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Kinemacolor del 1911 ricreato a materiali originali. Il Kinemacolor fu il primo processo riuscito di film a colori, usato commercialmente dal 1908 al 1914. Fu inventato da George Albert Smith nel 1906.[1] Questi fu influenzato dal lavoro di William Norman Lascelles Davidson, e, in maniera più diretta, da Edward Raymond Turner.[2] Fu lanciato dalla Urban Trading Co. di Londra di Charles Urban nel 1908. Dal 1909 in poi, il processo fu conosciuto come Kinemacolor. Era un process...
Promosi dalam catur adalah pertukaran bidak menjadi buah catur baru ketika bidak menempati ke baris terakhir. Bidak dapat ditukar langsung menjadi menteri, benteng, gajah, atau kuda dengan warna yang sama.[1] Buah catur yang ditukarkan tidak harus menjadi buah catur yang telah dipukul sebelumnya.[2] Promosi tidak boleh menukarkan bidak tetap menjadi bidak. Kebanyakan promosi bidak selalu ditukarkan menjadi menteri, karena menteri adalah buah catur yang paling kuat. Akan tetapi...
Glen Johnson Informasi pribadiNama lengkap Glen McLeod Cooper Johnson[1]Tanggal lahir 23 Agustus 1984 (umur 39)Tempat lahir Greenwich, London, InggrisTinggi 1,82 m (6 ft 0 in)Posisi bermain BekInformasi klubKlub saat ini Stoke CityNomor 8Karier junior1993–2002 West Ham UnitedKarier senior*Tahun Tim Tampil (Gol)2002–2003 West Ham United 15 (0)2002 → Millwall (pinjaman) 8 (0)2003–2007 Chelsea 41 (3)2006–2007 → Portsmouth (pinjaman) 26 (0)2007–2009 Port...
Artikel ini adalah bagian dari seriKonstitusiAmerika Serikat Pembukaan danArtikel Konstitusi Pembukaan I II III IV V VI VII Amendemen Konstitusi Piagam Hak-Hak I II III IV V VI VII VIII IX X XI XII XIII XIV XV XVI XVII XVIII XIX XX XI XII XIII XXIV XXV XXVI XXVII Portal Amerika Serikat Portal Hukum Portal Politiklbs Salinan Deklarasi Hak-Hak di Arsip Nasional AS Amendemen Keempat Konstitusi Amerika Serikat (Inggris: The Fourth Amendmentcode: en is deprecated ) ad...
Untuk kegunaan lain, lihat Ljubljanica (disambiguasi). Ljubljanica mengalir melewati Ljubljana. Ljubljanica (dibaca [ljuˈbljáːnitsa]), yang dikenal pada Abad Pertengahan dengan sebutan Ljubija, adalah sebuah sungai di bagian selatan Cekungan Ljubljana, Slovenia. Ibu kota Slovenia, Ljubljana, dilewati sungai tersebut. Ljubljanica melewati selatan kota Vrhnika dan bermuara di Sungai Sava yang berjarak sekitar 10 kilometer (6,2 mi) dari Ljubljana. Pranala luar Wikimedia Commons memi...
Perang Soviet–JepangBagian dari Perang Dunia IIPelaut Soviet dan Amerika di Alaska pada Hari Kemenangan atas JepangTanggal9 Agustus – 2 September 1945(3 minggu dan 3 hari)LokasiManchuria/Manchukuo, Mongolia Dalam/Mengjiang, Sakhalin, Kepulauan Kuril, dan KoreaHasil Kemenangan telak Sovietmenjadi salah satu penyebab menyerahnya JepangPihak terlibat Sekutu: Uni Soviet Mongolia (Mongolia Luar) Poros: Jepang Korea Jepang Manchukuo Mengjiang (Mongolia Dalam)...
2002 single by Brandy Full MoonSingle by Brandyfrom the album Full Moon ReleasedApril 1, 2002 (2002-04-01)Recorded2001StudioRecord Plant (Los Angeles)Length 3:31 (radio edit) 3:58 (album version) LabelAtlanticSongwriter(s)Michael FlowersProducer(s)Mike CityBrandy singles chronology What About Us? (2002) Full Moon (2002) He Is (2002) Full Moon is a song recorded by American singer Brandy for her third studio album of the same title (2002). A breakaway from Rodney Jerkins' domina...
В Википедии есть статьи о других людях с фамилией Кидман. В статье не хватает ссылок на источники (см. рекомендации по поиску). Информация должна быть проверяема, иначе она может быть удалена. Вы можете отредактировать статью, добавив ссылки на авторитетные источники в ви�...
الأكاديمية البريطانية لفنون الفيلم والتلفزيونمعلومات عامةمنحت لـ فيلم - تليفيزيون - ألعاب فيديوالبلد المملكة المتحدةمقدمة من الأكاديمية البريطانية لفنون الفيلم والتلفزيونالمكان لندنأول جائزة قدمت عام 1947موقع الويب bafta.org (الإنجليزية) تعديل - تعديل مصدري - تعديل ويكي بيانا...
