Re: Quantum Dice - House edge as low as 0.01%!!![limited time]
Any explanation for what arallmuus asked above?
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?I did explain. Refer to the quote below
The stats are heavily influenced by my personal rolls while testing out and playing around with things. It was on a 1.0% house edge then.
Regarding how the random house edge is applied, the base chance is calculated first. Example, betting on a multiplier of 2 gives you a base chance of 50%. A random float number generator generates a number between 0.00-1.00 is generated and multiplied to the house edge of 1%. This gives a purely random house edge between 0.01% and 1.00% every single time you hit the bet button. This random house edge is then multiplied by the base chance, and subtracted from the base chance to give you the final winning chance. For a bet with a multiplier of 2, it is a random chance of 49.50% to 49.99%. Hope this clears up any uncertainties.
So in summary, every bet regardless of the wager has a random house edge between 0.01% to 1.0%
Regarding how the random house edge is applied, the base chance is calculated first. Example, betting on a multiplier of 2 gives you a base chance of 50%. A random float number generator generates a number between 0.00-1.00 is generated and multiplied to the house edge of 1%. This gives a purely random house edge between 0.01% and 1.00% every single time you hit the bet button. This random house edge is then multiplied by the base chance, and subtracted from the base chance to give you the final winning chance. For a bet with a multiplier of 2, it is a random chance of 49.50% to 49.99%. Hope this clears up any uncertainties.
So in summary, every bet regardless of the wager has a random house edge between 0.01% to 1.0%
So to sum it up, first 10k bets were placed by me on a 1.0% house edge, hence, the stats on MoneyPot does not reflect the current house edge.
As to how the house edge is calculated. Every single bet, regardless of wager or multiplier has a random house edge between 0.01 to 1.0%.
Are there any other issues that should be addressed?
Ahh that explains. Good luck for you site.
