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لمعانٍ أخرى، طالع جون هيل (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) جون هيل معلومات شخصية الميلاد 8 يوليو 1941 هاميلتون الوفاة 11 مارس 2010 (68 سنة) [1] إنديانابوليس سبب الوفاة م
Ano: 1959 Arte Ciência Cinema Desastres Desporto Jornalismo Literatura Música Política Rádio Teatro Televisão Nascimentos Data Nome Profissão Nacionalidade Observações Ref 26 de janeiro Bob Lazar físico Estados Unidos 19 de março Marcelo Gleiser físico, astrônomo, professor, escritor e roteirista Brasil 3 de agosto Koichi Tanaka químico Japão Nobel da Química 2002 [1] 14 de agosto Peter Shor matemático e cientista de computação Estados Unidos 22 de ag...
У цьому китайському імені прізвище (Лінь) стоїть перед особовим ім'ям. У Вікіпедії є статті про інших людей із прізвищем Лінь. Лінь Мін СюаньЗагальна інформаціяНародження 6 червня 1988(1988-06-06) (35 років)ТайваньЗріст 178 смВага 88 кгСпортКраїна Китайський ТайбейВид спорту боро
Ursula von der LeyenPresiden Komisi EropaPetahanaMulai menjabat 1 Desember 2019Wakil PresidenFrans TimmermansPendahuluJean-Claude JunckerMenteri Pertahanan Jerman[1]Masa jabatan17 Desember 2013 – 17 Juli 2019KanselirAngela MerkelPendahuluThomas de MaizièrePenggantiAnnegret Kramp-KarrenbauerMenteri Perburuhan dan Sosial[2]Masa jabatan30 November 2009 – 17 Desember 2013KanselirAngela MerkelPendahuluFranz Josef JungPenggantiAndrea NahlesMenteri bidang W...
أريك موراي معلومات شخصية اسم الولادة (بالإنجليزية: Eric Gordon Murray) الميلاد 6 مايو 1982 (41 سنة) هاستينجس، نيوزيلندا الإقامة كامبريدج[1] الجنسية نيوزيلندا الطول 195 سنتيمتر الوزن 97 كيلوغرام الحياة العملية المهنة مجدف الرياضة التجديف الجوائز نيشان ال
Handheld game console This article is about the first revision of the Nintendo DS. For the second and third revisions, see Nintendo DSi. For the IPv6 transition mechanism, see DS-Lite. Nintendo DS LiteA black Nintendo DS LiteManufacturerNintendoProduct familyNintendo DSTypeHandheld game consoleGenerationSeventhRelease dateJP: March 2, 2006AU: June 1, 2006NA: June 11, 2006EU: June 23, 2006CHN: June 26, 2006KOR: January 18, 2007DiscontinuedYes; date undisclosed[1]Units shippedWorldwide:...
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?: 山下達郎のサンデー・ソングブック – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2016年10月) ラジオ番組・中継内...
This article is about Prince David Bagrationi of Georgia. For other uses, see Prince David of Kakheti and David Bagration of Mukhrani. You can help expand this article with text translated from the corresponding article in Russian. (July 2011) Click [show] for important translation instructions. View a machine-translated version of the Russian article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as n...
English darts player For other people named James Wade, see James Wade (disambiguation). Darts playerJames WadeWade in 2022Personal informationFull nameJames Martin WadeNicknameThe MachineBorn (1983-04-06) 6 April 1983 (age 40)Ash, Surrey, EnglandHome townAsh, Surrey, EnglandDarts informationPlaying darts since1997Darts20g Unicorn James WadeLateralityLeft-handedWalk-on musicI'm Still Standing by Elton JohnOrganisation (see split in darts)BDO2001–2004PDC2004– (Tour...
يحيى بن صالح الوُحَاظِيّ معلومات شخصية الحياة العملية المهنة مُحَدِّث مجال العمل الحديث الشريف السنة النبوية رواية الحديث تعديل مصدري - تعديل يحيى بن صالح الوُحَاظِيّ أحد رواة الحديث النبوي ، أبو زكريا يحيى بن صالح الوحاظي والدمشقي وقيل الحمصي ، قال عنه يحيى بن معي...
British actor For other people named James Atherton, see James Atherton (disambiguation). James AthertonJames Atherton in 2013BornJames Conway (1987-07-16) 16 July 1987 (age 36)[1]Cumbria, EnglandOccupationActorYears active2009–presentTelevisionHollyoaks Coronation Street James Atherton (born James Conway; 16 July 1987) is an English actor, known for his roles as Will Savage on Hollyoaks and Jamie Bowman on Coronation Street. In 2017, he appeared in the stage production of...
