top of page

'Pasos'
Limited edition print number 13 of 195
price includes UK delivery

Christian Hook (b.1971 )

£445.00Price
  • Rare limited edition canvas print on board, in a gallery frame, depicting a young child playing on a beach. Created in a classical broken image style, this work is entitled 'Pasos' and is by the highly collectable, winner of the Sky Portrait Artist of the Year 2014, Christian Hook (b.1971 ).
     
    Christian Hook was born in Gibraltar, and studied illustration at Middlesex University before working as an illustrator for Disney and later lecturing at the Royal College of Art. In 2014 he won the Sky Arts Portrait Artist of the Year contest, was awarded the Freedom of the City of Gibraltar in 2017, and his work featured prominently in the 2019 opening exhibition of Clarendon Fine Art Gallery in Hampstead. He now works as a full time artist, inspired by classical art and the broken image, depicting motion, time and the moments that occur between events. His work is included in numerous important collections including that of HRH Prince Edward.
     
    - Signed and numbered by the artist lower right
    - Comes with its Certificate of Authenticity verso
    - Original 'DeMontfort Fine Art' / 'Clarendon Fine Art' identifying barcoded gallery label verso
    - Number 13 of only 195 limited edition canvas prints on board ever produced
    - Framed and ready to hang, in a bold silver trimmed ebonised gallery frame with white wooden slip
    - Overall size 55cm x 55cm (approx. 21 5/8 inches x 21 5/8 inches)
    - Both limited edition print and frame are in excellent condition
    - Excellent investment - £150 below gallery price - Christian Hook is currently represented by the Clarendon Fine Art where this limited edition print is priced at £595
    - All prints are carefully packaged to prevent damage during shipping 
    - Please contact us for European and Worldwide shipping prices
    - If you have any questions about this item, please contact us and we will respond within an hour
bottom of page