Katie and the Mona Lisa
O ovoj e-knjizi
When the Mona Lisa's smile goes missing, it's up to Katie to help find it again. On the way, they meet a princess, a dragon, a winged lion and an angel. But can Katie make the Mona Lisa smile again?
'A wonderful way to engage children with art. A brilliant combination of education and storytelling' - Parents in Touch (Katie's Picture Show)
This first introduction to Italian Renaissance art features five great masterpieces: Mona Lisa by Leonardo Da Vinci,
St George and the Dragon by Raphael, Primavera by Sandro Botticelli, The Lion of St Mark by Vittore Carpaccio and An Angel in Red with a Lute by Giovanni Ambrogio de Predis.
Classic picture book character, Katie, has been delighting children for over 25 years. Why not collect all 13 titles in the series?
Katie's Picture Show
Katie and the Impressionists
Katie and the Sunflowers
Katie and the British Artists
Katie and the Waterlily Pond
Katie and the Starry Night
Katie and the Spanish Princess
Katie and the Bathers
Katie in London
Katie's London Christmas
Katie in Scotland
Katie and the Dinosaurs
Ocene i recenzije
O autoru
James Mayhew studied at Maidstone College of Art and his first children's book, Katie's Picture Show, was published in 1989. It's been firmly in print ever since, recognised universally as the original and best introduction to art for children. Many more titles have followed, and the series sells in museums and galleries all over the world, from the Met in New York, to the Uffizi in Florence, the Louvre in Paris and beyond. James is also the creator of the much-loved Ella Bella Ballerina series, and many other titles. Alongside his work in publishing, James has devised and performed in a hugely successful series of concerts for children, combining live classical music, storytelling and live art. From Peter and the Wolf, to Scheherazade, James has worked internationally with many different orchestras and musicians, creating illustrations in time to music. http://james-mayhew-author-illustrator.blogspot.co.uk/
