Drop'emDrop'em Slot
Free demo, RTP, volatility and max win
8.0Value score · Very good · how it works
Drop'em is a high volatility slot by Hacksaw Gaming. Its headline RTP is 96.21%, but 4 versions are recorded, from 88.1% to 96.21%, so the RTP depends on where you play. The published max win is 10,000× the bet.
- #1089by value of 3,708 slots
- #13by value of 36 Hacksaw Gaming slots
- #1454by RTP of 3,708 slots
Play Drop'em free: demo, no sign-up
Free play money from Hacksaw Gaming's official demo. 18+. No deposit and no account; a demo does not predict real results.
Basic information
| Software | Hacksaw Gaming |
|---|---|
| Release year | Not published |
| RTP | 96.21% | 94.19% | 92.26% | 88.1% |
| Volatility | High |
| Max win | x10,000 |
| Hit frequency | Not published |
| Win system | Ways to win |
| Features | Bonus buy, Ante bet, Ways to win |
| Named in the rules | DROP SYMBOL, DROP SPINS BONUS, HIGH DROP SPINS BONUS, WILD DROP SPINS BONUS |
| Game type | Slot |
| Data verified | 2026-09-28 |
Source: Hacksaw Gaming game page; RTP database by toolsgambling.com (CC BY 4.0). How we collect data · Report a mistake
Drop'em RTP and data analysis
Drop'em slot by Hacksaw Gaming: RTP 96.21% (4 versions), high volatility, max win 10,000×. Free demo, no sign-up, and every RTP version.
RTP in context
The headline RTP of 96.21% is 0.1 points above the median of 96.14% across the 3,708 slots in our catalogue, and higher than 60% of them. Among Hacksaw Gaming slots it ranks 31 of 36, where the average is 96.31%.
That headline is the best case. The lowest published version is 88.1%, 8.1 points lower, which is higher than only 11% of slots when you compare lowest versions. If you play at an operator that runs the low version, you pay about $81 more per $1,000 wagered.
What a session costs on average
RTP is a long-run average. Over a very large number of spins, every $1,000 wagered on Drop'em returns about $962 and keeps about $38 at the headline RTP, or $119 at the lowest version.
Put in session terms: 100 spins at $1 is $100 wagered, which costs about $3.79 on average ($11.90 at the lowest version). A real session can end far from that average, in either direction, especially on a high volatility slot.
How it is likely to feel
Hacksaw Gaming publishes Drop'em as high volatility: wins come less often but can be much larger.
No hit frequency is published for this game, so we do not show one. Volatility is the studio’s own label and there is no common scale between studios.
Max win
The published max win is 10,000× the bet: $2,000 on a $0.20 bet, $10,000 on a $1 bet, $50,000 on a $5 bet. It is a ceiling set by the game maths and is reached rarely or never in normal play, so it should not set your budget.
That is higher than 61% of the 1,256 slots with a published max win; the median is 5,250×.
How it plays
Drop'em uses ways to win.
The game offers a feature buy, which lets you pay to enter the bonus round directly. Operators in some markets disable it.
An ante bet option raises the stake to improve the chance of triggering the bonus.
This section comes from structured mechanics data read from the studio’s own rules; it describes the game, it does not promise any result.
Slots like Drop'em
Drop'em RTP versions
4 RTP versions of Drop'em are recorded. Casinos choose which one to run, so the number you get depends on where you play. Each bar shows what that version keeps on average per $1,000 wagered.
- 96.21%Highest $37.90 lost per $1,000
- 94.19% $58.10 lost per $1,000
- 92.26% $77.40 lost per $1,000
- 88.1%Lowest $119 lost per $1,000
Cost of 100 spins
| Bet | Wagered | Average cost at 96.21% | At 88.1% |
|---|---|---|---|
| $0.20 | $20 | $0.76 | $2.38 |
| $1 | $100 | $3.79 | $11.90 |
| $5 | $500 | $18.95 | $59.50 |
Averages computed from the published RTP; real sessions vary widely around them. RTP calculator
Drop'em max win, volatility & stats
- Value score
- 8.0 / 10
- Lost per $1,000 (average)
- $37.90
- Max win at $1 bet
- $10,000
- Wins on average
- –
Percentiles compare this game with the 3,708 games in the catalogue. Max win: 10,000×.
