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Searching in outdoor waters for ferromagnetic objects A pair of bolt cutters collected through magnet fishing in the Scarpe at Lallaing, France A neodymium magnet used for magnet fishing Magnet fishing, also called magnetic fishing, is searching in outdoor waters for ferromagnetic objects available to pull with a strong neodymium magnet.[1] Recovered items may be dangerous, such as firearms, ammunition, and bombs. Practitioners In English, people who practice magnet fishing may be cal...
أرسيني تقسيم إداري البلد اليونان [1] إحداثيات 40°42′51″N 22°09′44″E / 40.71416667°N 22.16222222°E / 40.71416667; 22.16222222 السكان التعداد السكاني 1396 (إحصاء السكان) (2011)1241 (resident population of Greece) (2021)1382 (resident population of Greece) (2001)1413 (resident population of Greece) (1991) الرمز الجغرافي 736725 تعديل مصدري...
Berikut adalah daftar masjid yang ada di Aceh, Indonesia Banda Aceh Masjid Raya Baiturrahman Masjid Teungku di Anjong Masjid Baiturrahim Ulee Lheue Masjid Oman Al-Makmur Masjid Syeikh Abdurrauf Banda Aceh Aceh Besar Masjid Tua Indrapuri Masjid Tua Indra Purwa Masjid Jami' Rahmatullah Pidie Masjid Po Teumeureuhom Pidie Jaya Masjid Pucok Krueng Aceh Barat Masjid Agung Baitul Makmur Nagan Raya Masjid Jamik Habib Muda Seunagan Aceh Selatan Masjid Tuo Pulo Kambing Aceh Singkil Masjid Agung Singkil...
Ini adalah nama Korea; marganya adalah Kim. Kim Hae-sookKim Hae-sook bulan Maret 2019Lahir30 Desember 1955 (umur 68)Busan, Korea SelatanAlmamaterUniversitas Kyung HeePekerjaanAktrisTahun aktif1975–sekarangNama KoreaHangul김해숙 Hanja金海淑 Alih AksaraGim Hae-sukMcCune–ReischauerKim Hae-suk Kim Hae-sook (Hangul: 김해숙; lahir 30 Desember 1955) merupakan seorang aktris Korea Selatan.[1] Ia dikenal sebagai aktris dalam film My Brother (2004), Open City (20...
Belgian cyclist Briek SchotteBriek Schotte after winning the first stage of Dwars door België 1946 (collection: KOERS Museum)Personal informationFull nameAlberic SchotteNicknameBriekBorn(1919-09-07)7 September 1919Kanegem, BelgiumDied4 April 2004(2004-04-04) (aged 84)Team informationDisciplineRoadRoleRiderProfessional teams1939Mercier1940–1941Mercier / Groene Leeuw1942Mercier / Thompson1943Europe-Dunlop / Thompson1944Helyett / Trialoux–Wolber1945–1948Alcyon / Groene Leeuw1949...
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Kementerian Keuangan Malaysia. Menteri keuangan adalah jabatan dalam pemerintahan negera yang berdaulat dengan tanggung jawab pada keuangan negara. Tugas khusus dari menteri keuangan adalah untuk menentukan anggaran keuangan negara, kebijakan fiskal, dan mengontrol keuangan. Pada negara dengan bentuk negara federasi memiliki menteri keuangan di negara bagiannya. Artikel bertopik politik ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs
Questa voce sull'argomento competizioni ciclistiche è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. 3-Länder-TourSport Ciclismo su strada TipoGara individuale CategoriaUomini Elite + Under-23Classe 2.1 FederazioneUnione Ciclistica Internazionale Paese Germania OrganizzatoreUnione Ciclistica Internazionale CadenzaAnnuale Aperturasettembre PartecipantiVariabile FormulaCorsa a tappe StoriaFondazione...
Dutch physical and organic chemist (1852–1911) In this Dutch name, the surname is Van 't Hoff. Jacobus Henricus van 't Hoff Jr.Van 't Hoff by Nicola Perscheid in 1904Born(1852-08-30)30 August 1852Rotterdam, NetherlandsDied1 March 1911(1911-03-01) (aged 58)Steglitz, Berlin, German EmpireNationalityDutchAlma mater Delft University of Technology University of Leiden University of Bonn University of Paris University of Utrecht Known for One of the founders of stereochemistry and ...
Bagian dari seri artikel mengenaiPandemi Covid-19Permodelan atomik akurat yang menggambarkan struktur luar virus SARS-CoV-2. Tiap bola yang tergambarkan di sini adalah sebuah atom. SARS-CoV-2 (virus) Covid-19 (penyakit) Kronologi2019 2020 Januari Februari Maret April Mei Juni Juli Agustus September Oktober November Desember 2021 Januari Februari Maret April Mei Juni Juli Agustus September Lokasi Menurut benua Afrika Antarktika Asia Eropa Amerika Selatan Amerika Utara Oseania Menurut kendaraan...
