Trafalgar (album)
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Atlantic DivisionAltri nomiPatrick Division Sport Hockey su ghiaccio TipoCampionato per club FederazioneNational Hockey League Parte diEastern Conference Paese Canada Stati Uniti OrganizzatoreNational Hockey League CadenzaAnnuale Partecipanti8 StoriaFondazione1993-1994 Detentore Florida Panthers Record vittorie New Jersey Devils (9) Modifica dati su Wikidata · Manuale La Atlantic Division della National Hockey League venne formata nel 1993 come parte della Eastern Co...
ForaminiferaRentang fosil: 542–0 jtyl[1] PreЄ Є O S D C P T J K Pg N Kambrium–Saat ini Ammonia tepida hidup (Rotaliida) Klasifikasi ilmiah Domain: Eukaryota (tanpa takson): SAR (tanpa takson): Rhizaria Filum: Retaria Subfilum: Foraminiferad'Orbigny, 1826 Ordo Allogromiida Carterinida Fusulinida — extinct Globigerinida Involutinida — extinct Lagenida Miliolida Robertinida Rotaliida Silicoloculinida Spirillinida Textulariida incertae sedis Xenophyophore...
Djoko PekikLahir(1937-01-02)2 Januari 1937Grobogan, Hindia BelandaMeninggal12 Agustus 2023(2023-08-12) (umur 86)Yogyakarta, IndonesiaMakamTaman Makam Seniman dan Budayawan Giri SaptoKarya terkenalBerburu Celeng (1998)GayaRealisme, ekspresionisme Djoko Pekik (2 Januari 1937 – 12 Agustus 2023)[1] adalah seorang seniman lukis Indonesia. Karya lukisnya yang terkenal adalah Berburu Celeng, yang menggambarkan keadaan para pemimpin Indonesia pada masa Orde Baru. Selama ...
Grand Prix Bahrain 2020 Lomba ke-15 dari 17[a] dalam Formula Satu musim 2020← Lomba sebelumnyaLomba berikutnya → Detail perlombaan[1][2]Tanggal 29 November 2020Nama resmi Formula 1 Gulf Air Bahrain Grand Prix 2020Lokasi Sirkuit Internasional Bahrain, Sakhir, BahrainSirkuit Fasilitas balap permanenPanjang sirkuit 5.412 km (3.363 mi)Jarak tempuh 57 putaran, 308.238 km (191.530 mi)Cuaca CerahPenonton 0[b]Posisi polePembalap Lewis Hamilton M...
The Huntsville ItemThe Huntsville Item. (Huntsville, Tex.), Vol. 8, No. 45, Ed. 1 Saturday, July 24, 1858TypeDaily newspaperFormatBroadsheetOwner(s)Community Newspaper Holdings Inc.PublisherJake MienkEditorBrenda PoeFounded1850Headquarters1409 Tenth StreetHuntsville, Texas 77342United StatesCirculation1,313 (as of 2023)[1]ISSN0888-4145Websiteitemonline.com The Huntsville Item is a five-day morning daily newspaper published in Huntsville, Texas, covering Walker County in East Texas...
Ekateríni Stefanídi Ekateríni Stefanídi en 2019 Informations Disciplines Saut à la perche Période d'activité 2005 - Nationalité Grecque Naissance 4 février 1990 (34 ans) Cholargós Taille 1,73 m (5′ 8″) Masse 59 kg (130 lb) Entraîneur Mitchell Krier Records • Actuelle détentrice du record de Grèce du saut à la perche en plein air (4.91 m en 2017) et en salle (4.90 m en 2016) Distinctions Trophée de l'athlète européenne de l'année en 2017 Palmar...
ДостопримечательностьАрка ЯнусаArco di Giano 41°53′22″ с. ш. 12°28′58″ в. д.HGЯO Страна Италия Местоположение Рим Медиафайлы на Викискладе Арка Януса (итал. Arco di Giano, лат. Ianus Quirinus) — античное сооружение в форме тетрапилона на Бычьем форуме в Риме, в районе Велаб�...
Supreme Court of the United States38°53′26″N 77°00′16″W / 38.89056°N 77.00444°W / 38.89056; -77.00444EstablishedMarch 4, 1789; 235 years ago (1789-03-04)LocationWashington, D.C.Coordinates38°53′26″N 77°00′16″W / 38.89056°N 77.00444°W / 38.89056; -77.00444Composition methodPresidential nomination with Senate confirmationAuthorized byConstitution of the United States, Art. III, § 1Judge term lengthl...
Pour les articles homonymes, voir Corrigan. Lloyd Corrigan Dans L'Évadée (1946) Données clés Naissance 16 octobre 1900San Francisco, CalifornieÉtats-Unis Nationalité Américaine Décès 5 novembre 1969 (à 69 ans)Los Angeles, CalifornieÉtats-Unis Profession Acteur, réalisateur, scénariste Films notables Le Danseur pirateL'InspiratricePlanqué malgré luiUn monde fou, fou, fou, fou modifier Lloyd Corrigan est un acteur, réalisateur et scénariste américain, né à San Francisc...
