Artur Boruc

Artur Boruc
Henkilötiedot
Syntymäaika 20. helmikuuta 1980 (ikä 44)
Syntymäpaikka Siedlce, Puola
Pelipaikka maalivahti
Pituus 193 cm
Seura
Seura Legia Varsova
Seurat
Vuodet Seura O (M)
1998–1999
1999–2005
2000
2005
2005–2010
2010–2012
2012–2015
2014–2015
2015–
Pogoń Siedlce
Legia Varsova
Dolcan Ząbki (laina)
Celtic (laina)
Celtic
Fiorentina
Southampton
Bournemouth (laina)
Bournemouth
12 (0)
69 (1)
16 (0)
9 (0)
153 (0)
62 (0)
49 (0)
37 (0)
79 (0)
Maajoukkue
2004–2017 Puola 65 (0)

Seurajoukkueuran tilastot kattavat vain kansalliset sarjat, päivitetty 17. tammikuuta 2020.
Maajoukkueuran tilastot päivitetty 17. tammikuuta 2020.

Artur Boruc (s. 20. helmikuuta 1980 Siedlce, Puola) on puolalainen jalkapalloilija. pelipaikaltaan maalivahti. 193 senttimetriä pitkä Boruc edustaa Puolan Ekstraklasassa pelaavaa Legia Varsovaa.

Ura

Boruc on edustanut uransa aikana Pogoń Siedlceä (1998–1999), Legia Varsovaa (1999–2005) ja Dolcan Ząbkia (2000, laina). Celticiä hän edusti vuodet 2005–2010, Fiorentinaa vuodet 2010–2012 ja Southamptonia 2012–2015. Kaudella 2014–2015 hän pelasi lainalla Bournemouthissa, jonne siirtyi pysyvällä siirrolla kesällä 2015.

Puolan maajoukkuessa Boruc debytoi vuonna 2004. Hän on pelannut 65 A-maaottelua[1] ja pelasi MM-kisoissa 2006 sekä EM-kisoissa 2008. Hän oli varamaalivahtina EM-kisoissa 2016.

Meriitit pelaajana

Lähteet

Viitteet

  1. Poland – Record International Players 5.7.2018. rsssf. Viitattu 29.7.2018. (englanniksi)


Tämä urheilijaan liittyvä artikkeli on tynkä. Voit auttaa Wikipediaa laajentamalla artikkelia.

Read other articles:

Nonlinear and exact periodic wave solution of the Korteweg–de Vries equation US Army bombers flying over near-periodic swell in shallow water, close to the Panama coast (1933). The sharp crests and very flat troughs are characteristic for cnoidal waves. In fluid dynamics, a cnoidal wave is a nonlinear and exact periodic wave solution of the Korteweg–de Vries equation. These solutions are in terms of the Jacobi elliptic function cn, which is why they are coined cnoidal waves. They are used...

 

Medical conditionSevere fever with thrombocytopenia syndromeSFTS bunyavirus isolated from patients in Central and Northeast provinces of China (red)SpecialtyInfectious disease Severe fever with thrombocytopenia syndrome (SFTS) is a tick-borne infection.[1] Signs and symptoms include fever, vomiting, diarrhea, loss of consciousness and heamorrhage.[1] It is an emerging infectious disease caused by Dabie bandavirus also known as the SFTS virus, first reported between late March ...

 

Liturgische Geräte auf der Prothesis. Fotografiert von Sergei Prokudin-Gorski, 1911. Die Prothesis ist der Ort in einer christlichen Kirche, an dem in den orthodoxen und griechisch-katholischen Kirchen die Proskomidie, also die Vorbereitungsliturgie stattfindet. Prothesis und Diakonikon werden zusammen als Pastophoria bezeichnet. Die Prothesis ist hinter der Ikonostase verortet und besteht aus einem kleinen Tisch, auch als Oblationstisch bezeichnet, auf dem Brot und Wein für die Göttliche ...

 

Electric currentدارة كهربائية بسيطة , حيث أن التيار يُمثل بالحرف (ت=i) . العلاقة ما بين الجهد الكهربائي (ج=V) , و المقاومة (مق=R) , والتيار (ت=I) تُعطى بالصيغة : ج=مق*ت أو V=IR (قانون أوم)معلومات عامةالرموز الشائعة Iنظام الوحدات الدولي أمبيرالاشتقاق منكميات أخرى I = V R , I = Q t {\displaystyle I={V \over R}\,,I={...

