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USD
|
0
hard
easy
$8.60
$8.60
$4.30
$4.30
$2.15
$2.15
$1.09
$1.09
$0.55
$0.55
$0.28
$0.28
$0.14
$0.14
$0.08
$0.08
$0.04
$0.04
$0.02
$0.02
$0.85
$0.85
$0.85
$0.57
$0.57
$0.57
$0.40
$0.40
$0.40
$0.28
$0.28
$0.28
$0.19
$0.19
$0.19
$0.13
$0.13
$0.13
$0.09
$0.09
$0.09
$0.06
$0.06
$0.06
$0.04
$0.04
$0.04
$0.03
$0.03
$0.03
Min
$0.01
Max
classic
new
0
Under
50
Roll UNDER
to win
to win
Insufficient funds
$
$
1/2
2x
Max
22
Insufficient funds
$
$
1/2
2x
Max
Insufficient funds
$
1/2
2x
Max
Insufficient funds
1/2
2x
Max
| = 50× | = 15× | ||
| = 10× | = 10× | ||
| = 2× | = 5× |
Insurance
Insurance pays 2 to 1
Insufficient funds
$
1/2
2x
Max
„Crash” Game / How to play
As soon as the game starts, a Rocket will launch and keep going up and up, multiplying the players bet amount — until it crashes.
During this time period, the players can cashout whenever they want (even automatically)
Example:
If the player is betting 10 USD and will „cashout” when the „Rocket” (Multiplier) reached 3.00x,
the payout will be (10 USD x 3.00) 30 USD.
If the Rocket „crashes” before the cashout was made – the bet amount is lost.
Technical:
The Rocket does „crash” randomly based on the following formula:
CRASH MULTIPLIER = 0.98*E/(E-H)
The house edge is 2%.
As soon as the game starts, a Rocket will launch and keep going up and up, multiplying the players bet amount — until it crashes.
During this time period, the players can cashout whenever they want (even automatically)
Example:
If the player is betting 10 USD and will „cashout” when the „Rocket” (Multiplier) reached 3.00x,
the payout will be (10 USD x 3.00) 30 USD.
If the Rocket „crashes” before the cashout was made – the bet amount is lost.
Technical:
The Rocket does „crash” randomly based on the following formula:
CRASH MULTIPLIER = 0.98*E/(E-H)
The house edge is 2%.
We are sorry, the Crash game is updating now. Please check back in a minute
- 1.22
- 1.98
- 1.46
- 1.62
- 2.25
- 1.20
- 11.98
- 1.80
- 1.00
- 9.09
- 1.14
- 202.56
- 1.00
- 2.01
- 33.66
Manual
Auto
Insufficient funds
1/2
2x
Max
$
1/2
2x
Max
%
%
$
$