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Charles V yang BijaksanaRaja PrancisBerkuasa8 April 1364 – 16 September 1380Prancis19 Mei 1364PendahuluJohn IIPenerusCharles VIInformasi pribadiKelahiran(1338-01-21)21 Januari 1338Vincennes, PrancisKematian16 September 1380(1380-09-16) (umur 42)Beauté-sur-Marne, PrancisPemakamanBasilika Santo DenisWangsaWangsa ValoisAyahJohn II dari PrancisIbuBonne dari BohemiaPasanganJoanna of BourbonAnakCharles VI dari PrancisLouis I, Duke of OrléansCatherine of ValoisAgamaKatolik Roma Charles V (2...

Upacara pembukaan BlizzCon BlizzCon adalah konvensi yang diadakan oleh Blizzard Entertainment untuk merayakan franchise utama mereka, Warcraft, StarCraft dan Diablo. Pada BlizzCon 2005, terdapat 8.000 orang yang hadir. Tahun Tanggap Jumlah hadirin Pengumuman utama Beta key Permainan yang dapat dimainkan Situs 2005 28–29 Oktober 8.000 World of Warcraft: The Burning Crusade The Burning Crusade StarCraft: Ghost, The Burning Crusade BlizzCon 2005 2007 3–4 Agustus 13,000 World of Warcraft: Wra...

Dalam nama Korean ini, nama keluarganya adalah Cha. Cha Ji-yeonLahir22 Februari 1982 (umur 42)Daejeon, Korea SelatanNama lainCha Ji-yunPendidikanSeoul Institute of the Arts (Jurusan teater)PekerjaanPemeranTahun aktif2006 – sekarangAgenCLN CompanyDikenal atasTaxi Driver Scent of a Woman Remarriage & DesiresSuami/istriYoon Eun-chaeAnak1 Cha Ji-yeon (lahir 22 Februari 1982) adalah pemeran dan penyanyi asal Korea Selatan.[1] Ia paling dikenal untuk perannya dalam seju...

Ali Iعلي الأولAmir dari MarokoBerkuasa836-848PendahuluMuhammad bin IdrisPenerusYahya IKelahiran827Kematian848Nama lengkapAli Haidar bin MuhammadAyahMuhammad bin IdrisIbuRoqiyah binti Ismail al-AzadiAgamaZaidiyyah, Syiah koin Idrisiyyah dicetak di al-'Aliyah, Maroko, pada masa pemerintahan Ali I, pada tahun 840 m. Ali bin Muhammad bin Idris ( علي بن محمد بن إدريس) adalah sultan idrisiyyah keempat dari Maroko. Ia adalah putra dari Muhammad bin Idris menjabat saat 836. Di...

Serie A 1934-1935 Competizione Serie A Sport Calcio Edizione 35ª (6ª di Serie A) Organizzatore Direttorio Divisioni Superiori Date dal 30 settembre 1934al 2 giugno 1935 Luogo  Italia Partecipanti 16 Formula girone unico Risultati Vincitore Juventus(7º titolo) Retrocessioni LivornoPro Vercelli Statistiche Miglior marcatore Enrique Guaita (28) Incontri disputati 240 Gol segnati 629 (2,62 per incontro) La Juventus al quinto scudetto consecutivo, prima formazione a ragg...

Town in New Hampshire, United StatesMoultonborough, New HampshireTownSwallow Boathouse in Moultonborough SealLocation in Carroll County, New HampshireCoordinates: 43°45′18″N 71°23′47″W / 43.75500°N 71.39639°W / 43.75500; -71.39639CountryUnited StatesStateNew HampshireCountyCarrollIncorporated1777VillagesMoultonboroughMoultonborough FallsLees MillSuissevaleGovernment • Board of SelectmenJonathan W. Tolman, ChairShari ColbyJean M. ...

Cet article est une ébauche concernant un footballeur allemand. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pour les articles homonymes, voir Gunter. Christian Günter Situation actuelle Équipe SC Fribourg Numéro 30 Biographie Nationalité Allemand Naissance 28 février 1993 (31 ans) Villingen-Schwenningen (Allemagne) Taille 1,84 m (6′ 0″) Poste Arrière gauche Pied fort Gauche Parcours...

Angelo Bellavia Bellavia nel 1973 a un allenamento Nazionalità  Italia Altezza 180 cm Peso 73 kg Calcio Ruolo Portiere Termine carriera 1985 Carriera Giovanili  Palermo Squadre di club1 1969-1976 Palermo34 (-37)1976-1980 Siracusa102 (-81)1980-1981 Akragas28 (-?)1981-1983 Canicattì30 (-?)[1]1983-1984 Favara9 (-?)1984-1985 Akragas3 (-3) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indic...

Long continuous length of interlocked fibres For other uses, see Yarn (disambiguation). This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (May 2022) YarnBalls of yarn A visual of twisted yarn Yarn is a long continuous length of interlocked fibres, used in sewing, crocheting, knitting, weaving, embroidery, ropemaking, and the production of textiles.&#...