 

Тарту залізнична станція, надземна станція Вокзал станціїРозташуванняРозташування  Естонія, ТартумааАдреса Тарту, вул. Вокзальна, 6Координати 58°22′26″ пн. ш. 26°42′24″ сх. д. / 58.37389° пн. ш. 26.70667° сх. д. / 58.37389; 26.70667СтруктураЛінія(ї) Тапа 

 

Mexican association football club Football clubChihuahua F.C.Full nameChihuahua Fútbol ClubNickname(s)Los soles (The suns)La escuadra del sol desértico (The team of the desertic sun)Founded25 May 2022; 18 months ago (2022-05-25)GroundEstadio Olímpico Universitario José Reyes BaezaChihuahua, Chihuahua, MexicoCapacity22,000OwnerGrupo Xoy Capital[1]ChairmanAnuar Talamas[2]ManagerAlejandro Pérez MacíasLeagueLiga Premier de México - Serie AClausura 20231st,...

 

Ole Andreas Øverland (* 17. März 1855 in Trondheim; † 20. Juni 1911 in Kristiania) war ein norwegischer Historiker. Inhaltsverzeichnis 1 Familie und Jugend 2 Seine historischen Arbeiten 3 Werke 4 Anmerkungen 5 Literatur Familie und Jugend Seine Eltern waren der Tabakarbeiter und Kaufmann Ole Andreas Øverland (1819–1871) und dessen Frau Gjertine Birgitte Moe (1818–1881). In erster Ehe heiratete er am 24. Januar 1884 in Kristiania Charlotte Louise Weltzin (24. Januar 1864–28. April 1...

 

Dewan Perwakilan Rakyat Daerah Kabupaten SimalungunDewan Perwakilan Rakyat Kabupaten Simalungun2019-2024JenisJenisUnikameral Jangka waktu5 tahunSejarahSesi baru dimulai25 September 2019PimpinanKetuaTimbul Jaya Hamonangan Sibarani, S.H. (Golkar) sejak 23 Desember 2019 Wakil Ketua ISteven Samrin Girsang, S.Pd. (PDI-P) sejak 23 Desember 2019 Wakil Ketua IIElias Barus (Demokrat) sejak 23 Desember 2019 Wakil Ketua IIISastra Joyo Sirait, S.H. (Gerindra) sejak 23 Desember 2019 Kompos...

 

Republik Tiongkok中華民國 Chunghwa Minkuo1912–1949 Bendera Lambang Lagu kebangsaan: 《卿雲歌》Song to the Auspicious Cloud 《中華民國國歌》Lagu Kebangsaan Republik TiongkokWilayah maksium yang diklaim oleh RT.Ibu kotaNankinga · PekingbChunkingcPemerintahanRepublik semi-presidensialPresiden • 1912 Sun Yat-sen• 1949 Li Tsung-jen Perdana Menteri • 1912 Tang Shaoyi• 1949 He Yingqin Legislatif  - Majelis TinggiM...

 

1987 single by Chris Rea Let's DanceSingle by Chris Reafrom the album Dancing with Strangers B-sideI Don't Care AnymoreReleased1987RecordedFebruary 1987 (Montreux, Switzerland)[1]Length4:07LabelMagnetSongwriter(s)Chris ReaProducer(s) Chris Rea Stuart Eales Chris Rea singles chronology Hello Friend (1986) Let's Dance (1987) Loving You Again (1987) Music videoLet's Dance (1987) on YouTube Let's Dance is a 1987 single by British singer-songwriter Chris Rea. The song first appeared in an ...

 

15th Parliament of Malaysia ←14th Parliament 16th Parliament→OverviewLegislative bodyParliament of MalaysiaJurisdictionMalaysiaMeeting placeMalaysian Houses of ParliamentElectionIndirect election and appointmentsWebsitewww.parlimen.gov.myDewan NegaraMembers70PresidentWan Junaidi Tuanku JaafarDeputy PresidentNur Jazlan MohamedSecretaryMuhammad Sujairi AbdullahParty controlBarisan NasionalPakatan HarapanGabungan Parti SarawakGabungan Rakyat SabahSovereignYang di-Pertuan AgongAbdulla...

