Why can’t I find Keno on Floor 2?
Keno is eligible on Floor 2, but the layout does not guarantee it spawns. Being in the pool is not a promise.
Runtime-sensitive · v1.0.30
No Keno-specific payout change is listed in the published v1.0.30 notes. EstimatedValue and bet limits can still be overridden at runtime.
Packaged snapshot · EstimatedValue = 1
Pick count changes the distribution
Compare 1–10 Keno picks, see exact hit probabilities and payouts, choose a risk profile, and calculate Spot On and Marked to Win requirements.
There are no lucky numbers. Choose how many numbers to mark, not which numbers are “better.”
The game draws 10 winning numbers from 48. Specific numbers do not change the odds; the pick count does.
| Board | 48 numbers |
|---|---|
| Draw | 10 winning numbers |
| Picks | 1–10 |
| Specific numbers matter? | No |
| Probability model | Exact hypergeometric |
| Packaged gross EV | 100% for every pick count |
| First floor | Floor 2 |
| Also on | Floor 4 |
| Main challenges | Spot On / Marked to Win |
| Main question | Which pick count matches my goal? |
| Packaged base bet | $5–$100 |
Live table limits may differ. Base bet fields are runtime-overridable.
There are no better individual numbers.
The game draws 10 winning numbers from 48. Picking 1, 7, 23 or 8, 29, 44 does not change the odds. What changes the round is how many numbers you select.
Choose how many numbers to mark. The specific numbers do not matter.
Number of picks
| Hits | Chance | Payout |
|---|---|---|
| 0 | 37.94% | 0× |
| 1 | 43.35% | 1.16×Profit |
| 2 | 16.26% | 2.32×Profit |
| 3 | 2.34% | 4.65×Profit |
| 4 | 0.11% | 9.29×Profit |
One draw. No better square on the board.
Each round is a hypergeometric draw: 10 winning numbers from 48, against the count you marked.
There is no single best pick count. The strongest count depends on the counter you are optimizing.
| Goal | Pick count |
|---|---|
| Highest chance of any hit | 10 |
| Highest chance of finishing one round in profit | 4 |
| Lowest one-round payout variance | ~6 |
| Marked to Win progress | 1 |
| Huge jackpot attempt | 10 |
| Baseline EV | Same for all 1–10 |
Pick count changes the hit distribution and the payout spread, not the baseline EV.
Ten picks hit at least once about 92.77% of the time. One hit pays about 0.34× and two hits pay about 0.68×. Both still lose the round. The ticket needs 3 hits before it is ahead.
More numbers increase the chance of hitting something, not necessarily the chance of making money.
More numbers raise the chance of touching a diamond. They do not raise the chance of finishing ahead.
| Picks | Chance of at least 1 hit | Hits needed for profit | Chance the round profits | Max payout | Best fit |
|---|---|---|---|---|---|
| 1 | 20.83% | 1 | 20.83% | 4.80× | Marked to Win |
| 2 | 37.68% | 1 | 37.68% | 4.80× | Balanced profile |
| 3 | 51.23% | 1 | 51.23% | 6.33× | Balanced profile |
| 4 | 62.06% | 1 | 62.06% | 9.29× | Frequent profitable rounds |
| 5 | 70.69% | 2 | 27.58% | 14.40× | Balanced profile |
| 6 | 77.50% | 2 | 36.60% | 23.03× | Lower one-round variance |
| 7 | 82.86% | 2 | 45.37% | 37.55× | Balanced profile |
| 8 | 87.04% | 3 | 20.67% | 62.03× | Balanced profile |
| 9 | 90.28% | 3 | 27.26% | 103.38× | Balanced profile |
| 10 | 92.77% | 3 | 34.20% | 173.37× | Jackpot tail |
Ten picks hits at least once about 92.77% of the time, yet only about 34.20% of rounds finish in profit. The full hit pays 173.37×. High hit rate is not a high profit rate.
One hit on 4 picks pays about 1.16×, so the chance the round ends in profit is 62.06%. That is the highest profit-hit rate from 1 through 10. The expected value is still the same. The table just leans toward small, frequent wins.
Not necessarily. A one-number ticket is very swingy: most rounds return zero, and a hit pays 4.8×. In the current packaged table, the lowest one-round payout variance sits at 6 picks.
10 picks is the high-tail route, not a best strategy; the full hit pays 173.37×. 6 picks is the lower-variance route. 1 pick is the Marked to Win route. Baseline EV stays level with every count.
No. Every packaged pick count is normalized to the same gross expected value.
