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2000 racing video game 2000 video gameNeed for Speed: Porsche UnleashedCover art featuring the 996-series Porsche 911 TurboDeveloper(s)Eden Studios (PS)EA Canada (PC)Pocketeers (GBA)Publisher(s)PlayStation & WindowsElectronic ArtsGame Boy AdvanceNA: Destination SoftwareEU: Zoo Digital PublishingDesigner(s)Sylvain BranchuProgrammer(s)Bertrand FelicitePierre-Arnaud LambertSébastien TixierBrad Gour (PC)Artist(s)Jean-Marie NazaretRobert Adams (PC)Composer(s)Thomas ColinManuel LauvernierSaki ...
مناورات فرخ النسر أو (بالإنجليزية: Foal Eagle Maneuvers) هي مناورات عسكرية مشتركة تقام في شبه الجزيرة الكورية بين كل من الولايات المتحدة الأمريكية وكوريا الجنوبية.[1] تحت رعاية قيادة القوات المشتركة للبلدين. وهي واحدة من أكبر المناورات العسكرية ذات الطبيعة الدفاعية التي تجرى سن
Accessory for Advanced Dungeons & Dragons Volo's Guide to All Things Magical GenreRole-playing gamesPublisherTSRPublication date1996 Volo's Guide to All Things Magical is an accessory for the 2nd edition of the Advanced Dungeons & Dragons fantasy role-playing game, published in 1996. Contents Volo is a famous AD&D adventurer who, in an effort to help adventurers in Faerûn, has written a number of guides to regions within the Realms. The book, which stresses that its contents may ...
село Черче Герб Вид на село ЧерчеВид на село Черче Країна Україна Область Хмельницька область Район Кам'янець-Подільський район Громада Чемеровецька селищна громада Код КАТОТТГ UA68020290420014148 Основні дані Населення 694 (2001)[1] Площа 2,7 км² Густота населення 260,37 ос...
Komitat Liptó 13. Jhd.–1920 Basisdaten (1910) Verwaltungssitz: Liptószentmiklós Fläche: 2.246 km² Bevölkerung: 86.906[1] Volksgruppen: 90 % Slowaken 5 % Magyaren 3 % Deutsche 2 % andere (Polen und Zigeuner)[2] Lage Das Komitat Liptó, auch Komitat Liptau genannt (dt. auch Liptauer Gespanschaft; ungarisch Liptó vármegye, lateinisch comitatus Liptoviensis, slowakisch Liptovská župa), war eine Verwaltungseinheit im Norden des Königreichs Ungar...
Students organisation in India Students' Federation of IndiaAbbreviationSFIFormation30 Dec, 1970; 52 years ago (30 Dec, 1970)TypeStudent OrganisationLegal statusActiveHeadquartersIndiaPresidentV. P. SanuGeneral SecretaryMayukh BiswasMain organ(studentstruggle.in) The Students' Federation of India (SFI) is an Indian left-wing student organisation politically aligned to the ideologies of independence, democracy and socialism but is often labelled as the student wing of CPI(M). Curr...
Coat of Arms (Lisonja) of Infanta Philippa of Coimbra. Infanta Philippa of Coimbra (1437–1497) was the youngest child of Infante Peter, Duke of Coimbra, and Isabella of Aragon, Countess of Urgell. She became a nun in the Convent of Odivelas where she died in 1497. Ancestry Ancestors of Philippa of Coimbra 8. Peter I of Portugal 4. John I of Portugal 9. Teresa Lourenço 2. Peter, Duke of Coimbra 10. John of Gaunt, 1st Duke of Lancaster 5. Philippa of Lancaster 11. Blanche of Lancaster 1. Phi...
Keuskupan HuachoDioecesis HuachensisKatedral Santo BartolomeusLokasiNegara PeruMetropolitLimaStatistikLuas14.227 km2 (5.493 sq mi)Populasi- Total- Katolik(per 2006)482.000456,000 (94.6%)InformasiRitusRitus LatinKatedralCatedral San BartoloméKepemimpinan kiniPausFransiskusUskupAntonio Santarsiero Rosa, O.S.I. Keuskupan Huacho (bahasa Latin: Huachen(sis)) adalah sebuah keuskupan yang terletak di kota Huacho, provinsi gerejawi Lima, Peru. Riwayat 15 M...
?Quercus semecarpifolia Охоронний статус Найменший ризик (МСОП 3.1) Біологічна класифікація Домен: Еукаріоти (Eukaryota) Царство: Рослини (Plantae) — Судинні (Tracheophyta) — Покритонасінні (Angiosperms) — Евдикоти (Eudicots) — Розиди (Rosids) Порядок: Букоцвіті (Fagales) Родина: Букові (Fagaceae) Рід: Дуб (Quercus) Вид: Q. sem...
