensk TalfilmRelease date27 November 1953Running time105 minutesCountrySwedenLanguageSwedish Speed Fever (Swedish: Fartfeber) is a 1953 Swedish drama film directed by Egil Holmsen and starring Arne Ragneborn, Sven-Axel ...

Не следует путать с булевой алгеброй. Запрос «Двоичная логика» перенаправляется сюда. На эту тему нужно создать отдельную статью. Алгебра логики (алгебра высказываний) — раздел математической логики, в котором изучаются логические операции над высказываниями[1]. ...