Gross EV = EstimatedValue. At the packaged value of 1, every pick count from 1 through 10 has a 100% baseline gross EV.
P(hits) = C(10, hits) × C(38, picks − hits) / C(48, picks). Raw reward is 2^hits, and 0 hits is forced to 0. Scale = 1 / sum(P(hits) × raw reward). Final payout = scale × raw reward × EstimatedValue.
The payout table is rebuilt for each pick count, and that rebuild is exactly what pulls the baseline back to the same value. What changes is the distribution: how often you profit, how hard you can miss, and how large the tail is.
This is not a permanent 100% RTP. It is a packaged baseline at EstimatedValue = 1. If EstimatedValue later becomes 0.9, every payout in the table falls by 10%.
Name the outcome you want. The planner returns the pick count and the exact packaged numbers behind it.
My goal
Recommended pick count
4
4 picks finishes a round in profit about 62.06% of the time, the highest rate from 1 through 10.
No challenge counts a single profitable round. This is a bankroll profile.
Set a pick count and a gross payout target. The calculator returns the hits you still need and the exact chance of reaching it.
Pick count
Maximum payout at this pick count: 173.37×
Payouts are discrete per pick count, so a target resolves to a hit threshold.
Bet a lot of money on Keno on Floor 2.
Floor 2 Keno. Cumulative wager of current quota × 50%. Reward: 8 Tickets. Configured Floor 2 pool share is about 11.11%.
Spot On checks cumulative wager. A win, a single bet size, the final balance, and the payout do not move this counter.
The bets can add up. One enormous wager is not required.
Required total Keno wager
$500,000
5 qualifying bets at that stake
6 picks · lower one-round variance
Lowest modeled one-round payout variance, so the cumulative wager builds with smaller swings.
4 picks · more frequent profitable rounds
About 62.06% of rounds finish in profit, the highest rate from 1 through 10.
Any pick count · fewest bets
The number of rounds is set by the live table Max Bet, not by the pick count.
The pick count changes the bankroll profile, not the wager counter.
Golden Chip can register a large wager without the normal cash deduction, which helps a cumulative wager threshold when that wager still counts. Taser raises the table Max Bet, so a quota × 50% target can take fewer rounds.
Profit a lot of money on Keno on Floor 4.
Floor 4 Keno. Cumulative positive casino profit of about current quota × 30%. The stored multiplier is 0.30000001. Reward: 12 Tickets. Configured Floor 4 pool share is about 6.25%.
This is not one round that profits 30% of quota. It is a running total of positive Keno profit.
On a $10,000,000 quota the target is about $3,000,000 of positive Keno profit. A +$1,000,000 round, a −$2,000,000 round, and a +$2,000,000 round still add $3,000,000 to the counter. The loss still hits the bankroll.
Required positive Keno profit
$3,000,000
If the only goal is expected positive-profit progress per dollar wagered, 1 pick is the strongest packaged route: about 0.7917 of progress per $1 wagered. Other pick counts are lower.
79.17% of 1-pick rounds return zero. The challenge adds settled profit and never subtracts a loss, so the counter rewards rare but larger wins. That is exactly the distribution 1 pick produces. It is the fastest expected route, not the calm one.
A profit buff scales only the portion above 1×. It changes settlement, not the draw.
A 1-pick hit is 4.8× before buffs, which is 3.8× profit. At this factor the gross return is 4.80× and the challenge profit is 3.80× of the wager. It is not 4.8× times the factor.
Pick 1 still leads expected challenge progress at this factor, about 0.7917 per $1 wagered.
Buffs change challenge progress, not draw odds. The 20.83% hit chance on 1 pick does not move.
Items change how a challenge counts. They do not change the draw.
| Challenge | Item | What it changes |
|---|---|---|
| Spot On | Golden Chip | Can register a large wager without the normal cash deduction, which helps a cumulative wager threshold when that wager still counts. |
| Spot On | Taser | Raises the table Max Bet, so a quota × 50% target takes fewer rounds. |
| Marked to Win | Gambler's Confidence | A verified positive-profit multiplier. It raises settled profit, which speeds the positive-profit counter. |
| Marked to Win | Verified profit buffs | Any confirmed positive-profit modifier scales settled profit. Confirm the current production value before relying on it. |
These are direct mechanical synergies, not a recommended build.
Version-sensitiveReported / version-sensitive
Players have reported receiving Spot On on a floor layout with no Keno table. A challenge appearing does not prove the current layout spawned Keno. The data shows Keno is in the Floor 2 pool. It does not show that every Floor 2 layout includes it.
The challenge can be active even when the current casino layout did not spawn Keno.
