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Artikel ini perlu diwikifikasi agar memenuhi standar kualitas Wikipedia. Anda dapat memberikan bantuan berupa penambahan pranala dalam, atau dengan merapikan tata letak dari artikel ini. Untuk keterangan lebih lanjut, klik [tampil] di bagian kanan. Mengganti markah HTML dengan markah wiki bila dimungkinkan. Tambahkan pranala wiki. Bila dirasa perlu, buatlah pautan ke artikel wiki lainnya dengan cara menambahkan [[ dan ]] pada kata yang bersangkutan (lihat WP:LINK untuk keterangan lebih lanjut...
Sejumlah pekerja kantoran menikmati waktu pulang dengan berjalan di trotoar Jalan Sudirman, Jakarta. Pejalan kaki adalah istilah dalam transportasi yang digunakan untuk menjelaskan orang yang berjalan di lintasan pejalan kaki baik di pinggir jalan, trotoar, lintasan khusus bagi pejalan kaki ataupun menyeberang jalan. Untuk melindungi pejalan kaki dalam ber lalu lintas, pejalan kaki wajib berjalan pada bagian jalan dan menyeberang pada tempat penyeberangan yang telah disediakan bagi pejalan ka...
Raden Kian Santang: Prahara di Langit PajajaranGenre Drama Laga Fantasi Religi PembuatMNC PicturesSkenario Sakti Wibowo (Eps. 1—10, 54—57) Apud Saepudin (Eps. 10—53, 58—61) Wanto Sabang (Eps. 61—82) Sinta Rianasari (Eps. 83—85) Sutradara Emil G. Hampp (Eps. 1—58) Jhony TRK (Eps. 59—85) Sutradara laga Roni Sundah (Eps. 1—58) Wasikun (Eps. 59—85) Pemeran Alwi Assegaf Ananda George Suheil Fahmi Rientammy Masaji Wijayanto Penggubah lagu temaSayyid Alwi Assegaf ft. SyarifLagu ...
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Slang for an unofficial community of people who share a common interest A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (August 2019) (Learn how and when to remove this template message) This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain ...
Poem from the Poetic Edda No one gave him a thought of pity save little Agnar by George Wright. The younger Agnarr offering the tortured Grímnir something to drink. Grímnismál (Old Norse: [ˈɡriːmnesˌmɔːl]; 'The Lay of Grímnir')[1] is one of the mythological poems of the Poetic Edda. It is preserved in the Codex Regius manuscript and the AM 748 I 4to fragment. It is spoken through the voice of Grímnir, one of the many guises of the god Odin. The very name suggests gu...
American science fiction author (born 1948) Joan D. VingeBorn (1948-04-02) April 2, 1948 (age 76)Baltimore, Maryland, U.S.OccupationNovelistEducationSan Diego State University (BA)GenreScience fictionNotable worksThe Snow Queen, The Cat NovelsSpouses Vernor Vinge (m. 1972; div. 1979) James Frenkel (m. 1980) Joan D. Vinge (/ˈvɪndʒi/ ⓘ; born April 2, 1948, as Joan Carol Dennison) is an American scie...
PeritName in hieroglyphs [1] Perit is an underworld deity in Egyptian mythology.[2] She is one of the twelve goddesses in the ninth sector of Duat.[3] She utters words that give life and strength to Osiris.[2] References ^ Budge, E. A. Wallis; Budge, Sir Ernest Alfred Wallis (1996-01-01). The Egyptian Heaven and Hell. Courier Corporation. p. 197. ISBN 978-0-486-29368-4. ^ a b Coulter, Charles Russell; Turner, Patricia (2013-07-04). Encyclopedia of Anc...
British politician and colonial administrator For the British peer, see Francis FitzRoy Newdegate, 3rd Viscount Daventry. Sir Francis NewdegateGCMG GCStJ12th Governor of TasmaniaIn office30 March 1917 – 9 February 1920MonarchGeorge VPremierWalter LeePreceded bySir William Ellison-MacartneySucceeded bySir William Lamond Allardyce18th Governor of Western AustraliaIn office9 April 1920 – 16 June 1924MonarchGeorge VPremierJames Mitchell Philip CollierPreceded byS...
Not to be confused with Milford, Connecticut. Town in Connecticut, United StatesNew Milford, Connecticut WeantinockTownTown of New MilfordThe United Bank Building, located in the Center Historic District FlagSealMotto: Gateway to Litchfield County[1] Litchfield County and Connecticut Western Connecticut Planning Region and ConnecticutShow New MilfordShow ConnecticutShow the United StatesCoordinates: 41°34′37″N 73°24′30″W / 41.57694°N 73.40833�...