Stasiun Akaike赤池駅Stasiun Akaike pada September 2008LokasiYamada, Minami-cho, Gujō-shi, Gifu-ken 501-4103JepangKoordinat35°40′16″N 136°57′38″E / 35.67111°N 136.96056°E / 35.67111; 136.96056Koordinat: 35°40′16″N 136°57′38″E / 35.67111°N 136.96056°E / 35.67111; 136.96056Operator Nagaragawa RailwayJalur■ Jalur Etsumi-NanLetak36.3 km dari Mino-ŌtaJumlah peron1 peron sampingJumlah jalur1Informasi lainStatusTanpa stafS...
Mike Ploog (Mankato, 13 luglio 1940) è un fumettista, illustratore e disegnatore statunitense. Mike Ploog si afferma nel campo dei comic nei primi anni settanta grazie al suo talento nel disegnare e creare storie horror, fantasy e la sua esperienza nel mondo dell'animazione[1]. Si tratta di generi molto popolari in quel periodo e i lettori sono avidi di storie di genere, nuove idee e personaggi[1]. Ha la fortuna di collaborare con Will Eisner e la sua definitiva consacrazione...
City in Buenos Aires Province, Argentina City and Port in Buenos Aires, ArgentinaZárateCity and Port Coat of armsZárateLocation in ArgentinaCoordinates: 34°05′S 59°02′W / 34.083°S 59.033°W / -34.083; -59.033Country ArgentinaProvince Buenos AiresPartidoZárateFounded1854 (Partido)Elevation27 m (89 ft)Population (2010 census) • Total86,686CPA BaseB 2800Area code+54 3487 Zárate is a port city in the northeast of the province of B...
Substances applied to the body to change appearance or fragrance Make-up and Toilette redirect here. For other uses, see Make-up (disambiguation) and Cosmetic (disambiguation). Toilette is not to be confused with Toilet. 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 needs additional citations for verification. Please help improve this article by adding citations to reliable...
Clustering algorithm minimizing the sum of distances to k representatives The k-medoids problem is a clustering problem similar to k-means. The name was coined by Leonard Kaufman and Peter J. Rousseeuw with their PAM (Partitioning Around Medoids) algorithm.[1] Both the k-means and k-medoids algorithms are partitional (breaking the dataset up into groups) and attempt to minimize the distance between points labeled to be in a cluster and a point designated as the center of that cluster....
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: Perpetual Limited – news · newspapers · books · scholar · JSTOR (November 2021) (Learn how and when to remove this message) PerpetualHeadquarters in SydneyCompany typePublic (ASX: PPT)IndustryFinanceFoundedSydney, Australia (1886)HeadquartersSydney, Austr...
Research institute in Leipzig, Germany Max Planck Institute for Human Cognitive and Brain Sciences in Leipzig The Max Planck Institute for Human Cognitive and Brain Sciences is located in Leipzig, Germany.[1] The institute was founded in 2004 by a merger between the former Max Planck Institute of Cognitive Neuroscience in Leipzig and the Max Planck Institute for Psychological Research in Munich.[2] It is one of 86 institutes in the Max Planck Society (Max Planck Gesellschaft)....
Class of large biomolecules essential to all known life Nucleic acids RNA (left) and DNA (right). Nucleic acids are large biomolecules that are crucial in all cells and viruses.[1] They are composed of nucleotides, which are the monomer components: a 5-carbon sugar, a phosphate group and a nitrogenous base. The two main classes of nucleic acids are deoxyribonucleic acid (DNA) and ribonucleic acid (RNA). If the sugar is ribose, the polymer is RNA; if the sugar is deoxyribose, a variant...
Season of television series Law & Order: Special Victims Unit Season of television series Law & Order: Special Victims UnitSeason 1Season 1 U.S. DVD coverStarring Christopher Meloni Mariska Hargitay Richard Belzer Michelle Hurd Dann Florek No. of episodes22ReleaseOriginal networkNBCOriginal releaseSeptember 20, 1999 (1999-09-20) –May 19, 2000 (2000-05-19)Season chronologyNext →Season 2 List of episodes The first season of the crime drama television series Law ...
Persian polymath (c. 780 – c. 850) For other uses, see Al-Khwarizmi (disambiguation). Muḥammad ibn Mūsā al-Khwārizmīمحمد بن موسى خوارزمیWoodcut panel depicting al-Khwarizmi, 20th centuryBornc. 780Khwarazm, Abbasid CaliphateDiedc. 850[2][3] (aged ~70)Abbasid CaliphateNationalityPersianOccupationHead of the House of Wisdom in Baghdad (appt. c. 820)Academic workEraIslamic Golden AgeMain interestsMathematicsastronomygeographyNotabl...
أكرم ضياء العمري معلومات شخصية الاسم الكامل أكرم ضياء أحمد العمري الميلاد 1 يوليو 1942 (العمر 82 سنة)الموصل، الإقامة الدوحة، قطر مواطنة العراق (14 يونيو 1958–) المملكة العراقية (–14 يونيو 1958) الديانة الإسلام[1] العقيدة أهل السنة، الحياة العملية الحقبة 1963 م - حتى الآن الم�...