Poker Random Number Generator
I decided to play poker using 2 random number generators for Medium and Big bets, this is good to understand the importance of betting size. Welcome to the world's first and only poker app that uses Real Cards instead of a random number generator!
Use this web calculator to generate random integers upto 8 digits. From the below drop-down list, select an integer and click on Get RN. Click again and again to generate more number of random numbers.
Random Number Generator RNG Calculation
Use this web calculator to generate random integers upto 8 digits. From the below drop-down list, select an integer and click on Get RN. Click again and again to generate more number of random numbers.
RNG calculation is made easier with this free mathematical integer generator.
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The RNG object is available as salet.rnd.
Unlike Math.random, Salet's version of RNG is predictable: the generator gives the same numbers when initialized with the same seed value. That's why it won't change the result after saving and loading the game.
The generator produces pseudo-random numbers with a perion of 2³². That should be enough for most games.
The multiplier, modulo, offset properties are system RNG properties. If you don't know what they are, you probably shouldn't change them.
CoffeeScript properties
modulo
2³² - 1 value.
CoffeeScript methods
randn
Returns a pseudorandom integer number bigger or equal to 0 and less than modulo
randf
Video Poker Random Number Generator
Returns a pseudorandom floating point number bigger or equal to 0 and less than 1.
rand
Returns a pseudorandom integer number bigger or equal to 0 and less than nArgument: a number n, any number
randomInt
randomElement
Returns a random element from the supplied array.
Argument: an array of elements.
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randRange
Returns a pseudorandom integer number bigger or equal to min and less than max. The number will be integer if min is integer too.
Argument 1: a number min, any numberArgument 2: a number max, any number
dice
Returns a result of throwing n dice which have dx faces each. The plus value is added to the result.
Argument 1:n - integer number
Argument 2:dx - integer numberArgument 3:plus - a number, optional argument
diceString
Returns a result of throwing n dice which have dx faces each. The plus value is added to the result.
This method accepts one argument instead of three: a string in the form of NdX+plus. By default, plus = 0, n = 1
In addition to the usual number of faces, this method also understands cubes dF - the so-called 'fudge dice', and d% - a percentage cube d100.
Argument 1: a string like NdX+plus
odds
Returns a chance in percents of the value + the value that would be on a dice with n faces would be greater than the target value.
Argument 1:value - initial valueArgument 2:target - target valueArgument 3:n - amount of dice faces
seed
The initial seed that initializes the generator. By default, Salet uses current time (with millisecond precision)
Argument: integer value that should be much less than modulo