Skip to main content

Paul Verhoeven Filmografy | Boek | Keppelings om utens | Navigaasjemenufoegje jo witten hjir taPaul VerhoevenPaul Verhoeven.netPaul Verhoeven

StobbeNederlânsk filmregisseurNederlânsk telefyzjeregisseurGouden Keal-winnerNederlânsk ateïstPersoan berne yn 1938


Amsterdam18 july1938NederlânskefilmregisseurFeriene Steaten












Paul Verhoeven




Ut Wikipedy






Jump to navigation
Jump to search





Wiki letter w.svg



Dit artikel is in stobbe.
Jo wurde útnûge en foegje jo witten hjir ta.






Paul Verhoeven





Jeroen Krabbé, Paul Verhoeven en Renée Soutendijk


Paul Verhoeven (Amsterdam, 18 july 1938) is in Nederlânske filmregisseur. Yn de Feriene Steaten en Nederlân makke er (kontroversjele) films foar in grut publyk.



Filmografy |



  • 1960 - Een hagedis teveel


  • 1961 - Niets Bijzonders


  • 1962 - De Lifters


  • 1963 - Feest


  • 1965 - Korps Mariniers


  • 1968 - Portret van Anton Adriaan Mussert


  • 1969 - Floris (telefyzje)


  • 1970 - De Worstelaar


  • 1971 - Wat Zien Ik!?


  • 1973 - Turks Fruit


  • 1975 - Keetje Tippel


  • 1977 - Soldaat van Oranje


  • 1979 - Voorbij, voorbij (telefyzjefilm)


  • 1980 - Spetters


  • 1983 - De Vierde Man


  • 1985 - Flesh & Blood


  • 1987 - RoboCop


  • 1990 - Total Recall


  • 1992 - Basic Instinct


  • 1995 - Showgirls


  • 1997 - Starship Troopers


  • 2000 - Hollow Man


  • 2006 - Zwartboek


  • 2010 - The Thomas Crown Affair 2 (komt der oan)


  • 2011 - Steekspel


Boek |



  • Jezus van Nazareth - in realistysk portret, mei Rob van Scheers, útjouwer Meulenhoff, Amsterdam (2008) ISBN 978-90-290-7891-7.


Keppelings om utens |



  • (in) Paul Verhoeven artikel troch pref. Dan Shaw op it webstee "Senses of Cinema"


  • (in) Paul Verhoeven.net fanside

Commons









Untfongen fan "https://fy.wikipedia.org/w/index.php?title=Paul_Verhoeven&oldid=918292"










Navigaasjemenu


























(window.RLQ=window.RLQ||[]).push(function()mw.config.set("wgPageParseReport":"limitreport":"cputime":"0.032","walltime":"0.050","ppvisitednodes":"value":124,"limit":1000000,"ppgeneratednodes":"value":0,"limit":1500000,"postexpandincludesize":"value":1507,"limit":2097152,"templateargumentsize":"value":68,"limit":2097152,"expansiondepth":"value":3,"limit":40,"expensivefunctioncount":"value":0,"limit":500,"unstrip-depth":"value":0,"limit":20,"unstrip-size":"value":0,"limit":5000000,"entityaccesscount":"value":0,"limit":400,"timingprofile":["100.00% 12.715 1 -total"," 39.10% 4.971 2 Berjocht:En"," 22.22% 2.825 1 Berjocht:Taalwerjefte"," 21.66% 2.754 1 Berjocht:Stobbe"," 19.55% 2.486 1 Berjocht:Commonscat"," 17.18% 2.184 1 Berjocht:ISBN"],"cachereport":"origin":"mw1257","timestamp":"20190412235727","ttl":2592000,"transientcontent":false););"@context":"https://schema.org","@type":"Article","name":"Paul Verhoeven","url":"https://fy.wikipedia.org/wiki/Paul_Verhoeven","sameAs":"http://www.wikidata.org/entity/Q129079","mainEntity":"http://www.wikidata.org/entity/Q129079","author":"@type":"Organization","name":"Contributors to Wikimedia projects","publisher":"@type":"Organization","name":"Wikimedia Foundation, Inc.","logo":"@type":"ImageObject","url":"https://www.wikimedia.org/static/images/wmf-hor-googpub.png","datePublished":"2009-07-07T17:54:21Z","dateModified":"2018-05-02T08:26:50Z","image":"https://upload.wikimedia.org/wikipedia/commons/8/89/Paul_Verhoeven.jpg"(window.RLQ=window.RLQ||[]).push(function()mw.config.set("wgBackendResponseTime":215,"wgHostname":"mw1257"););
-

