Yes or No Wheel
Two answers, one spin, and no more going round in circles.
Add some options and press spin.
The honest description of what this does
This is a coin flip with better staging. There is no wisdom in it and it does not know anything about your situation. What it does is force the decision to happen now, in front of you, in a way that a coin in your pocket somehow does not.
The reason it works is well documented and has nothing to do with the wheel being right. Watching a randomiser deliver an answer produces an immediate gut reaction, and that reaction is real information you already had but were not able to read while you were weighing things up. Relief means you wanted that outcome. A small sinking feeling means you wanted the other one, and now you know.
So use it as a mirror rather than an oracle. If the answer lands on no and you immediately want to spin again, you have your answer, and it is not the one on the wheel.
Add a maybe, or a third option
The wheel is not locked to two answers. The box below it is an ordinary list, so you can add ask again tomorrow, do the smaller version first, or any wording that fits the actual choice you are stuck on. Three or four honest options usually beat a binary, because most stuck decisions are not really binary — they are a yes with conditions attached.
You can also weight it deliberately. Two lines saying yes and one saying no makes a wheel that is two thirds in favour, and everyone watching can see exactly why. That is more useful than a hidden slider, and it is a good way to represent a decision you are already leaning towards but do not want to admit to.
Is it actually fifty-fifty?
With two equal slices, yes, to a degree that is hard to overstate. Each spin draws a fresh 32-bit value from the browser's cryptographic random number generator — the same source used for security-sensitive work — and values falling in the small leftover tail are discarded and redrawn so that no outcome is even marginally favoured.
The other half of the guarantee is that the animation cannot influence the result. The answer is chosen before the wheel starts moving, and the rotation is then calculated to land on it. Wheels that work the other way — spin randomly, read whatever stops under the pointer — inherit whatever bias lives in their easing curve and frame timing, and no amount of watching them tells you whether they are fair.
One thing genuinely worth knowing: consecutive spins are independent. Three yes results in a row do not make the next one more likely to be no. That intuition is the gambler's fallacy and it is the single most common misreading of any randomiser.
When not to spin
Do not use a randomiser for anything you would need to justify afterwards. Medical choices, money you cannot afford to lose, anything involving someone else's consent, and anything with a legal deadline all deserve a real process. The wheel is for decisions where either answer is genuinely survivable and the cost of dithering exceeds the cost of being wrong.
That describes an enormous number of everyday decisions, which is exactly why this kind of tool is popular. Where to eat. Whether to send the message. Whether to go out tonight when you are tired but bored. Which of two equally reasonable options to start with. In all of those, the deciding is the expensive part, not the outcome.
There is also a quieter use: settling something between two people without either of them having to concede. Handing the decision to a wheel that neither person controls removes the argument entirely, which is why classrooms and group chats reach for one so often.
Questions
Is the yes or no wheel truly random?
Yes. It uses your browser's cryptographic random number generator and rejects the small biased range that a naive remainder calculation would leave in, so both answers are exactly equally likely. The result is also chosen before the animation begins, so the spin cannot skew it.
Can I add more than two answers?
Yes — the list is fully editable. Add a maybe, a not yet, or any number of alternatives. Each line becomes its own slice and every slice has an equal chance.
Can I make yes more likely than no?
Enter yes twice and no once. Duplicate lines become separate slices, giving a two-in-three chance in favour, and the weighting stays visible to anyone watching rather than being hidden in a setting.
Why did it give me the same answer several times in a row?
Because each spin is independent. On a two-option wheel, four identical results in a row happens roughly one time in eight, which feels rigged but is exactly what randomness looks like. Runs are expected; it is a perfectly alternating sequence that would be suspicious.
Does anyone see what I typed?
No. The tool runs entirely in your browser. Nothing is uploaded, nothing is stored, and closing the tab leaves no trace of your question.