public float DualFibonacci()
{
if (prandDoubler == null)
{
prandDoubler = new RPseudoRandF();
prandDoubler.Iterate(iDualIterationOffset);
}
return(RMath.SafeAdd(prandDoubler.Fibonacci(), Fibonacci()));
}
public void ResetDualFibonacci(int iIterations, float offset)
{
if (offset < 0)
{
offset = 0;
}
iDualIterationOffset = iIterations;
prandDoubler = new RPseudoRandF();
prandDoubler.fibonacciprev = offset;
prandDoubler.Iterate(iDualIterationOffset);
xDualFibonacciOffset = offset;
}
public void ResetDualFibonacciToRPseudoRandom(int iIterations, float limit)
{
if (limit < 0)
{
limit = 0;
}
iDualIterationOffset = iIterations;
if (prandDoubler == null)
{
prandDoubler = new RPseudoRandF();
}
prandDoubler.ResetFibonacciToRPseudoRandom(limit);
prandDoubler.Iterate(iIterations);
xDualFibonacciOffset = RMath.SafeSubtract(prandDoubler.fibonacciprev, fibonacciprev);
}
public RPseudoRandF()
{
tempprev = 0;
fibonacci = 1;
fibonacciprev = 0;
xDualFibonacciOffset = 10;
prandDoubler = null;
max = float.MaxValue;
int iTest = 0;
while (RMath.FractionPartOf(max) == 0)
{
max /= 2;
iTest = RMath.SafeAdd(iTest, 1);
}
if (iTest > 0)
{
max *= 2;
}
ResetFibonacci();
//WOULD CAUSE INFINITE RECURSION:
//ResetDualFibonacci(0,xDualFibonacciOffset); //DON'T DO NOW!
}
