Autonomous Value
Whether the risky autonomous is actually worth more than the safe one, once its failure rate is counted. Uses the interval a small number of runs really supports, not the raw percentage.
Inputs
One row per routine you have actually run. Count every attempt, including the ones you would rather forget: dropping the bad runs is the fastest way to talk yourself into a routine that loses matches.
The bonus your game awards the alliance that scores more in autonomous. Take it from the manual. Leave at 0 if your game has no such bonus.
From scouting. Used only to work out how often you would take the bonus, so a rough number is fine as long as it is honest.
Results
Best expected value
—
Which routine
—
Its success rate
—%
Which really means
—%
95% confidence, Wilson interval.
Better than second by
—pts
Per match, on average.
Break-even success rate
—%
Where the top two routines are worth the same.
Every routine, ranked
Expected value is what the routine pays on average across many matches, not what it pays when it works.
| Routine | Worked | Rate | 95% interval | Expected pts | Worst case |
|---|
Move the success rate
What each routine is worth on average, against how often it works. Every line is straight, because a routine that works p of the time is worth p of its good outcome and the rest of its bad one. A dot marks the rate you measured, and the bar through it is the range those runs really support. Where two lines cross is the rate at which the risky routine stops being worth more, and if your bar straddles that crossing you have not measured enough to choose.
How this is calculated
A routine that scores twenty points and works half the time is worth ten points a match. One that scores eight and works every time is worth eight. The gap is smaller than the headline numbers suggest, and it can reverse once the failure is worse than scoring nothing.
expected = rate × points when it works + (1 − rate) × points when it fails + chance of taking the bonus × bonusWith your numbers
Why the raw percentage is not the number
Seven successes out of nine is 78%, and it is tempting to plan around that. But nine runs is not much evidence. The Wilson interval, the same one the reliability tools here use, says the true rate is somewhere between roughly 45% and 94%. Both ends of that lead to different decisions, which is the honest answer: run it more before committing.
The worst case column takes the bottom of that interval. If a routine still beats the alternative there, the decision is safe. If it only wins at the top of its interval, you are betting on the good half of your own data.
Failure is not always zero
Fill in what actually happens on a bad run. A routine that ends up parked somewhere useful is a different proposition from one that ends up tangled with your partner, and a negative number is allowed if a failure costs you points or a penalty.
The bonus changes the shape
Where a game awards points for winning the autonomous period, a routine only has to beat the opponent, not maximize its own score. That can make a modest reliable routine worth more than an ambitious one, because it takes the bonus nearly every time.
Sources & assumptions
Autonomous lasts 15 seconds, which is published.
Point values, success counts and the opposing score are yours. The interval is a Wilson score interval at 95%, which behaves properly on the small samples a team actually has, unlike the textbook interval that gives nonsense near 0% and 100%.
- V5RC Override Game Manual v1.1 (2026-27) — checked August 2026
- Spartan Design: Override manual summary — checked August 2026
Save this run, and compare
Keeps what is on screen so you can change something and see both sides of the change. Saved in this browser only, never uploaded.
Make a notebook page
Turns this calculation into a dated engineering notebook page: the setup, data, results, figures, working and sources, numbered and cited. You add the goal, the decision and the reflection in your own words, plus photos and sketches. Print it, paste it into Google Docs, or download a Word file or slides.
Where this goes next
Explore further on the full mapWhere the answers on this page can be used, and which tools could have given you the numbers it asks for.
Comes after
Compare Test Versionsgives you your trial resultsMatch Score Modelgives you your autonomous pointsAutonomous Time EstimatorPID ComparisonYou are here
Autonomous Value
a number carries across the next question it raises