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Bangunan altar utama (honden) Kuil Ujigami di Uji, Prefektur Kyoto, Situs Warisan Dunia UNESCO. Bangunan tertua kuil Shinto yang masih ada, didirikan sekitar tahun 1060. Arsitektur kuil Shinto (神社建築code: ja is deprecated , Jinja kenchiku) adalah arsitektur yang berkaitan dengan bangunan kuil Shinto, mencakup kompleks kuil yang antara lain terdiri dari altar utama (honden), aula persembahan (heiden), aula pemujaan (haiden), tempat air untuk bersuci (chōzuya), pagar (tamagaki), dan tor...
Cette page concerne l'année 1698 du calendrier grégorien. Chronologies 11 septembre : Impôt sur la barbe en Russie. Gravure sur bois contemporaine.Données clés 1695 1696 1697 1698 1699 1700 1701Décennies :1660 1670 1680 1690 1700 1710 1720Siècles :XVe XVIe XVIIe XVIIIe XIXeMillénaires :-Ier Ier IIe IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Peinture et Sculpture), Littérature,...
Yoga guru who founded Siddha Yoga (1908–1982) SwamiMuktanandaMuktananda in 1974PersonalBornKrishna Rai(1908-05-16)16 May 1908Mangalore, Madras Presidency, British IndiaDied2 October 1982(1982-10-02) (aged 74)Ganeshpuri, Maharashtra, IndiaResting placeMuktananda's samādhi shrine, Gurudev Siddha PeethReligionHinduismNotable work(s)Play of ConsciousnessPhilosophyVedanta, Kashmir ShaivismReligious careerPeriod in office1956-1982InitiationShaktipat15 August 1947Ganeshpuri, Mahrashtra,...
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 Januari 2023. Hu terukir dalam nisan dari Turki era Ottoman. Hu atau Huwa adalah nama Allah dalam Sufisme. Secara harafiah berarti Dia.[1] Dalam Sufisme Hu adalah istilah lain yang digunakan untuk Allah, dan digunakan sebagai nama Allah. Allah Hu berarti All...
عنتقائمة الجامعات في تونسالجامعات العامة جامعة تونس جامعة تونس المنار جامعة قرطاج جامعة الزيتونة جامعة منوبة جامعة جندوبة جامعة سوسة جامعة المنستير جامعة القيروان جامعة قفصة جامعة صفاقس جامعة قابس جامعة تونس الافتراضية المعاهد العليا للدراسات التكنولوجية بنزرت الشرقي�...
بوابة التجمُّعات السكانية تضم البوابة مواضيع ومقالات عن التجمعات السكانية من قرى وبلدات ومدن ونحوها اضغط هنا لمطالعة محتويات وأرشيف فقرات البوابة التجمعات السكانية يقصد بها قيام مجموعة من البشر باتخاذ منطقة جغرافية معينة للعيش فيها، وقد يشكل ذلك التجمّع مدينة أو بلدة أ�...
Main article: 1980 United States presidential election1980 United States presidential election in Washington (state) ← 1976 November 4, 1980 1984 → Nominee Ronald Reagan Jimmy Carter John B. Anderson Party Republican Democratic Independent Home state California Georgia Illinois Running mate George H. W. Bush Walter Mondale Patrick Lucey Electoral vote 9 0 0 Popular vote 865,244 650,193 185,073 Percentage 49.66% 37.32% 10.62% County Results Rea...
Questa voce sull'argomento filatelia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Mappa dei codici postali del Regno Unito I codici postali usati nel Regno Unito sono conosciuti come codici postali[1] (Postcodes). Essi sono alfanumerici e furono introdotti dalla Royal Mail durante un periodo di 15 anni dall'11 ottobre 1959 al 1974.[2] Un codice postale completo è noto come postcode ...
Untuk kegunaan lain, lihat Isin (disambiguasi). IsinLokasi di IraqLokasiIshan al-Bahriyat, Kegubernuran Al-Qādisiyyah, IrakWilayahMesopotamiaKoordinat31°53′06″N 45°16′07″E / 31.88500°N 45.26861°E / 31.88500; 45.26861Koordinat: 31°53′06″N 45°16′07″E / 31.88500°N 45.26861°E / 31.88500; 45.26861JenisPermukiman Isin (Sumerian: 𒉌𒋛𒅔𒆠, translit: I3-si-inkicode: sux is deprecated ,[1] Bahasa Arab modern:...
سبك نفرونفروسوبكسيكيمفرس (في تاريخ مانيتون)تمثال نصفي للملكة سبك نفرو، معروضه بمتحف اللوفرفرعون مصرالحقبة1806–1802 ق.م, الأسرة الثانية عشرسبقهأمنمحات الرابعتبعهSekhemre Khutawy أو وجاف الألقاب الملكية اسم حورس: Meritra Beloved of Reالاسم النبتي: Satsekhem Nebettawy Daughter of the powerful one, Mistress of the two l...
