The Perfect Cake

700 Cake Recipes That Even Beginners Can Make

By:

Fried

Format:

Paperback / softback

Show Hide Adult Content

$50.00

Available from supplier

Usually ships in 3-4 weeks

0 in Trolley

Price Match

Wrap this item as a gift ($5.90) - add a free gift card on the next page

Free Delivery with Primate

Join Now

Free 14 day free trial, cancel anytime.

Buy Now, Pay Later with:

Afterpay is available on orders $100 to $2000 Learn more

6 weekly interest-free payments of $8.33 with Laybuy Learn more

Availability

Delivering to:

Estimated arrival:

Around 11-21 June using International Courier

Description

Do you want to master the secrets behind preparing the perfect cake pops? This cookbook will reveal the top tips and tricks for you. Cake pops are very simple and easy to make. You can prepare them for your party or special event, or just enjoy them in the comfort of your own home. A cake pop is made of cake crumbs mixture, shaped in cute balls covered with icing or chocolate. The process of making is so fun and enjoyable, so everyone can do it. You can bake your favorite cake or just use store-bought sponge cake. You are allowed to play with flavors and come up with your own versions of this popular dessert. In the Cake pop Recipes that Beginners Can Make you can find 700 proven recipes. These are some of them: - Strawberry cheesecake cake pops - Triple chocolate cake pops - Margarita cake pops - Oatmeal cream cake pops - And more Are you ready to join us for this tasty and sweet journey? Let's explore all the possibilities for preparing this dessert!

Release date NZ

February 12th, 2024

Author

Fried

Audience

General (US: Trade)

Pages

228

Dimensions

216x279x12

ISBN-13

9781803896229

Product ID

35590597

Customer reviews

Nobody has reviewed this product yet. You could be the first!

Write a Review

Marketplace listings

There are no Marketplace listings available for this product currently.
Already own it? Create a free listing and pay just 9% commission when it sells!

Sell Yours Here