Music genre Dancehall popStylistic originsDancehalldance-popR&Breggaeroots reggaerapreggaetonCultural originsEarly 2000s, JamaicaUnited StatesCanadaUnited Kingdom Dancehall pop is a sub-genre of the Jamaican genre dancehall that originated in the early 2000s.[1] Developing from the sounds of reggae, dancehall pop is characteristically different in its fusion with western pop music and digital music production.[2] Dancehall pop is also different from dancehall in that most ...
ماكراكومي خريطة الموقع تقسيم إداري البلد اليونان [1] خصائص جغرافية إحداثيات 38°56′30″N 22°06′55″E / 38.941665°N 22.115188°E / 38.941665; 22.115188 الارتفاع 15 متر السكان التعداد السكاني 1768 (resident population of Greece) (2021)1958 (resident population of Greece) (2001)2570 (resident population of Greece) (1991)2245 (reside...
Mai 1818 Nombre de jours 31 Premier jour Vendredi 1er mai 18185e jour de la semaine 18 Dernier jour Dimanche 31 mai 18187e jour de la semaine 22 Calendrier mai 1818 Sem Lu Ma Me Je Ve Sa Di 18 1er 2 3 19 4 5 6 7 8 9 10 20 11 12 13 14 15 16 17 21 18 19 20 21 22 23 24 22 25 26 27 28 29 30 31 1818 • Années 1810 • XIXe siècle Mois précédent et suivant Avril 1818 Juin 1818 Mai précédent et suivant Mai 1817 Mai 1819 Chronologies par zone géographique Chronologi...
此條目介紹的是民國34年1月定名「銀川」著名古都寧夏省城。关于自唐代至清代被稱爲「銀川」的夏州都督府轄地,请见「銀川郡」。 银川市银地级市银川市风光自承天寺塔俯瞰银川兴庆区老城、西门凤凰碑、钟鼓楼、海宝塔、南关清真大寺、承天寺塔、西夏王陵綽號:塞上明珠、凤城银川市在宁夏回族自治区的地理位置坐标:38°29′15″N 106°13′51″E / þ...
Un battoir à linge Le battoir à linge (connu sous le nom de thaapi en langues Haryanvi et Hindi), est un outil à main utilisé pour faire la lessive. Il est fait de bois, en forme de pelle à enfourner, mais avec un manche beaucoup plus court utilisé comme poignée. Il était utilisé pour battre les vêtements et les draps mouillés, repoussant la saleté en martelant les objets contre une planche à laver, ou contre les dalles plates établies dans la buanderie.Il a été créé en 1478...
Tool in homological algebra In mathematics, a chain complex is an algebraic structure that consists of a sequence of abelian groups (or modules) and a sequence of homomorphisms between consecutive groups such that the image of each homomorphism is included in the kernel of the next. Associated to a chain complex is its homology, which describes how the images are included in the kernels. A cochain complex is similar to a chain complex, except that its homomorphisms are in the opposite directi...
Molecular diffusion under the effect of a thermal gradient Dust deposition by thermophoresis. Thermophoresis (also thermomigration, thermodiffusion, the Soret effect, or the Ludwig–Soret effect) is a phenomenon observed in mixtures of mobile particles where the different particle types exhibit different responses to the force of a temperature gradient. This phenomenon tends to move light molecules to hot regions and heavy molecules to cold regions. The term thermophoresis most often applies...
1770s–1880s Jewish intellectual movement Maskil redirects here. For the Hebrew literary term heading some psalms, see Psalms § Themes and execution. Top row, proto-Maskilim: Raphael Levi Hannover • Solomon Dubno • Tobias Cohn • Marcus Elieser Bloch 2nd row, Berlin Haskalah: Salomon Jacob Cohen • David Friedländer • Naphtali Hirz Wessely • Moses Mendelssohn3rd row, Austria and Galicia: Judah Löb Mieses • Solomon Judah Loeb Rapoport • Joseph Perl • Baruch Jeitteles B...
American actor Trent LehmanTrent Lehman, circa 1970BornTrenton Lawson Lehman(1961-02-23)February 23, 1961Los Angeles, California, U.S.DiedJanuary 18, 1982(1982-01-18) (aged 20)Pacoima, California, U.S.OccupationActorYears active1969–1973 Trenton Lawson Trent Lehman (February 23, 1961 – January 18, 1982) was an American child actor. Early life and career Nanny and the Professor cast 1970 (clockwise from top) Richard Long, David Doremus, Lehman, Kim Richards and Juliet Mil...
Questa voce sull'argomento centri abitati dell'Ungheria Centrale è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Mogyoródcomune Mogyoród – Veduta LocalizzazioneStato Ungheria RegioneUngheria Centrale Contea Pest TerritorioCoordinate47°36′N 19°15′E47°36′N, 19°15′E (Mogyoród) Superficie34,47 km² Abitanti5 727 (2007) Densità166,14 ab./km² Altre informazioniCod. postale2146 Prefisso28 Fuso orarioUTC+1 Codice KSH177...