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Texas Scramble Handicap Calculator
Change the allowance percentages
Applied by rank, lowest handicap first. Leave blank to use the recommended figures.
Enter each player's course handicap and the calculator applies the recommended percentage to each by rank. The percentages are editable, because the committee running your competition sets the ones that count.
How do you work out a Texas scramble handicap?
Rank the team's course handicaps lowest to highest, then apply a descending percentage to each and add them up. The recommended allowances are 25, 20, 15 and 10 per cent for a four-player team, 30, 20 and 10 for three, and 35 and 15 for two. A team of 6, 12, 18 and 24 therefore plays off 1.5 + 2.4 + 2.7 + 2.4 = 9.0 shots.
How to use this calculator
- Use course handicaps, not indexesThe course handicap already accounts for the slope and the tee being played. Entering handicap indexes instead is the commonest error in scramble entry and it changes the answer.
- Order does not matterThe calculator ranks the handicaps itself, lowest first, so you can enter them in any order. The percentages always attach to the rank rather than to the box.
- Check the entry sheetThese are recommendations. If your club uses 20/15/10/5 or a flat percentage, put its figures in the override and the calculation is the same.
- Handle mixed tees before you startWhere players use different tees, each course handicap comes from that player's tee and is then adjusted for the difference in course rating.
Why the allowance is so much smaller than the handicaps
In a scramble every player tees off, the team picks the best ball, and everyone plays their next shot from that spot. Repeat to the hole.
The format removes almost all of the damage that individual bad shots do. A team of four has four chances at every shot and only ever uses the best one, so a four-ball scramble routinely goes round in ten to fifteen shots better than any member could manage alone.
That is why the allowance is a small fraction of the handicaps rather than an average of them. Averaging four handicaps would hand a team of 6, 12, 18 and 24 an allowance of 15 shots, and the winning score would be somewhere absurd.
**The percentages descend by rank for a specific reason.** The best player's ball is used most often, so their handicap contributes most to what the team can actually do. The fourth player's ball is picked least, and on some holes never, so their handicap contributes least.
That also explains why stacking a team with three low handicaps and one very high one is such a well-worn tactic. The high handicapper adds only ten per cent of their shots to the allowance while still contributing the occasional useful drive โ and committees that have noticed tend to write their own allowances.
The recommended figures are 25, 20, 15 and 10 per cent for four players, 30, 20 and 10 for three, and 35 and 15 for two. Smaller teams get more because they have fewer chances at each shot.
All of which comes with an important caveat: **these are recommended allowances, not rules of golf.** The Committee in charge of a competition sets the allowance that applies, and plenty of clubs use tighter figures because scramble scoring at their course runs low. The entry sheet is the authority, not this page.
One more distinction worth having. A Texas scramble is sometimes run with a minimum-drives rule โ each player's tee shot must be used a set number of times over the round. That does not change the handicap calculation, but it changes the tactics completely, and it is the usual fix for the stacked-team problem.
25% / 20% / 15% / 10% of the course handicaps, ranked lowest firstWorked example: a team of 6, 12, 18 and 24
A four-player team with course handicaps of 6, 12, 18 and 24, on the recommended allowances.
Ranked lowest first, the contributions are:
25% of 6 = 1.50 shots. 20% of 12 = 2.40. 15% of 18 = 2.70. 10% of 24 = 2.40.
Total: **9.0 shots** for the team.
Notice how flat those contributions are. The scratch-ish player and the 24 handicapper contribute almost the same number of shots โ 1.50 against 2.40 โ despite one having four times the handicap of the other. The descending percentages compress the range deliberately.
The sum of the four handicaps is 60, so the team allowance is 15.0% of the combined handicaps.
Now change the team. Replace the 24 with another 6 โ a team of 6, 6, 12, 18 โ and the allowance becomes 1.50 + 1.20 + 1.80 + 1.80 = 6.3 shots. Two and seven-tenths fewer, which on a scramble is a wide margin.
Now go the other way. A team of 6, 20, 24 and 28: 1.50 + 4.00 + 3.60 + 2.80 = 11.9 shots.
That is the spread the format has to live with โ 6.3 to 11.9 shots across teams that all contain a 6 handicapper.
Smaller teams get noticeably more. The same 6 and 12 as a two-player scramble at 35% and 15% gives 2.10 + 1.80 = 3.9 shots, against the 2.7 those two would contribute inside a four. Fewer players means fewer chances at each shot, so the allowance rises.
As a three-player team at 30/20/10, 6, 12 and 18 gives 1.80 + 2.40 + 1.80 = 6.0 shots.
One practical note on rounding. The unrounded total for the first team is 9.000, which is tidy; most are not. Whether your competition runs to one decimal place or the nearest whole shot rarely changes a result, but it should be stated on the entry sheet rather than argued about in the bar afterwards.
