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Spinner Wheel

Random Picker Wheel

Add your options and spin for a fair random result

GO
Spin the wheel!

Your Options

About the Spinner Wheel

Spinner wheels make randomness visible and exciting — the suspense of watching the wheel slow down adds something a plain number generator cannot. Our digital wheel recreates that experience with smooth animation, bright colors, and a satisfying result reveal.

How selection works: The final resting angle is determined by a random number generated before the animation starts. The outcome cannot be influenced by clicking speed or timing — it is genuinely random. Each segment occupies equal angular space, so every option has exactly the same probability regardless of label length.

How to use it: Type each option and click Add (or press Enter). Add as many as you like — up to 20 for best readability. Click "Spin the Wheel" or tap GO in the center. To remove an option, click the × on its tag. Duplicate options are allowed and will proportionally increase that option's probability.

Popular uses: Choosing a restaurant or meal. Picking a movie to watch. Assigning chores fairly. Selecting students for questions in class. Running prize draws. Deciding game or activity order. Picking a workout from a list of options.

Frequently Asked Questions

Is every option equally likely?

Yes — each segment takes equal angular space and the landing position is uniformly random. This is mathematically equivalent to drawing from a hat. Adding the same option twice doubles its effective probability.

Can I use this for a raffle?

Yes. Add each participant's name. Spin once per winner. Remove each winner's tag before the next spin to prevent duplicate wins.

Can I influence the result by clicking faster or slower?

No. The winning outcome is determined before the animation starts. The spin is purely cosmetic — it shows the result dramatically, but the result itself is set before the wheel moves.

How many options can I add?

Up to 20 for best label readability. With more options, labels get shorter. All options always have equal probability regardless of count.