Dough NutsSutradara Arvid E. Gillstrom Produser Louis Burstein Ditulis olehPemeranBilly WestOliver HardySinematograferHerman Obrock Jr.PenyuntingBen H. CohenTanggal rilis 15 Juni 1917 (1917-06-15) Negara Amerika Serikat BahasaFilm bisu dengan antar judul Inggris Dough Nuts adalah film bisu komedi Amerika Serikat tahun 1917 yang menampilkan Oliver Hardy. Pemeran Billy West - Billy, Tukang Roti Baru Ethel Marie Burton - Ethel, Kasir (sebagai Ethel Burton) Oliver Hardy - Babe, Koki (sebagai...
سيث غودين (بالإنجليزية: Seth Godin) غودين عام 2009 معلومات شخصية الميلاد 10 يوليو 1960 (العمر 63 سنة)مونت فيرنون، نيويورك مواطنة الولايات المتحدة[1] الزوجة Selena Lopez الحياة العملية المدرسة الأم جامعة تافتسجامعة ستانفورد المهنة author, marketing guru اللغات الإنجليزية المواقع ا...
Marc Mero Vereinigte Staaten Marc Mero (2013) Personalia Geburtstag 9. Juli 1960 Geburtsort Macon, Georgia Karriereinformationen Ringname(n) Johnny B. BaddMarc Mero Namenszusätze MarvellousWildman Körpergröße 185 cm Kampfgewicht 107 kg Trainiert von Ray Rinaldi Debüt 1991 Ruhestand 2005 Website web.mac.com Marc Mero (* 9. Juli 1960[1] in Macon, Georgia, oder am 19. Juli 1960[2] in Atlanta, Georgia oder am 9. Juli 1960[3] in Buffalo, New York oder am 9. Juli 1963...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مايو 2019) الحقيقة أو تجرؤ علي فعل هذا ؟معلومات عامةالنوع party game (en) — conversation game (en) عدد اللاعبين لاعبين او اكثرمدة ترتيب اللعبة لا يوجدمدة اللعب متغيردور الحظ قليل جداًدو...
Moral principles within the field of engineering Engineering ethics is the field of system of moral principles that apply to the practice of engineering. The field examines and sets the obligations by engineers to society, to their clients, and to the profession. As a scholarly discipline, it is closely related to subjects such as the philosophy of science, the philosophy of engineering, and the ethics of technology. Background and origins Up to the 19th century and growing concerns The first...
Protected area in Queensland, AustraliaMount Archer National ParkQueenslandIUCN category II (national park) Eucalypt woodland, Mount Archer National ParkMount Archer National ParkNearest town or cityRockhamptonCoordinates23°19′31″S 150°34′55″E / 23.32528°S 150.58194°E / -23.32528; 150.58194Established1994Area36.1 km2 (13.9 sq mi)Managing authoritiesQueensland Parks and Wildlife ServiceWebsiteMount Archer National ParkSee alsoProtected areas o...
Church in Bristol, England St Mark's Church, Bristol, west front, remodelled in 1830 and 1889. The south aisle window is visible on the right side, the tower to the rear, behind which is the Poyntz Chapel. Bristol Cathedral is behind the viewer, across a large grass lawn, formerly a graveyard used by both churches. lordmayorschapel.org St Mark's Church, Bristol, west front, as drawn c. 1892 following restoration St Mark's Church [1] is an ancient church on the north-east side of ...
English nursery rhyme and singing game This article is about the nursery rhyme. For other uses, see Here We Go Round the Mulberry Bush (disambiguation). Caption reads Here we go round the Mulberry Bush in The Baby's Opera A book of old Rhymes and The Music by the Earliest Masters, 1877. Artwork by Walter Crane. Here We Go Round the Mulberry Bush (also titled Mulberry Bush or This Is the Way) is an English nursery rhyme and singing game. It has a Roud Folk Song Index number of 7882. It uses th...
1972 single by Gary GlitterI Didn't Know I Loved You (Till I Saw You Rock and Roll)Single by Gary Glitterfrom the album Glitter B-sideHard on MeReleased8 September 1972GenreGlam rock[1]Length3:19LabelBellSongwriter(s)Gary GlitterMike LeanderProducer(s)Mike LeanderGary Glitter singles chronology Rock and Roll (1972) I Didn't Know I Loved You (Till I Saw You Rock and Roll) (1972) Do You Wanna Touch Me (1973) I Didn't Know I Loved You (Till I Saw You Rock and Roll) is a song by English g...
This article is about Sufi practice. For other uses, see Chilla. Sufi Maulvi (teacher) meditating Chilla (Persian: چله, Arabic: أربعين, both literally forty), also known as Chilla-nashini, is a spiritual practice of penance and solitude in Sufism known mostly in Indian and Persian traditions. In this ritual a mendicant or ascetic attempts to remain seated in a circle practicing meditation techniques without food for 40 days and nights in imitation of the Arba'een.[1][2 ...
This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (February 2016) In network theory, the Wiener connector is a means of maximizing efficiency in connecting specified query vertices in a network. Given a connected, undirected graph and a set of query vertices in a graph, the minimum Wiener connector is an induced subgraph that connects the query vertices and minimizes the sum of shortes...