Team allowances at the recommended percentages
| Team course handicaps | Contributions | Team handicap | As % of combined |
|---|---|---|---|
| 6, 12, 18, 24 | 1.50 + 2.40 + 2.70 + 2.40 | 9.0 | 15.0% |
| 6, 6, 12, 18 | 1.50 + 1.20 + 1.80 + 1.80 | 6.3 | 15.0% |
| 6, 20, 24, 28 | 1.50 + 4.00 + 3.60 + 2.80 | 11.9 | 15.3% |
| 0, 10, 20, 30 | 0.00 + 2.00 + 3.00 + 3.00 | 8.0 | 13.3% |
| 10, 10, 10, 10 | 2.50 + 2.00 + 1.50 + 1.00 | 7.0 | 17.5% |
| 18, 18, 18, 18 | 4.50 + 3.60 + 2.70 + 1.80 | 12.6 | 17.5% |
| 4, 8, 28, 36 | 1.00 + 1.60 + 4.20 + 3.60 | 10.4 | 13.7% |
The last column is the giveaway. A team of four equal handicaps gets 17.5% of its combined handicaps, while a team with one very low and one very high player gets around 13.7%. The descending percentages penalise a spread, which is precisely the intent โ a stacked team should not also get the largest allowance.
Running a scramble that works
The handicap allowance is the part people ask about, but it is rarely what decides whether a scramble day is any good.
**Team balance matters more than the allowance.** Four handicaps of 18 will have a fine time; a team of 2, 4, 6 and 30 will not, because the 30 handicapper's ball is picked roughly never and they spend four hours as a spectator. A minimum-drives rule is the standard fix, and it transforms the experience for the weaker players.
The usual formulation is that each player's tee shot must be used at least three or four times across eighteen holes. It also creates genuine tactics โ teams start planning which holes to spend their weaker drives on, which is far more interesting than always taking the longest.
On pace of play, a scramble should be quicker than a medal round but often is not, because four players all play every shot. Ready golf, picking the ball quickly, and not deliberating over a two-foot putt everyone will hole are worth saying out loud at the start.
A few points that regularly cause arguments, and are worth settling in advance rather than on the ninth green:
Where exactly the ball is placed โ within a club length or a scorecard, no nearer the hole, and in the same condition of the course. A ball in a bunker stays in the bunker; a ball on the green is placed rather than dropped.
Whether a player who has holed out can be replaced by a partner having another go โ normally not, once the ball is holed.
How ties are settled. Countback on the last nine, six, three and final hole is conventional, and a scramble produces ties constantly, so this needs deciding before anyone tees off.
Finally, on entry: collect **course handicaps**, not handicap indexes, and collect them from the tee each player is using. On a mixed-tee scramble the index-to-course conversion is the step everyone forgets, and it can move a team allowance by a shot or more.
If your club runs its own allowance table, put it in the override on this calculator and it will do the arithmetic on your figures rather than on the recommended ones.
These are recommended allowances. The Committee in charge of the competition sets the ones that apply โ check the entry sheet.
Assumptions and limitations
- The recommended allowances are a recommendation, not a rule of golf
- Committees may set their own allowance and frequently do
- Requires course handicaps, not handicap indexes
- Mixed tees need a course-rating adjustment before entry
- Does not apply to four-ball better ball, foursomes or greensomes
- Does not model minimum-drive rules, which change tactics but not the allowance
- Rounding convention varies between competitions
Questions people ask about this in United Kingdom
How do you work out a Texas scramble handicap?
Rank the course handicaps lowest to highest, apply 25, 20, 15 and 10 per cent to each in that order, and add them up.
A team of 6, 12, 18 and 24 gives 1.50 + 2.40 + 2.70 + 2.40 = 9.0 shots.
Why is the allowance so much lower than the handicaps?
Because the team only ever uses its best ball, so it plays far better than any individual member would.
Averaging the handicaps would produce an allowance the format cannot justify.
What are the allowances for two and three player teams?
Three players: 30, 20 and 10 per cent. Two players: 35 and 15.
Smaller teams get more because they have fewer chances at each shot.
Do I use my handicap index or my course handicap?
Course handicap. It already accounts for the slope and the tee you are playing.
Using the index instead is the commonest error in scramble entry.
Can the club use different percentages?
Yes. The Committee in charge of the competition sets the allowance, and many clubs use tighter figures because scramble scoring runs low.
Enter their percentages in the override and the calculator uses those.
Does a minimum drives rule change the handicap?
No โ it changes the tactics, not the allowance.
It is the usual fix for stacked teams and it makes the round far better for the higher handicappers.
Why does a team of four equal handicaps get a bigger allowance?
Because the descending percentages penalise a spread. Four 10 handicaps get 17.5% of their combined handicaps; a team of 4, 8, 28 and 36 gets 13.7%.
That is deliberate โ a stacked team should not also get the largest allowance.
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Method, source and review date
- How it is worked out
- World Handicap System recommended scramble allowances by rank
- Formula used
team handicap = 25% of the lowest + 20% of the second + 15% of the third + 10% of the highest- Checked against
- World Handicap System recommended allowances
- Rates last verified
- Confidence
- Medium
These are the recommended allowances. The Committee in charge of a competition sets the allowance that actually applies, and many clubs use their own โ often tighter, because scramble scoring runs low. Check the entry sheet before assuming.
Spotted a figure that has moved, or a formula you can show is wrong? Tell us โ send a correction. Fixes to rates and formulas are treated as urgent.
Disclaimer
This calculator gives an estimate for guidance only. Check the figures against your own measurements or paperwork before you commit money to them.