No. of pages 48
Published: 2015
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This book features in the following series: Infact, Oxford Reading Tree-Treetops Infact, Treetops .
This book is aimed at children in primary school. This book is part of a reading scheme, meaning that it is a book aimed at children who are learning to read.
There are 48 pages in this book. This book was published 2015 by Oxford University Press .
Joe Todd-Stanton grew up in Brighton and was taught to draw by his mother, who is also an illustrator. He studied at Bristol University, receiving a first class degree in Illustration. Greg Foot is a science presenter on TV, online, on the radio and at live events. He's been recognized as one of the leading science communicators in the UK and named an engagement fellow for the Welcome Trust - a multimillion-pound charity that supports biomedical science and engagement. Jon Mayhew is a man with a dark imagination, who has always loved writing and storytelling. An English teacher (to children and teenagers) for twenty years, he now works as a specialist teacher for children with autism. He has four children himself and, when neither teaching nor writing, he plays in ceilidh bands and runs marathons. Jon lives between the ancient cities of Chester and Liverpool.
This book is in the following series:
Treetops
All Stars Fiction are chapter books aimed at gifted and talented infants. Designed to be age appropriate, they include stories by top authors such as Geraldine McCaughrean, Margaret McAllister and Alan MacDonald, and have been created to motivate and challenge able infants. The books fall into book band colours gold, white, lime.
Oxford Reading Tree-Treetops Infact
Infact
inFact - part of Oxford Reading Tree - is a set of distinctive non-fiction books and interactive eBooks which have been created to engage children in reading for pleasure as powerfully as fiction . The books are carefully levelled, covering book bands orange through to lime. They include a mix of personal accounts, lyrical writing and child-friendly biographies.
Often individual series are part of a bigger set. The sub-series this book is in forms part of the following wider set: