7-й окремий мотострілецький полк (РФ)
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Resolusi tahun baru adalah tradisi sekuler yang umumnya berlaku di Dunia Barat, tetapi juga bisa ditemukan di seluruh dunia. Menurut tradisi ini, seseorang akan berjanji untuk melakukan tindakan perbaikan diri yang akan dimulai pada Hari Tahun Baru.[1] Tradisi ini disebut juga ketetapan tahun baru, tekad tahun baru, azam tahun baru, rencana tahun baru, kegigihan tahun baru, janji tahun baru, komitmen tahun baru, keinginan tahun baru, harapan tahun baru, cita-cita tahun baru, atau niat...
Halaman ini berisi artikel tentang film Kurosawa. Untuk sebuah film sebelumnya dengan judul yang sama, lihat Dersu Uzala (film 1961). Dersu Uzala(Дерсу Узала)(デルス·ウザーラ)Poster film asliSutradaraAkira KurosawaProduserYoichi MatsueNikolai SizovDitulis olehAkira KurosawaYuri NagibinBerdasarkanBuku:Vladimir ArsenyevPemeranMaxim MunzukYury SolominPenata musikIsaak ShvartsSinematograferAsakazu NakaiYuri GantmanFyodor DobronravovPenyuntingValentina StepanovaPerusahaanpr...
2 Samuel 14Kitab Samuel (Kitab 1 & 2 Samuel) lengkap pada Kodeks Leningrad, dibuat tahun 1008.KitabKitab 1 SamuelKategoriNevi'imBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen10← pasal 13 pasal 15 → 2 Samuel 14 (atau II Samuel 14, disingkat 2Sam 14) adalah pasal keempat belas Kitab 2 Samuel dalam Alkitab Ibrani dan Perjanjian Lama di Alkitab Kristen. Dalam Alkitab Ibrani termasuk Nabi-nabi Awal atau Nevi'im Rishonim [נביאים ראשונים] dalam bagian Nev...
جزء من سلسلة مقالات حولالليبرالية التاريخ تاريخ الفكر الليبرالي مساهمات في النظرية الليبرالية تاريخ الليبرالية الكلاسيكية الأفكار ليبرالية سياسية ليبرالية اقتصادية حرية سياسية ديمقراطية رأسمالية تربية ديمقراطية فردانية اقتصاد عدم التدخل ديمقراطية ليبرالية الحياد ال...
Sri OwenSri Owen pada Oxford Symposium on Food and Cookery, 2012Lahir1935 (umur 88–89)Padang Panjang, Sumatera BaratAlmamaterUniversitas Gajah MadaPekerjaanPenulis buku masak dan guru kulinerSuami/istriRoger Owen (wafat 2021)Situs webhttp://www.sriowen.com/ Sri Owen (lahir di Padang Panjang pada Maret 1935) adalah penulis buku resep masakan Indonesia berbahasa Inggris yang pertama dan seorang guru masak. Saat ini dia sudah menulis 15 buku dan meraih sejumlah penghargaan.[1]...
French model Jacqueline PicassoBornJacqueline Roque(1927-02-24)24 February 1927Paris, FranceDied15 October 1986(1986-10-15) (aged 59)Mougins, FranceSpouses André Hutin (m. 1946; div. 1952) Pablo Picasso (m. 1961; died 1973) Children1 Jacqueline Picasso or Jacqueline Roque (24 February 1927 – 15 October 1986) was the muse and second wife of Pablo Picasso. Their marriage lasted 12 yea...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2017年4月) コルクを打ち抜いて作った瓶の栓 コルク(木栓、�...
坐标:43°11′38″N 71°34′21″W / 43.1938516°N 71.5723953°W / 43.1938516; -71.5723953 此條目需要补充更多来源。 (2017年5月21日)请协助補充多方面可靠来源以改善这篇条目,无法查证的内容可能會因為异议提出而被移除。致使用者:请搜索一下条目的标题(来源搜索:新罕布什尔州 — 网页、新闻、书籍、学术、图像),以检查网络上是否存在该主题的更多可靠来源...
Religious symbol in Polish parliament hall You can help expand this article with text translated from the corresponding article in Polish. (April 2021) Click [show] for important translation instructions. View a machine-translated version of the Polish article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machin...
Tanzania is an active and prominent member state of the Non-Aligned Movement since the days of independence of Tanganyika in 1961.[1] In early days of the movement President Julius Nyerere was recognized as one of the leading figures in the movement and among Third World leaders in general.[2][3] His government promoted close adherence to non-alignment principles in which Global North and Global South division was more important than Cold War East–West dichotomy, su...
List of the public holidays of Romania Soldiers on a parade during the National Day of Romania, 1 December 2008 The following is a list of public holidays in Romania. According to Romanian law, Romania had 51 public holidays as of 2011, which cover 14% of the days of the year in the country.[1] Official non-working holidays Date Romanian name English name Remarks 1-2 January Anul Nou New Year's Day 6 January Bobotează Epiphany Public holiday starting with 2024[citation needed ...
