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FAQ

The Royal Spin - Hotshots Game

The Royal Spin - Hotshots results from Zamlottery 1 of 13 BONUS which consists of 4 ball sets as follows: 1 of 13 (1st ball set), 1 of 10 (2nd ball set), 1 of 3 (3rd ball set) and 1 of 13 (4th ball set).

For more information on the Royal Spin - Hotshots event please read our Terms and Conditions or watch our informational video.

Resulting:

1st ball set: this ball set determines the outcome of the inner wheel and whether a Player wins their Table Bet/s.

If a Side Bet is Placed:

2nd ball set: a quick pick selection is made on the Player’s behalf and if matched to the result of the 2nd ball set, the bonus wheel will be triggered. A Player has a 1 in 10 chance of this occurring.

3rd ball set: if a bonus round is triggered, the game will reflect, in the middle of the wheel, how the Player is required to match the inner and outer wheels of the game. If the result of this ball set is 1, an equal match is required. If the result of this ball set is 2, a double match is required. If the result of this ball set is 3, a triple match is required. The below reflects the possible combinations of the equal, double or triple match required:

Bonus Match Requirements
Match Required: Equal
Bonus Match Requirements
Match Required: Double
Bonus Match Requirements
Match Required: Triple


4th ball set: this ball set determines the outcome of the outer wheel. The outcome of this ball set is required to match the inner wheel in an equal, double or triple as is determined by the 3rd ball set.

Table Bet/s

Table Bets are bets placed on:

  1. numbers i.e. 0 – 12;
  2. Black / Red;
  3. Low (1-6) / High (7 – 12); or
  4. any combination of the above.

Minimum and Maximum Bet Amounts of Table Bets:

  • numbers (0 – 12) - a minimum Bet Amount of R100 per number and a maximum Bet Amount of R1000.
  • Black / Red and Low (1-6) / High (7-12) – a minimum Bet Amount of R100 and a maximum Bet Amount of R5000.

A Player’s Table Bet prediction/s must match the outcome of the inner wheel (1st ball set) in order to win.

Side Bet

A side bet is a separate bet that can be placed by a Player and must be placed in conjunction with at least one Table Bet.

Maximum and minimum Bet Amounts of a Side Bet:

  • a Player can place a Side Bet in Bet Amounts of R5 (minimum), R10, R20, R50 or R100 (maximum).

In order for a Player to win the Side Bet Payout, they must have placed a Side Bet, the bonus round must be triggered and the inner and outer wheel must match (equal, double or triple) as is determined by the 3rd ball set (this will be displayed on the game).

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JACKPOT 978,000,000.0
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Number of entries per draw
Cost
R 
JACKPOT 1,187,000,000.0
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R 
JACKPOT 789,000,000.0
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Weekday Selection
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JACKPOT 20,000,000.0
Draw Date
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R 
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  • R 25 mil
  • R 50 mil
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Number of entries per draw
Weeks
 
Weekday Selection
Cost
R 
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  • R 50 mil
  • R 100 mil
  • R 200 mil
Number of entries per draw
Weeks
 
Weekday Selection
Cost
R 
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Draw Date
Number of entries per draw
Cost
R 
JACKPOT 140,000,000.0
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Number of entries per draw
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R 
JACKPOT 103,000,000.0
Draw Date
Number of entries per draw
Cost
R 
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  • R 40 mil
  • R 80 mil
Number of entries per draw
Cost
R 
JACKPOT 150,000.0
  • R 1
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  • R 20
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Number of entries per draw
Draws
Cost
R 
JACKPOT 200,000.0
  • R 1
  • R10
  • R30
  • R45
Number of entries per draw
Draws
Cost
R 
JACKPOT 30,000.0
  • R 1
  • R10
  • R30
  • R50
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Number of entries per draw
Draws
Cost
R 
JACKPOT 200,000.0
  • R 1
  • R15
  • R25
  • R35
Number of entries per draw
Draws
Cost
R 
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  • R 1
  • R3
  • R5
Number of entries per draw
Draws
Cost
R 
JACKPOT 150,000.0
  • R 1
  • R3
  • R5
Number of entries per draw
Draws
Cost
R 
JACKPOT 45,000.0
  • R 1
  • R3
  • R5
Number of entries per draw
Draws
Cost
R 
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  • R5
  • R10
Number of entries per draw
Cost
R 
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Number of entries per draw
Cost
R 
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Number of entries per draw
Cost
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Number of entries per draw
Cost
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Number of entries per draw
Cost
R 
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  • R3
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Number of entries per draw
Cost
R 
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  • R3
  • R5
  • R10
Number of entries per draw
Cost
R 
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  • R3
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Number of entries per draw
Cost
R 
JACKPOT 1,650.0
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Number of entries per draw
Cost
R 
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Number of entries per draw
Cost
R 
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Number of entries per draw
Cost
R 
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  • R3
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Number of entries per draw
Cost
R