This article is about the Afroman album. For other uses, see Good Times (disambiguation). 2001 studio album by AfromanThe Good TimesStudio album by AfromanReleasedAugust 28, 2001GenreAlternative hip hopcomedy hip hopunderground hip hopdirty rapLength58:35Label Uptown Universal Producer Afroman Dolowite Headfridge Loppy Octopus Savalas Brothers Afroman chronology Sell Your Dope(2000) The Good Times(2001) Afroholic... The Even Better Times(2004) Singles from The Good Times Because I Got...
De sporenbundel Westhoofd in de haven van Zeebrugge De lijst van spoorwegbundels in de haven van Brugge-Zeebrugge geeft een overzicht van de spoorwegbundels in de haven van Brugge-Zeebrugge. bundel ligging sporen kaaien spoorlijn Pelikaan 11 202B/1, 202B/2 Ramskapelle 11 202B Britanniadok 8 202B Westhoofd 51A Leopold II-Dam 51A Wielingendok 51A Zie ook Haven van Brugge-Zeebrugge Lijst van spoorlijnen in België
Jewish college organization Part of a series onChabad Rebbes Shneur Zalman of Liadi (Alter Rebbe) Dovber Schneuri (Mitteler Rebbe) Menachem M. Schneersohn (Tzemach Tzedek) Shmuel Schneersohn (Maharash) Sholom Dovber Schneersohn (Rashab) Yosef Yitzchak Schneersohn (Rayatz) Menachem M. Schneerson (the Rebbe) Places and landmarks Crown Heights 770 Eastern Parkway Chabad library Ohel Kfar Chabad Lyubavichi Nariman House Shikun Chabad Holidays 1, 10, 19 Kislev 10, 22 Shvat 11 Nissan 3, 12–13 Tam...
2023 studio album by Matt CorbyEverything's FineStudio album by Matt CorbyReleased24 March 2023StudioRainbow Valley StudiosLength40:19LabelIsland AustraliaProducerMatt CorbyChris CollinsNat DunnAlex HenrikssonMatt Corby chronology Rainbow Valley(2018) Everything's Fine(2023) Singles from Everything's Fine ProblemsReleased: 4 November 2022[1] Reelin'Released: 13 January 2023[2] Big SmokeReleased: 15 February 2023[3] Everything's Fine is the third studio album by...
National identity card of Ukraine Passport of the Citizen of Ukraine(Паспорт громадянина України)Specimen of the 2016 series cardTypeIdentity cardIssued by UkraineFirst issued2016PurposeProof of identityValid in Ukraine Georgia (if arriving from Ukraine) Moldova[1] Russia[2] Turkey[3] EligibilityUkrainian citizenExpiration4 or 10 yearsCost₴345[4] Ukrainian identity card, front side Ukrainian ide...
2009 Worcestershire County Council election ← 2005 4 June 2009 2013 → All 57 council division seats29 seats needed for a majority First party Second party Third party Party Conservative Liberal Democrats Labour Seats won 42 8 3 Seat change 12 12 2009 local election results in Worcestershire Council control before election Conservative Council control after election Conservative An election to Worcestershire County Council took place on 4 June 2009...
This article is about University. For other, see Qarshi (disambiguation). Qarshi Universityقرشی یونیورسٹیQarshi UniversityTypePrivateEstablishedJuly 10, 2011ChairmanIqbal Ahmed QarshiVice-ChancellorProf Dr Faisal MustafaAcademic staff25Administrative staff35Students350LocationLahore, Punjab, PakistanCampusUrbanNicknameQUAffiliationsHigher Education Commission of Pakistan (HEC)[1]National Council for Tibb[2]Websitehttp://www.qu.edu.pk Qarshi University (QU) (Urdu:...
Bo Ancker, (26 April 1926 – 10 October 1997) was a Swedish author and reporter. He was a culture reporter at Sveriges Radio between 1952 and 1989.[1] Bibliography 1947 – Det stora reportaget : en bok för pojkar 1948 – Spöktåget 1954 – Vi på vinden 1959 – Ge mig en chans! 1965 – Bortom stadens yttersta staket 1965 – Mormors porter : Stockholmsminnen från 20-talet 1967 – I sommarstaden : en bok om Stockholm 1970 – Vaktparaden kommer! : en taktf...
The number of partitions of an integer The values p ( 1 ) , … , p ( 8 ) {\displaystyle p(1),\dots ,p(8)} of the partition function (1, 2, 3, 5, 7, 11, 15, and 22) can be determined by counting the Young diagrams for the partitions of the numbers from 1 to 8. In number theory, the partition function p(n) represents the number of possible partitions of a non-negative integer n. For instance, p(4) = 5 because the integer 4 has the five partitions 1 + 1 + 1 + 1, 1 + 1 + 2, 1 + 3, 2 + 2, an...