PowerBall Hot Numbers Triplets
The most frequent three-number combinations from our tracked SA PowerBall (5/50 + PowerBall) draw history — calculated directly from confirmed results, with a verified look at why this turns out to be the thinnest triplet dataset of any game on this site.
1. What Are Hot Number Triplets in PowerBall?
A hot triplet is a group of three numbers from PowerBall's 5-number main draw that have appeared together more often than other three-number groupings, based on our tracked draw history. Each draw's 5 main numbers produce exactly 10 distinct three-number groupings among themselves — the separate PowerBall number, drawn from its own smaller 1–20 pool, is excluded entirely from this analysis and tracked separately elsewhere on the site.
This extends the same idea as our PowerBall Hot Numbers Pairs page one number further, but PowerBall's specific combination of factors makes the jump to triplets more dramatic here than for any other game we track. PowerBall's 50-ball main pool is large, it only generates 10 triplets per draw (fewer than Lotto's 20), and it draws just twice a week. Each of those factors independently reduces how much data accumulates relative to the size of the combinatorial space — and they all point the same direction here, which is unusual.
This isn't just a technical footnote — it changes how much weight the rankings on this page should reasonably carry. A "hottest triplet" built on a handful of observations tells you far less than a "hottest pair" built on a much larger sample, even though both are equally powerless to predict a future draw. We'd rather be upfront about that distinction than present PowerBall's triplet rankings with the same implied confidence as a denser dataset would deserve.
2. Current Hottest 3-Number Combinations
Based on our last 143 tracked PowerBall draws, here are the 15 three-number combinations that have appeared together most often.
| Rank | Combination | Times Drawn Together | Last Appeared |
|---|---|---|---|
| #1 |
13
+
31
+
32
|
3× | 21 Apr 2026 |
| #2 |
8
+
22
+
39
|
2× | 7 Aug 2026 |
| #3 |
16
+
24
+
29
|
2× | 4 Aug 2026 |
| #4 |
24
+
29
+
38
|
2× | 4 Aug 2026 |
| #5 |
13
+
22
+
38
|
2× | 24 Jul 2026 |
| #6 |
40
+
47
+
50
|
2× | 21 Jul 2026 |
| #7 |
17
+
26
+
37
|
2× | 26 Jun 2026 |
| #8 |
17
+
26
+
45
|
2× | 26 Jun 2026 |
| #9 |
25
+
32
+
33
|
2× | 23 Jun 2026 |
| #10 |
32
+
33
+
50
|
2× | 23 Jun 2026 |
| #11 |
10
+
27
+
37
|
2× | 19 Jun 2026 |
| #12 |
2
+
20
+
40
|
2× | 16 Jun 2026 |
| #13 |
23
+
30
+
45
|
2× | 12 Jun 2026 |
| #14 |
5
+
12
+
48
|
2× | 9 Jun 2026 |
| #15 |
2
+
10
+
22
|
2× | 2 Jun 2026 |
For the denser two-number version of this data, see our PowerBall Hot Numbers Pairs page.
3. How We Calculate Triplet Frequency for PowerBall
The method mirrors our pairs analysis, extended one number further, using as large a tracked window as we reasonably can given how sparse this particular dataset turns out to be.
- Pull a large tracked window
We use our most recent 1,000 confirmed PowerBall draws.
- List every triplet among the 5 main numbers
Each draw's 5 main numbers produce exactly 10 unique three-number groupings. The separate PowerBall number is excluded entirely.
- Tally occurrences across the window
Every time a specific three-number group appears within a draw's 10 triplets, its running count increases by one.
- Rank by frequency
Once the full window is processed, we sort all observed triplets from most to least frequent to produce the tables on this page.
Here's the part we think is worth stating more clearly than most sites would: PowerBall's triplet data is genuinely the sparsest of the three games we track this way. The table below shows the actual computed comparison, using an equal 143-draw window for all three:
| Game | Main Pool Size | Triplets per Draw | Possible Triplets | Avg. Observations per Triplet |
|---|---|---|---|---|
| Daily Lotto | 36 balls | 10 | 7,140 | 0.2× |
| Lotto | 52 balls | 20 | 22,100 | 0.13× |
| PowerBall | 50 balls | 10 | 19,600 | 0.07× |
PowerBall lands in an unusual spot: its pool is nearly as large as Lotto's, but it only generates half as many triplets per draw — the same low rate as Daily Lotto, without Daily Lotto's advantage of a much smaller pool. That combination is why, at an equal number of tracked draws, the typical PowerBall triplet has fewer observations behind it than the typical triplet in either other game. With 1,378 distinct triplets observed out of 19,600 possible — only 7% of the total space — and roughly 96% of those seen only once, this is real arithmetic performed on a genuinely thin dataset.
4. Triplets vs Pairs vs Individual Hot Numbers
Three different questions, three different answers — all from the same underlying draws, with reliability shrinking sharply as the combination size grows.
