71 · Goodvalue per 1% chance, ranked against every scoreable raffle live on the site
Estimate your odds
or enter:
min 1, max 135
Total cost:£3.99
Your chance:0.7407%(1 in 135)
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For illustration only. PrizeOn doesn't run, sell tickets for, or take part in this draw. Your chance is worked out against all 135 tickets; if fewer sell before the draw, it is better than shown. Actual entry happens on their site.
Runners up Prizes will be drawn as part of this battle:
1x £5 site credit
1x £2 site credit
Product Information
The LUCKY Winner of this battle will receive a Nintendo Switch 2 console.
Game anywhere with Nintendo Switch 2. Inside, it’s got beefed up processing and graphics, which means it’s ready to take on massive games. The larger 7.9″ Full HD screen‘s got almost double the pixels of the Switch, which means higher resolution and even more detail. And when you get home, pop it in the TV dock to blow things up to 4K resolution that really packs a punch. For the first time, the GameChat system lets you talk to players online, and even share your screen. And redesigned magnetic Joy-Cons mean they’re bigger and more precise than ever – you can even use them like a mouse in some games, so there’s all new ways to play.
Good to know
– The display supports HDR for vivid colours and clear contrast that makes games pop off the screen
– Just press the C button on your Joy-Con to kick off GameChat and other ways to interact
– Enjoy clear, 3D audio from the upgraded built-in speakers
– The microphones use active noise-cancelling to focus on your voice
– There are two USB Type-C ports, so you can charge and hook up accessories like the Switch 2 camera (sold separately)
– The improved kick stand lets you adjust the viewing angle, making Tabletop mode comfier than ever
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.