Popular posts from this blog

Triangular numbers and gcdProving sum of a set is $0 pmod n$ if $n$ is odd, or $fracn2 pmod n$ if $n$ is even?Is greatest common divisor of two numbers really their smallest linear combination?GCD, LCM RelationshipProve a set of nonnegative integers with greatest common divisor 1 and closed under addition has all but finite many nonnegative integers.all pairs of a and b in an equation containing gcdTriangular Numbers Modulo $k$ - Hit All Values?Understanding the Existence and Uniqueness of the GCDGCD and LCM with logical symbolsThe greatest common divisor of two positive integers less than 100 is equal to 3. Their least common multiple is twelve times one of the integers.Suppose that for all integers $x$, $x|a$ and $x|b$ if and only if $x|c$. Then $c = gcd(a,b)$Which is the gcd of 2 numbers which are multiplied and the result is 600000?

Image
Can compressed videos be decoded back to their uncompresed original format? Simple macro for new # symbol Processor speed limited at 0.4 Ghz How to travel to Japan while expressing milk? ssTTsSTtRrriinInnnnNNNIiinngg Do Iron Man suits sport waste management systems? How does having to sign to support someone for elections fit with having a secret ballot? Why would the Red Woman birth a shadow if she worshipped the Lord of the Light? How do I gain back my faith in my PhD degree? Migrate from Force.com IDE to VScode Explaination of a justification: additive functors preserve limits Is there an online compendium of Rav Moshe teshuvos in English that exists? How could indestructible materials be used in power generation? Why is the sentence "Das ist eine Nase" correct? What is the opposite of "eschatology"? Am I breaking OOP practice with this architecture? Detention in 1997 Should I tell management that I intend to leave due to bad sof...
Read more

Barbados Ynhâld Skiednis | Geografy | Demografy | Navigaasjemenu

Image
BarbadosLân yn it Karibysk GebietLân yn Noard-AmearikaEilân yn it Karibysk GebietHistoaryske Britske koloanjeBestjoerlike ienheid oprjochte yn 1966Keninkryk Karibysk gebieteilânBoppewynske EilannenLytse AntillenYndiaanskeArowakkenAmearikaKolumbusPortegezen16e iuwslavenAfrika1627Ingelsken16 april1816Bussa1838West-Yndyske Federaasje1958196219611966koraalriffenbefolkingstichtensKristenAnglikanengodstsjinstenhindoeïsmeislam Barbados Ut Wikipedy Jump to navigation Jump to search Barbados Flagge Wapen Offisjele taal Ingelsk Haadstêd Bridgetown Steatsfoarm Parlemintêre monargy Gebiet % wetter 431 km² -­% Ynwenners (2008) 281.968 Munt Babardiaanske dollar (BBD) Tiidsône UTC -4 Nasjonale feestdei 30 novimber Lânkoade BRB Ynternet .bb Tillefoan 1-246 It parlemintsgebou yn Bridgetown Barbados is in lân yn it Karibysk gebiet. It bestiet út ien inkeld eilân dat by de Boppewynske Eilannen he...
Read more

Σερβία Πίνακας περιεχομένων Γεωγραφία | Ιστορία | Πολιτική | Δημογραφία | Οικονομία | Τουρισμός | Εκπαίδευση και επιστήμη | Πολιτισμός | Δείτε επίσης | Παραπομπές | Εξωτερικοί σύνδεσμοι | Μενού πλοήγησης43°49′00″N 21°08′00″E / 43.8167°N 21.1333°E / 43.8167; 21.133344°49′14″N 20°27′44″E / 44.8206°N 20.4622°E / 44.8206; 20.4622 (Βελιγράδι)Επίσημη εκτίμηση«Σερβία»«Human Development Report 2018»Παγκόσμιος Οργανισμός Υγείας, Προσδόκιμο ζωής και υγιές προσδόκιμο ζωής, Δεδομένα ανά χώρα2003 statistics2004 statistics2005 statistics2006 statistics2007 statistics2008 statistics2009-2013 statistics2014 statisticsStatistical Yearbook of the Republic of Serbia – Tourism, 20152016 statisticsStatistical Yearbook of the Republic of Serbia – Tourism, 2015Πληροφορίες σχετικά με τη Σερβία και τον πολιτισμό τηςΣερβική ΠροεδρίαΕθνικός Οργανισμός Τουρισμού της ΣερβίαςΣερβική ΕθνοσυνέλευσηΣερβίαεε

Image
ΣερβίαΠερίκλειστα κράτηΕυρωπαϊκά κράτηΓιουγκοσλαβικές Δημοκρατίες σερβικάσερβικάκυρίαρχο κράτοςΚεντρικήςΝοτιοανατολικής ΕυρώπηςΠεδιάδας της ΠαννονίαςΒαλκάνιαμεσόγειαΟυγγαρία...
Read more