تحتاج هذه المقالة إلى تهذيب لتتناسب مع دليل الأسلوب في ويكيبيديا. فضلاً، ساهم في تهذيب هذه المقالة من خلال معالجة مشكلات الأسلوب فيها. الدرب الأحمر (القاهرة) تقسيم إداري البلد مصر إحداثيات 30°02′29″N 31°15′30″E / 30.0414°N 31.2584°E / 30.0414; 31.2584 تعديل مصدري - تعديل ...
NBA professional basketball team season NBA professional basketball team season 2014–15 Indiana Pacers seasonHead coachFrank VogelGeneral managerLarry BirdOwnersHerb SimonArenaBankers Life FieldhouseResultsRecord38–44 (.463)PlaceDivision: 4th (Central)Conference: 9th (Eastern)Playoff finishDid not qualifyStats at Basketball-Reference.com < 2013–14 2015–16 > This article relies largely or entirely on a single source. Relevant discussion may be found on the talk...
Israeli economist Refael (Rafi) Benvenisti Refael (Rafi) Benvenisti (Hebrew: רפאל (רפי) בנבנשתי, born in 1937), an Israeli economist, was the co-chairman of Israel Palestine Center for Research and Information (IPCRI) for many years and is now a shareholder of the organization.[1] IPCRI is dedicated to the resolution of the Israeli-Palestinian conflict on the basis of the two-states for two peoples solution. Biography He was active in the economic development field in th...
High chromium, low carbon stainless steel type Ferritic stainless steel (SUS445J2) is used for the roof exterior of the Kyocera Dome Osaka, Japan.[1] Ferritic stainless steel[2][3] forms one of the five stainless steel families, the other four being austenitic, martensitic, duplex stainless steels, and precipitation hardened.[4] For example, many of AISI 400-series of stainless steels are ferritic steels. By comparison with austenitic types, these are less hard...
JMicron Technology Corporation智微科技Company typePublicTraded asGTSM: 4925IndustrySemiconductorsFoundedSeptember 2001; 22 years ago (2001-09)HeadquartersHsinchu, TaiwanKey peopleTim Liu (Chairman) Tim Liu (President)ProductsIntegrated circuits, bridge controllersWebsitewww.jmicron.com JMicron Technology Corporation (Chinese: 智微科技; pinyin: Zhìwēi Kējì) is a Taiwan based fabless technology design house based in Hsinchu, Taiwan. As a manufacturer o...
Autódromo Termas de Río HondoLokasiTermas de Río Hondo, Santiago del Estero, ArgentinaZona waktuGMT -3Koordinat27°30′21.1″S 64°54′52.1″W / 27.505861°S 64.914472°W / -27.505861; -64.914472Koordinat: 27°30′21.1″S 64°54′52.1″W / 27.505861°S 64.914472°W / -27.505861; -64.914472ArsitekJarno ZaffelliAcara besarMoto GP, WTCC, Super TC2000Panjang4.805 km (2.986 mi)Tikungan14Situs webautodromotermas.com Autódromo Termas de Rí...
جانب من مهرجان برلين السينمائي الدولي. كان الأوروبيون من رواد صناعة السينما، مع العديد من أسماء المهندسين والفنانين الذي أحدثوا تأثير ملموس خاصًة في نهاية القرن التاسع عشر. وفي سنة 1888 قام لويس لي برينس في أول فيلم سينمائي معروف مسجل.[1] وكان الاخوة سكلادانوسكي من برلين �...
Laurent Ciman Ciman membela timnas Belgia pada tahun 2011Informasi pribadiNama lengkap Laurent CimanTanggal lahir 5 Agustus 1985 (umur 38)Tempat lahir Farciennes, BelgiaTinggi 185 m (606 ft 11 in)Posisi bermain BekInformasi klubKlub saat ini Montreal ImpactNomor 23Karier senior*Tahun Tim Tampil (Gol)2004–2008 Charleroi 85 (3)2008–2010 Club Brugge 16 (0)2009–2010 → Kortrijk (pinjaman) 34 (2)2010–2015 Standard Liège 152 (6)2015– Montreal Impact 39 (2)Tim nasion...
2001 film by David Weaver and Bridget Newson 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: Century Hotel – news · newspapers · books · scholar · JSTOR (April 2019) (Learn how and when to remove this message) Century HotelDVD coverDirected byDavid WeaverWritten byDavid WeaverBridget NewsonProduced byVictori...
Fully simplified fraction An irreducible fraction (or fraction in lowest terms, simplest form or reduced fraction) is a fraction in which the numerator and denominator are integers that have no other common divisors than 1 (and −1, when negative numbers are considered).[1] In other words, a fraction a/b is irreducible if and only if a and b are coprime, that is, if a and b have a greatest common divisor of 1. In higher mathematics, irreducible fraction may also refer t...