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    1. POCMAC: Very long integer as seed for random() function
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      1. PTQuestion
    1. POPhysics Project in C#: Problems with threading and measuring time
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    2. POCMAC: Very long integer as seed for random() function
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    1. This table or related slice is empty.
    1. COFloris, it is pretty easy to have that number of states in a problem. Imagine the number of possibilities you can analyse in a soccer game, for example: Position of the ball, Position of the player with the ball, Position of each players, pass direction, pass speed, wind velocity, wind direction, players fatigue... Well, basically, there's an infinite possibilities of states, my problem is very complex, even more complex than a soccer game, that's why I have to deal with so many states.
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      1. POCMAC: Very long integer as seed for random() function
      1. USuser2426894
    2. COYes Floris, long long is indeed less than 40 digits, it's 20 digits actually (I guess), however I really need these 40 digits to represent an state of my problem. These digits are obtained from a Matrix, and if I change 1 digit, or add less than the necessary, this completely changes the state represented by those number, and the CMAC modulation wouldn't work properly.
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      1. POCMAC: Very long integer as seed for random() function
      1. USuser2426894
    3. COIgor Tandetnik, I've fixed the example I gave, that wasn't making any sense, in fact it's something about 10^40 different states (or different numbers). Carey Gregory, That would depend... The number could be hashed, but the final number would have to be unique. For example, if I get the results of the numbers generated by the hashed seed and combine them in sum, I would likely have two, actually very likely more than two, equals numbers.
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      1. POCMAC: Very long integer as seed for random() function
      1. USuser2426894
 

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