Prefecture-level capital of Jiangxi, China For other uses, see Nanchang (disambiguation). Not to be confused with Nanchong. Prefecture-level city in Jiangxi, ChinaNanchang 南昌市Prefecture-level cityClockwise from top: New Fourth Army Headquarter, Star of Nanchang, Bayi Square, Nanchang sunrise, Pavilion of Prince Teng.Nickname(s): Hongcheng (洪城 lit. Grand City[citation needed]), Hongdu (洪都 lit. Grand Metropolis[citation needed]), Yuzhang (豫章)Location of Na...
1993 romantic-comedy film by Ang Lee The Wedding BanquetTheatrical release posterChinese nameTraditional Chinese喜宴TranscriptionsStandard MandarinHanyu PinyinXǐyàn Directed byAng LeeWritten byAng LeeNeil PengJames SchamusProduced byAng LeeTed HopeJames SchamusStarring Gua Ah-leh Lung Sihung May Chin Winston Chao Mitchell Lichtenstein CinematographyJong LinEdited byTim SquyresMusic byThierry SchollhammerChosei FunaharaProductioncompaniesGood MachineCentral Motion Picture CorporationD...
Polish Calvinist reformer For the primate of Poland and Grand Chancellor of the Crown, see Jan Łaski (1456–1531). Jan Łaski (John à Lasco), portrait from the 16th century Jan Łaski or Johannes à Lasco (1499 – 8 January 1560) was a Polish Calvinist reformer. Owing to his influential work in England (1548–1553) during the English Reformation, he is known to the English-speaking world by the Anglicised form John à Lasco (or less commonly, John Laski).[1] Life Korab coat-of-ar...
弘仁・貞観文化(こうにん・じょうがんぶんか)とは、日本史において、弘仁・貞観年間を中心とする平安時代前期(ほぼ9世紀に相当)の文化。この期間を「弘仁・貞観時代」という。なお、日本美術史では20世紀末頃から「弘仁・貞観時代」という表記をあまり用いなくなり、「平安時代前期」と称することが多くなっている[1]。 特色 平安京を中心とした貴族�...
English footballer Jack Beacham Beacham with Brentford in 1926.Personal informationFull name Albert John Beacham[1]Date of birth (1902-08-15)15 August 1902Place of birth Birmingham, EnglandDate of death 14 May 1982(1982-05-14) (aged 79)[2]Place of death Birmingham, EnglandPosition(s) Half backSenior career*Years Team Apps (Gls) Wolseley Motors 1924–1925 Weymouth 1925–1929 Brentford 62 (2)1929–1932 Gillingham 109 (0)1932–19?? Worcester City Evesham Town *Club domes...
Première Guerre du Dahomey « Les Amazones du Dahomey » (1890) Informations générales Date 21 février - 4 octobre 1890 Lieu Ouémé (actuel Bénin) Belligérants FranceRoyaumes de Porto Novo et de Kinto Royaume de Dahomey Commandants Sébastien Terrillon Behanzin Forces en présence France : entre 709 et 759 Porto-Novo et Kinto : 500 env. 8 000 Pertes 16 morts, 83 blessés entre 1000 et 2000 Données clés modifier La première guerre du Dahomey se déroula du 21 fé...
Stadio Arturo CollanaStadio del VomeroStadio XXVIII OttobreStadio del LittorioStadio della Liberazione Lo stadio «Collana», all’epoca «del Littorio», alla sua inaugurazione nel 1929 Informazioni generaliStato Italia UbicazioneVia G. Ribera 2, I-80128 Napoli Inizio lavori1925 Inaugurazione27 ottobre 1929 Costo800000 Lit. Ristrutturazione1975 ProprietarioRegione Campania ProgettoAmedeo D'Albora Informazioni tecnichePosti a sedere12 000 Pista d’atletica8 corsie Mat. del terreno...
Dieser Artikel behandelt den Begriff der Wasserwirtschaft. Zum medizinischen Begriff siehe Diurese. Zur Trocknung von Bauwerken siehe Mauertrockenlegung. Räumen eines Entwässerungsgrabens 1951 in Mecklenburg Antike griechische Straße aus dem 4. bis 3. Jahrhundert v. Chr. in Porta Rosa, Italien. Die Straße ist gepflastert mit Kalksteinblöcken. Auf beiden Seiten finden sich Entwässerungsrinnen für die Ableitung von Regenwasser. Entwässerung ist ein Begriff der Wasserwirtschaft, gleiche...
Mathematical problem in geometrical optics Which point on the surface of the spherical mirror can reflect a ray of light from the candle to the observer's eye? Alhazen's problem, also known as Alhazen's billiard problem, is a mathematical problem in geometrical optics first formulated by Ptolemy in 150 AD.[1] It is named for the 11th-century Arab mathematician Alhazen (Ibn al-Haytham) who presented a geometric solution in his Book of Optics. The algebraic solution involves quartic equ...