Азиатский барсук Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:СинапсидыКласс:Мле�...
Communauté valencienne (ca) Comunitat Valenciana (es) Comunidad Valenciana Armoiries Drapeau Administration Pays Espagne Capitale Valence Statut d'autonomie 10 juillet 1982 Sièges au Parlement 33 députés18 (12 élus et 6 désignés)[1] sénateurs Président Carlos Mazón (PP) Pouvoir législatif Parlement valencien ISO 3166-2:ES ES-VC Démographie Gentilé Valencien, Valencienne Population 5 051 250 hab. (2021) Densité 217 hab./km2 Rang 4e rang (10,6 %) Géograp...
Province of the Persian Empires The territory of Maka (𓅓𓂝𓎼, M-ā-g)[citation needed] on the Statue of Darius I.Makan on the tomb of Artaxerxes I, c. 430 BC.Makan with cuneiform identification label on the tomb of Artaxerxes II, c. 360 BC.Maka soldier of the Achaemenid army, c. 338 BC. Tomb of Artaxerxes III. Maka (Old Persian: 𐎶𐎣 Maka-)[1] was a satrapy (province) of the Achaemenid Empire and later a satrapy of the Parthian and Sassanian empire...
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 Maret 2016. SMK Raden Patah Kota MojokertoInformasiDidirikan2 Januari 1972AkreditasiANomor Statistik Sekolah324056401002Kepala SekolahDrs. Ahmad Siswantoro, M.Pd.Ketua KomiteDrs. H. Mokhamad Ali, M.Pd.AlamatLokasiJalan Mayjen Sungkono Nomor 78-A Wates, Moj...
Scottish politician For politicians with a similar name, see Angus McKay (disambiguation). Angus MacKayOfficial portrait, 1999Minister for Finance and Local GovernmentIn office2 November 2000 – 28 November 2001First MinisterHenry McLeishPreceded byJack McConnellSucceeded byAndy KerrMember of the Scottish Parliamentfor Edinburgh SouthIn office6 May 1999 – 31 March 2003Preceded byConstituency establishedSucceeded byMike Pringle Personal detailsBorn (1964-09-10) 10 Septembe...
British department store chain owned by John Lewis Partnership For similarly named subjects, see John Lewis (disambiguation). John Lewis & PartnersThe flagship John Lewis & Partners store on Oxford Street in LondonCompany typeSubsidiaryIndustryRetailFounded1864; 160 years ago (1864)FounderJohn LewisHeadquartersLondon, EnglandNumber of locations52 stores 35 department stores incl. Swindon Home Outlet (2018)[1] 12 'John Lewis at home' storesArea servedUnited Ki...
See also: German bombing of Rotterdam in World War II The Forgotten Bombardment by Mathieu Ficheroux. The sculpture, commemorating the Allied bombing of Rotterdam on 31 March 1943, was unveiled in 1993. During the German occupation of the Netherlands between 1940 and 1945, during the Second World War, Allied air forces carried out a number of operations over Rotterdam and the surrounding region. They included bombing strategic installations; leaflet-dropping; and during, the last week of the...
ORLY beralih ke halaman ini. Untuk kegunaan lain, lihat Orly (disambiguasi). Burung hantu O RLY O RLY? adalah sebuah fenomena internet, yang biasanya ditampilkan sebagai makro gambar yang menampilkan burung hantu salju.[1] Frasa O RLY?, sebuah bentuk singkatan dari Oh, really? (Oh, sungguh?/Oh, benarkah?), sering dipakai dalam forum internet dalam bentuk sarkastik, sering kali dalam menanggapi pernyataan palsu yang jelas, terprediksi,[2][3] atau terang-terangan. Makro ...
جنرال إليكتيريك جيه-47 محرك جنرال إليكتيريك جيه-47 النوع محرك نفاث بلد الأصل الولايات المتحدة الصانع جنرال إلكتريك أول دوران للمحرك 21 يونيو 1947 تستخدم في إف-86 سابر بي-47 ستراتوجيتكونفير بي-36 الكمية المصنوعة أكثر من 30,000 تطور من جنرال إليكتريك جيه-35 طرازات أخرى جنرال الكتريك ...
Even integers as sums of two primes Goldbach's conjectureLetter from Goldbach to Euler dated 7 June 1742 (Latin-German)[1]FieldNumber theoryConjectured byChristian GoldbachConjectured in1742Open problemYesConsequencesGoldbach's weak conjecture Goldbach's conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states that every even natural number greater than 2 is the sum of two prime numbers. The conjecture has been shown to h...
تعاقب الأجيال[1][2][3] (بالإنجليزية: Alternation of generations) هو تناوب الانتقال بين الطور الصبغي النووي الضعفاني إلى الطور الصبغي النووي الفرداني في دورة حياة الكائنات الحية وتكاثرها الجنسي. يتطلب التكاثر الجنسي لجميع الكائنات الحية تكوين خلايا متخصصة تدعى الأعراس، تضم...