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This game is designed and operates based on a mathematical algorithm.
In each round, our server randomly generates a SHA256 hash (e.g., bdf37e491ec2c0e02c1d731460f247c21319772829af19f619ce882f76614d67
).
This hash contains the crash multiplier (payout value).
When the game starts, we immediately give you the password for this hash in the form of an “MD5” (e.g., eddb8cd3bfee6569eca07dec15631e87
).
Even if you're completely unfamiliar with the MD5 mechanism, you can easily find online MD5 converters through Google.
MD5 is a one-way encryption algorithm (non-reversible and tamper-proof).
This MD5 hash serves as proof that we do not alter the payout values after the game starts.
First, we divide the SHA256 hash into 4-character chunks. (Like this: bdf3-7e49-1ec2-c0e0-2c1d-7314-60f2-47c2-1319-7728-29af-19f6-19ce-882f-7661-4d67
)
Each chunk is in hexadecimal (base 16), which we convert to decimal (base 10) and sum all together.
We then check if the resulting sum is divisible by 50. (In this example, the result is 348,279.)
If the number is divisible by 50, the game is set to a 0.00 multiplier.
This is part of the game design — it means that 1 out of every 50 rounds is a loss. Your chance of losing is 1 in 50.
If the SHA256 hash is not divisible by 50, we continue calculating the payout:
We take the first 13 characters of the SHA256 hash (e.g., bdf37e491ec2c
) and convert it from hex to decimal. (In this case, 3341655894780972, which we call X
.)
We define Y
as 4503599627370496 (which is 252).
The formula to calculate the payout multiplier is:
((100 * Y) - X) / (100 * (Y - X))
For this case:
((100 * 4503599627370496) - 3341655894780972) / (100 * (4503599627370496 - 3341655894780972))
The result is 3.8471596714
We take the first two digits after the decimal point, so the final multiplier is 3.84.
Cash out before the multiplier stop. The longer you wait, the higher the multiplier — but if the multiplier stop before you cash out, you lose your bet.
Your Bet × Multiplier at Cash Out