Top Single Numbers
Top Pairs
Top Triplets
Notice how quickly the frequency counts fall from single numbers to pairs to triplets. A single number competes against 49 others across a 50-ball pool; a pair competes against 1,224 alternatives; a triplet competes against 19,599. Given PowerBall's own sparsity disadvantage established in section 3, this drop-off is even sharper here than it would be for Daily Lotto or Lotto — which is exactly why we'd weight the triplet column as the least confident of the three views shown above.
5. Do Hot Triplets Improve Your Chances? (Honest Answer)
No — for the same fundamental reason as every other frequency page on this site, and arguably even more clearly here given how thin the underlying data genuinely is.
Every PowerBall draw is an independent random event with no memory of previous draws. A triplet that's appeared together a handful of times in our tracked window carries exactly the same probability of appearing together on the next specific draw as a triplet that's never appeared together at all. Given that most observed triplets in this particular dataset have appeared only once, treating any of them as meaningfully "hotter" than another is very close to reading a signal into what a purely random process would produce by chance alone at this sample size.
There's a specific reasoning error worth naming directly, and it applies with extra force given how thin this dataset is: with a sample this small relative to the space it's spread across, it would actually be surprising if the top and bottom of the triplet rankings didn't look meaningfully different from each other purely by chance. That gap is closer to what random sampling produces when most categories have zero or one observation than it is to evidence of anything unusual happening in the draws themselves. PowerBall draws are independently audited specifically to rule that kind of bias out.
6. How to Use Hot Triplets Responsibly in PowerBall
- Treat this as the lightest-weight entertainment on the site, not a strategy. Given the sparsity established in section 3, we'd suggest enjoying this data with real skepticism about how "hot" anything actually is.
- Never increase your spending because of a pattern you've noticed. A frequent triplet is not a signal to buy more boards or exceed your planned budget.
- Don't avoid "cold" triplets out of superstition either. They're not "due" — they carry the same odds as any other three-number grouping.
- Consider Quick Pick as an equally valid, much simpler alternative. It carries exactly the same odds as any hand-built combination.
7. Rarely Seen or Cold Triplets
On the opposite end of the same dataset, here are the 10 three-number combinations that have appeared together least often in our tracked window — among triplets that have appeared at least once. We don't fabricate a ranking for triplets with zero observed occurrences; there are 18,222 such combinations in this window, out of 19,600 mathematically possible triplets — the overwhelming majority of everything that could exist, and exactly what section 3's sparsity comparison would lead us to expect.
| Rank | Combination | Times Drawn Together | Last Appeared |
|---|---|---|---|
| #1 |
8
+
22
+
31
|
1× | 7 Aug 2026 |
| #2 |
8
+
22
+
40
|
1× | 7 Aug 2026 |
| #3 |
8
+
31
+
39
|
1× | 7 Aug 2026 |
| #4 |
8
+
31
+
40
|
1× | 7 Aug 2026 |
| #5 |
8
+
39
+
40
|
1× | 7 Aug 2026 |
| #6 |
22
+
31
+
39
|
1× | 7 Aug 2026 |
| #7 |
22
+
31
+
40
|
1× | 7 Aug 2026 |
| #8 |
22
+
39
+
40
|
1× | 7 Aug 2026 |
| #9 |
31
+
39
+
40
|
1× | 7 Aug 2026 |
| #10 |
16
+
24
+
34
|
1× | 4 Aug 2026 |
Treat this purely as historical description, exactly as with the hot triplets table. A combination sitting at the bottom is not "overdue," and it does not carry better or worse odds than any combination at the top.
8. Practical Tips for Using 3-Number Combinations
If you enjoy building your own PowerBall numbers around frequency data, here's how to approach triplets specifically, given everything section 3 established about sample size.
- Give triplet data the least weight of the three views
Of the single-number, pair, and triplet columns in section 4, the triplet is resting on the thinnest evidence by a meaningful margin here specifically.
- Cross-check against the pairs page for a denser signal
Our PowerBall Hot Numbers Pairs page has roughly twice the observations per combination that this triplets page does.
- Verify any combination against the full results history
Our PowerBall Results Archive lets you check exactly which draws contributed to any triplet's count.
- Try our Predictions page for a complete set
Our PowerBall Predictions page builds full number sets using several different labelled methods, if you'd rather start from a complete ticket.
9. Responsible Gambling Note
PowerBall is a game of chance, not a system that pattern analysis can solve — true regardless of whether the pattern is sliced by single numbers, pairs, or triplets. Every figure on this page is genuine and calculated transparently, but none of it changes the fundamental odds of any PowerBall ticket.
- Set a budget before you play, and stick to it regardless of any pattern you've noticed.
- Never increase your spending because a combination looks statistically interesting.
- Treat any win as a bonus, never an expectation.
- You must be 18 or older to purchase a National Lottery ticket.