Australian rules footballer (1928–1973) Australian rules footballer John Coleman Coleman, 1949Personal informationFull name John Douglas ColemanDate of birth (1928-11-23)23 November 1928Place of birth Port Fairy, VictoriaDate of death 5 April 1973(1973-04-05) (aged 44)Place of death Dromana, VictoriaOriginal team(s) HastingsHeight 185 cm (6 ft 1 in)Weight 80 kg (176 lb)Position(s) Full-forwardPlaying career1Years Club Games (Goals)1949–1954 Essendon 98 (...
Financial activities compliant with Islamic law Part of a series on financial servicesBanking Types of banks Advising Banq Bulge bracket Central Commercial Community development Cooperative Credit union Custodian Depository Development Direct Export credit agency Investment Industrial Merchant Middle market Mutual savings Neobank Offshore Participation Payments Postal savings Private Public Retail Savings Savings and loan Universal Wholesale Bank holding company Lists of banks Accounts �...
Prominent lunar impact crater Feature on the moonTychoTycho seen by Lunar Reconnaissance Orbiter (rotate display if you see a crater illusion due to the atypical position of the light source). NASACoordinates43°19′S 11°22′W / 43.31°S 11.36°W / -43.31; -11.36Diameter85 km (53.4 miles)Depth4.7 km (2.9 mi)[1]Colongitude12° at sunriseEponymTycho Brahe Location of Tycho as seen from the Northern Hemisphere 3D model of Tycho crater Tycho ...
Questa voce o sezione sugli argomenti squadre di calcio a 5 e società calcistiche kazake non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Kairat AFCCalcio a 5 Segni distintiviUniformi di gara Casa Trasferta Colori sociali Bianco · Rosso Dati societariCittàAlmaty Nazione Kazakistan ConfederazioneUEFA Federazione KFF Fondazione1995 Rifondazione2001 ...
الدوري المولدوفي الوطني 2017 تفاصيل الموسم الدوري المولدوفي الوطني النسخة 27 البلد مولدوفا التاريخ بداية:8 يوليو 2017 نهاية:26 نوفمبر 2017 المنظم الاتحاد المولدوفي لكرة القدم البطل نادي شريف تيراسبول مباريات ملعوبة 90 عدد المشاركين 10 أهداف مسجلة...
Subfamily of flowering plants Amaryllidoideae Amaryllis belladonna Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Order: Asparagales Family: Amaryllidaceae Subfamily: Amaryllidoideae Type genus AmaryllisL. Tribes See text Synonyms Amarylloideae Traub Amaryllidoideae (Amaryllidaceae s.s., amaryllids) is a subfamily of monocot flowering plants in the family Amaryllidaceae, order Asparagales. The most recent APG classification, APG III, takes a...
Former railway line in Scotland vteRutherglen and Coatbridge Railway Legend Airdrie (CR) Bathgate & Coatbridge Rly Airdrie North Junction Airdrie West and East Junctions Airdrie–Newhouse line (CR) Calder Monkland & Kirkintilloch Rly Whifflet Upper Caledonian Railway Main Line Whifflet North Junction Langloan South Junction Langloan Baillieston Glasgow, Bothwell, Hamiltonand Coatbridge Railway Mount Vernon Glasgow Central Railway Carmyle Glasgow Central Railway River Clyde ...
Come leggere il tassoboxAntrodiaetidaeAntrodiaetsu hageniClassificazione scientificaDominioEukaryota RegnoAnimalia SottoregnoEumetazoa SuperphylumProtostomia PhylumArthropoda SubphylumChelicerata ClasseArachnida OrdineAraneae SottordineMygalomorphae InfraordineFornicephalae SuperfamigliaAtypoidea FamigliaAntrodiaetidaeGertsch, 1940 Generi Aliatypus Antrodiaetus Antrodiaetidae Gertsch, 1940 è una famiglia di ragni appartenente all'infraordine Mygalomorphae. Indice 1 Etimologia 2 Comportamento...
Manuel González de Candamo e Iriarte Presiden Junta Pemerintahan Sementara PeruMasa jabatan20 Maret 1895 – 8 September 1895PendahuluAndrés Avelino CáceresPenggantiNicolás de PiérolaPresiden PeruMasa jabatan8 September 1903 – 7 Mei 1904PendahuluEduardo López de RomañaPenggantiSerapio Calderón Informasi pribadiLahir(1841-07-14)14 Juli 1841Lima, PeruMeninggal7 Mei 1904(1904-05-07) (umur 62)Arequipa, PeruKebangsaanPeruPartai politikPartido CivilSuami/istriTeresa...
A B C D E {\displaystyle ABCDE} adalah segilima. Dengan dilasi k {\displaystyle k} , maka diperoleh A ′ B ′ C ′ D ′ E ′ {\displaystyle A'B'C'D'E'} , dimana ukurannya lebih besar dari A B C D E {\displaystyle ABCDE} . Dalam geometri, khususnya transformasi geometri, dilatasi adalah suatu objek dua dimensi yang memperbesar atau memperkecil ukuran tanpa harus mengubah bentuk objek. Setiap objek sebelum dan sesudah dilatasi akan serupa dengan satu sama lain. Mi...