La banconota da 10 000 lire con Dante Alighieri emessa dal 1948 al 1963. La banconota da 10 000 lire con Michelangelo emessa dal 1963 al 1977. La banconota da 10 000 lire, detta Machiavelli emessa dal 1977 al 1984. La banconota da 10 000 lire Alessandro Volta emessa dal 1984 al 1998. Sul retro compare l'immagine del Tempio Voltiano di Como. La banconota da 10 000 lire era uno dei tagli di cartamoneta circolanti in Italia prima dell'introduzione dell'euro. Indice 1 Sto...

Buffalo Bill's Wild West e Congress of Rough Riders of the World - Poster che mostra i cowboy radunare il bestiame e il ritratto del Col. WF Cody a cavallo. c.1899. I Wild West Show (spettacoli del selvaggio West) erano spettacoli di vaudeville itineranti prodotti e rappresentanti negli Stati Uniti e in Europa intorno al 1870-1920. Erano inizialmente delle produzioni teatrali all'aperto che raffiguravano stereotipi romantici di cowboy, indiani delle pianure, scout dell'esercito, fuorilegge e ...

1963 single by Eddie CochranMy WayUK 45 rpm single.Single by Eddie Cochranfrom the album My Way B-sideRock 'n' Roll BluesReleasedApril 1963RecordedJanuary 17, 1959GenreRock and rollLabelLiberty Records, EMISongwriter(s)Eddie Cochran, Jerry CapehartProducer(s)Eddie CochranEddie Cochran singles chronology Never (1962) My Way (1963) Drive-In Show (1963) My Way is a song co-written and recorded by Eddie Cochran. It was recorded in January 1959 and released posthumously as a single on Liberty Reco...

ملخص معلومات الملف الوصف الملك فيصل الثاني ملك العراق 1957 المصدر https://www.tumblr.com/search/iraqi%20kingdom التاريخ 1957 المنتج غير معروف الإذن(إعادة الاستخدام) انظر أدناه. ترخيص هذه صورةٌ لشخصية متوفاة وهي محميةٌ بحقوق التأليف والنشر. في ويكيبيديا يسمح برفع واستخدام صور للشخصيات المتوفاة تح�...

United States historic placeJohn and Martin Mower House and Arcola Mill SiteU.S. National Register of Historic Places The Mower House from the southeastShow map of MinnesotaShow map of the United StatesLocation12905 Arcola Trail N.,Arcola, MinnesotaCoordinates45°8′17.2″N 92°45′6″W / 45.138111°N 92.75167°W / 45.138111; -92.75167Area2 acres (0.81 ha)Built1847Architectural styleGreek RevivalMPSWashington County MRA (AD)NRHP reference No.800...

Private, day, college-prep school in La Jolla, California, United StatesThe Bishop's SchoolBell tower of The Bishop’s SchoolAddress7607 La Jolla BoulevardLa Jolla, California, 92037United StatesCoordinates32°50′28″N 117°16′45″W / 32.841012°N 117.279216°W / 32.841012; -117.279216InformationTypePrivate, day, college-prepDenominationEpiscopal ChurchEstablishedBishop's: 1909San Miguel: 1951 Fully Merged: 1971Head of SchoolRon KimFaculty201Grades6–12GenderCo...

  لمعانٍ أخرى، طالع رأس (توضيح).   ميّز عن نقطة (هندسة). النقطة الهندسية (بالإنجليزية: Vertex)‏ جمعها بالإنجليزية Vertices، هي نوع خاص من النقاط.[1] التعريف لا يوجد تعريف دقيق للنقطة فهي شيء نسبي تبعًا لما تقارنه معها!. فمثلًا يمكن اعتبار رأس القلم نقطة إذا ما قارنَّاه مع...

فاروق بن مصطفى بن مصطفى مع تونس في كأس العالم 2018 معلومات شخصية الاسم الكامل فاروق بن مصطفى[1] الميلاد 1 يوليو 1989 (العمر 34 سنة)[1]بنزرت، تونس الطول 1.92 م (6 قدم 3 1⁄2 بوصة)[1] مركز اللعب حارس مرمى الجنسية تونس اللقب السد العالي معلومات النادي النادي الحالي ا...

العلاقات التشيكية الجورجية التشيك جورجيا   التشيك   جورجيا تعديل مصدري - تعديل   العلاقات التشيكية الجورجية هي العلاقات الثنائية التي تجمع بين التشيك وجورجيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة الت�...

Fictional character from EastEnders Not to be confused with Pete Beale. For other people named Peter Beale, see Peter Beale (disambiguation). Soap opera character Peter BealeEastEnders characterThomas Law as Peter Beale (2023)Portrayed by Francis Brittin-Snell (1993–1996) Alex Stevens (1997–1998) Joseph Shade (1998–2004) James Martin (2004–2006) Thomas Law (2006–2010, 2023–present) Ben Hardy (2013–2015) Dayle Hudson (2020–2022) Duration 1993–2010, 2013–2015, 2020–pr...

Non-trivial knot which cannot be written as the knot sum of two non-trivial knots Simplest prime link In knot theory, a prime knot or prime link is a knot that is, in a certain sense, indecomposable. Specifically, it is a non-trivial knot which cannot be written as the knot sum of two non-trivial knots. Knots that are not prime are said to be composite knots or composite links. It can be a nontrivial problem to determine whether a given knot is prime or not. A family of examples of prime knot...