Amazon Fire HD 10 Tablet #3

Runners up Prizes will be drawn as part of this battle:

1x £5 site credit
1x £2 site credit

The LUCKY Winner of this battle will receive a Amazon Fire HD 10 tablet, built for relaxation, 10.1″ vibrant Full HD screen, octa-core processor, 3 GB RAM, up to 13-h battery life, latest model (2023 release), 32 GB, Black, with adverts

• DO WHAT YOU LOVE, UNINTERRUPTED: 25% faster performance than the previous generation and 3 GB RAM are ideal for seamless streaming, reading and gaming.
• HIGH-DEFINITION ENTERTAINMENT: a 10.1″ 1080p Full HD display brings brilliant colour to all your series and games. Binge watch longer with up to 13-hour battery life, 32/64 GB of storage and up to 1 TB expandable storage with microSD card (sold separately).
• THIN, LIGHT, DURABLE: tap into entertainment from anywhere with a lightweight, durable design and strengthened screen made from Aluminosilicate glass. As measured in a tumble test, Fire HD 10 is 2.7 times more durable than the Samsung Galaxy Tab A8 (2022).
• STAY CONNECTED: use the 5 MP front-facing camera to Zoom with family and friends, or create content for social apps such as Instagram and TikTok.
• READY WHEN INSPIRATION STRIKES: with 4,096 levels of pressure sensitivity, the Made for Amazon stylus pen (sold separately) offers a natural writing experience that responds to your handwriting. Use it to write or sketch in apps such as OneNote and more.
• FAMILY FRIENDLY: Amazon Kids+ offers easy-to-use parental controls on Fire tablets. Subscribe to Amazon Kids+ for access to thousands of books, popular apps and games, videos, songs, Audible books and more.
• “ALEXA, READ MY LAST BOOK”: ask Alexa for help with anything from recipes to jokes, reading, or to control your smart home devices.

You can check all entries and draw details within the Entry List menu.

For every purchase order over £10 you will automatically earn 5% cash back to your E-Wallet.

For postal entry method, please read our Terms and conditions.

For the Lucky Dip Option first answer the question below and then select the number of lucky dips required.