- Počet strán: 48
- Väzba: mäkká, brožovaná
- EAN: 9781406390377
- Jazyk: anglický
- Dátum vydania: 7. februára 2020
- Vydavateľstvo : Walker Books
- Ilustrátor: Jon Klassen
Circle
Mac Barnett
From the dynamic, dream team of Jon Klassen and Mac Barnett comes the final instalment in the hilarious shape trilogy.
"Simple shapes and succinct story express big ideas. Makes us consider fear of strangers, the power of the imagination, being brave and standing by friends" Sunday Times
Triangle and Square are visiting Circle, who lives at the waterfall. When they play hide-and-seek, Circle tells the friends the one rule: not to go behind the falling water. But after she closes her eyes to count to ten, of course that's exactly where Triangle goes. Will Circle find Triangle? And what OTHER shapes might be lurking back there?
"Simple shapes and succinct story express big ideas. Makes us consider fear of strangers, the power of the imagination, being brave and standing by friends" Sunday Times
Triangle and Square are visiting Circle, who lives at the waterfall. When they play hide-and-seek, Circle tells the friends the one rule: not to go behind the falling water. But after she closes her eyes to count to ten, of course that's exactly where Triangle goes. Will Circle find Triangle? And what OTHER shapes might be lurking back there?
- Počet strán: 48
- Väzba: mäkká, brožovaná
- EAN: 9781406390377
- Jazyk: anglický
- Dátum vydania: 7. februára 2020
- Vydavateľstvo : Walker Books
- Ilustrátor: Jon Klassen
From the dynamic, dream team of Jon Klassen and Mac Barnett comes the final instalment in the hilarious shape trilogy.
"Simple shapes and succinct story express big ideas. Makes us consider fear of strangers, the power of the imagination, being brave and standing by friends" Sunday Times
Triangle and Square are visiting Circle, who lives at the waterfall. When they play hide-and-seek, Circle tells the friends the one rule: not to go behind the falling water. But after she closes her eyes to count to ten, of course that's exactly where Triangle goes. Will Circle find Triangle? And what OTHER shapes might be lurking back there?
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