First available: Floor 2.
Keno is in the Floor 2 and Floor 4 pools, which matches Spot On on Floor 2 and Marked to Win on Floor 4.
Keno is eligible on Floor 2, but the layout does not guarantee it spawns. Being in the pool is not a promise.
Keno is not in the Floor 3 pool at all.
The verified Keno model uses only 48 numbers, 10 drawn diamonds, and your pick count.
None of these changes the base probability in the current model.
No Keno-specific payout change is listed in the published v1.0.30 notes. EstimatedValue and bet limits remain runtime-overridable.
No. The current payout and odds model gives no number a higher base probability. Reload persistence is a separate RNG question, not a Keno rule.
Every headline claim on this page, and how solid it is.
| Claim | Evidence |
|---|---|
| 48 numbers | Verified |
| Draw 10 winning numbers | Verified |
| Pick 1–10 | Verified |
| Individual number advantage | No |
| Hit distribution is exact hypergeometric | Exact |
| Packaged gross EV = 100% at EstimatedValue 1 | Exact |
| 4 picks has the highest P(round profit) | Exact |
| 6 picks has the lowest one-round variance | Exact |
| 1 pick has the best expected Marked to Win progress | Exact |
| 10 picks max payout 173.37× | Exact |
| Spot On = quota × 50% cumulative wager | Verified |
| Marked to Win = quota × 30% positive profit | Verified |
| Losses subtract from Marked to Win progress | No |
| Specific “lucky” numbers | No |
| Keno is guaranteed in a Floor 2 layout | No |
| Reload changes the next draw | Not established |
Exact means the packaged model closes the number. Verified means the rule is confirmed from the game data. Not established means the site will not state it as a rule yet.
You mark up to 10 numbers. The game draws 10 winning numbers from 48. The payout depends on how many of your marks were drawn, after the table is normalized for that pick count.
48.
10.
From 1 to 10.
None. Individual numbers have the same odds. The pick count is the decision.
No. The verified model gives no number a higher base probability.
No. Corners, diagonals, birthdays, and adjacent marks are not given better odds.
No. The current model treats every selection as symmetric.
4 picks has the highest chance a round ends in profit. 6 picks has the lowest modeled one-round variance. 1 pick builds Marked to Win progress fastest. 10 picks is the jackpot tail. Baseline EV is the same.
10 picks, at about 92.77%.
4 picks. One hit pays about 1.16×, so about 62.06% of rounds finish ahead. That is a profit-frequency result, not a higher EV.
A hit only breaks even or loses below the profit threshold. 10 picks hits more often, but it needs 3 hits before it is ahead. 4 picks turns a single hit into a profit.
6 picks has the lowest modeled one-round payout variance in the packaged table.
10 picks. The full hit pays about 173.37×.
About 173.37× at the packaged EstimatedValue of 1.
At the packaged EstimatedValue of 1 the baseline gross EV is 100% for every pick count. That is a packaged baseline, not a permanent RTP.
The payout table is rebuilt for each pick count and scaled so the expected raw reward is 1. The scale is what pulls every count back to the same baseline.
No. More picks change the hit distribution and the payout spread, not the baseline EV.
On Floor 2, wager a cumulative total of current quota × 50% on Keno. Wins are not required. The reward is 8 Tickets.
No. It only counts cumulative wager volume.
Half of the current quota, added across Keno bets. A $1,000,000 quota needs $500,000 of Keno wager in total.
The pick count does not change Spot On progress. For the bankroll, 6 picks has the lowest modeled one-round variance and 4 picks finishes a round in profit most often.
On Floor 4, accumulate positive Keno profit of about current quota × 30%. Losses do not subtract from that counter. The reward is 12 Tickets.
No. The counter adds positive profit and does not subtract a loss. The loss still hits the bankroll.
The counter rewards wins and ignores losses, so rare but larger profits weigh more. 1 pick produces that distribution, giving the highest expected progress per $1 wagered.
No. It is a positive-profit multiplier. It raises settled profit and speeds the Marked to Win counter, not the hit probability.
No. The 20.83% hit chance on 1 pick stays the same. Buffs change settlement.
A challenge can be active even when the current layout did not spawn Keno. Keno is in the Floor 2 pool, but the pool does not guarantee a spawn.
Floor 2 and Floor 4. Floor 2 is the first floor where it can appear.
Keno is not in the Floor 3 pool at all.
Seed and reload behavior is separate from the verified Keno probability model. This page does not treat a fixed draw after reload as a game rule.
No. The current model gives no number a higher base probability after a miss.