How to Grow Magic: The Giant Mystery

The first book in a brand new chapter book series for 6+ readers from bestselling author and illustrator duo Rachel Morrisroe and Steven Lenton! The perfect new magical read for fans of Claude, Shifty McGifty and Isadora Moon.

When Mr Pottifer tries to teach Sarah’s class how to grow magical beanstalks, some mischievous garden gnomes cause havoc and suddenly Enchantment Primary has a giant beanstalk in their school garden!

Join Sarah and her friends on an adventure full of imagination and wonder with a GIANT surprise is in store .


'BRIMMING with magic and FIZZING with fun! This is one of the most fantastical books I’ve read in ages. Everyone will want to visit Enchantment Street!' Harriet Muncaster, creator of Isadora Moon

• Two-colour illustrations – Bursting with incredible illustrations from Steven Lenton, each page is a delight!
• Accessible and engaging - Designed with easy-to-read font, clear spacing and pale cream background to help dyslexic readers
• Page-turning adventure – Short chapters full of fun keep readers hooked and create a sense of achievement chapter by chapter
• Collectable appeal – This is the start of a series, with many more magical adventures to come!
• Gentle learning - This story is perfect for talking to children about making new friends

Contributor: Steven Lenton (Illustrated by)

Illustrator: Steven Lenton

UK Delivery:

• Free delivery on all orders of £10 or more.
• £1.49 delivery fee on orders below £10.
• UK orders are shipped via Royal Mail 2nd Class.

International Delivery:

• Flat rate delivery charges vary by country.

Dispatch and Delivery Times:

• All orders are shipped from our warehouse in Northampton, UK within 48 hours of receipt during working hours.
• UK mainland orders typically arrive within 3-5 working days via Royal Mail 2nd Class.
• International estimated delivery times:
• Europe & Channel Islands: 7 to 10 working days
• USA: 7 to 15 working days
• Rest of the World: 9 to 21 working days

View our full delivery infomation here.