 

Новак Джокович выигрывал турнир рекордные 10 раз Одиночный турнир среди мужчин на Открытом чемпионате Австралии по теннису разыгрывается с 1905 года. До начала «Открытой эры» современного тенниса мужчины выявляли лучшего в рамках чемпионата Австралии, а до 1927 года — в �...

 

Dialect of the Lisp programming language on the Java platform ClojureParadigmmulti-paradigm: agent-oriented[1] concurrent[2][3] functional[4] logic[5] macro[6] pipeline[7] FamilyLispDesigned byRich HickeyFirst appeared2007; 16 years ago (2007)Stable release1.11.1[8] / 5 April 2022; 20 months ago (2022-04-05) Typing discipline dynamic strong Platform Java JavaScript .NET LicenseEclipse...

 

American fantasy novel series Riftwar redirects here. For the Torchwood comic book storyline, see Rift War. For 1920–27 armed conflict between Spain and the Berber tribes, see Rif War. The Riftwar Cycle is the name given to the series of books authored or co-authored by Raymond E. Feist that revolve around the fantasy worlds of Midkemia and Kelewan. The Riftwar Universe The majority of Feist's works are part of The Riftwar Universe, and feature the worlds of Midkemia and Kelewan.[1]...

 

Michel OrcelBorn1952 (age 70–71)NationalityFrench Michel Orcel (born 1952, in Marseille) is a contemporary French writer, publisher and psychoanalyst. Biography After studying classical literature at the Jesuits in Marseille, Michel Orcel graduated from the Institut d'études politiques de Paris (Public Service department., class 1974),[1] he gave up his preparation studies to the ENA and moved to the Sorbonne: he obtained a master's degree in philosophy under the direction...

 

American attorney Sherman Leland WhippleBornMarch 4, 1862New London, New HampshireDiedOctober 20, 1930(1930-10-20) (aged 68)Brookline, MassachusettsBurial placeWalnut Hills CemeteryEducation Colby Academy Yale College (1881) Yale Law School (1884) OccupationLawyer Sherman Leland Whipple (March 4, 1862 – October 20, 1930) was an American attorney who was one of Boston's leading trial lawyers during his lifetime.[1] Early life Whipple was born on March 4, 1862, in New London, New...

 

Este artículo o sección necesita referencias que aparezcan en una publicación acreditada.Este aviso fue puesto el 12 de diciembre de 2008. Matmos Información artísticaGénero(s) Música electrónica, glitch, IDM, post-rockPeríodo de actividad 1995 – PresenteDiscográfica(s) MatadorArtistas relacionados BjörkWebSitio web Página oficialMiembros M.C. SchmidtDrew Daniel [editar datos en Wikidata] Matmos es un dúo de música electrónica experimental de San Francisco, qu...

 

Anson Mount Anson Mount en la Comic-Com 2018Información personalNombre de nacimiento Anson Adams Mount IV Nacimiento 25 de febrero de 1973 (51 años)White Bluff, Tennessee, Estados UnidosResidencia Nueva YorkNacionalidad EstadounidenseLengua materna Inglés FamiliaCónyuge Darah Trang (matr. 2018)EducaciónEducado en Universidad de ColumbiaSewanee: The University of the South Información profesionalOcupación Actor de televisión, actor de cine, actor y productor de cine Años...

 

В Википедии есть статьи о других людях с такой фамилией, см. Зализняк. Андрей Анатольевич Зализняк А. А. Зализняк во время лекции о берестяных грамотах из раскопок 2008 года Дата рождения 29 апреля 1935(1935-04-29)[1] Место рождения Москва, СССР Дата смерти 24 декабря 2017(2017-12-24)[2 ...

 

流氓教授rogue professor类型時代劇编剧黃志翔、徐譽庭、周平之、林旻俊、方靜儀、杜政哲、賴正杰、彭盛青导演歐陽升、游堅煜主演王識賢、方文琳国家/地区 中華民國语言臺語、國語集数63集每集长度60分鐘(含廣告)制作制作人蔡見賢、練昱廷播出信息 首播频道台視 《流氓教授》是一部2001年所播映的台視八點檔大戲,每週一至週五的晚上八點於台視播放,全劇共63集。...