public override DateTime Next()
{
if (DistributionFormula != null && DistributionValuesProbabilities != null)
{
return(TakeDrawn(DistributionFormula.Invoke()));
}
if (DistributionFormula != null && MinSet && MaxSet)
{
var rnd = (int)(Max - Min).TotalMinutes;
return(Min + TimeSpan.FromMinutes(DistributionFormula.Invoke() * rnd));
}
if (DistributionValuesProbabilities != null)
{
return(TakeDrawn(rand.Next(ProbabilitiesSum)));
}
if (DistributionValues != null)
{
return(DistributionValues[rand.Next(DistributionValues.Length)]);
}
if (MinSet && MaxSet)
{
return(Min + TimeSpan.FromMinutes(rand.Next(0, (int)(Max - Min).TotalMinutes)));
}
throw new InvalidOperationException("Unknown calculations");
}
public override int Next()
{
if (DistributionFormula != null && DistributionValuesProbabilities != null)
{
return(TakeDrawn(DistributionFormula.Invoke()));
}
if (DistributionFormula != null && MinSet && MaxSet)
{
return(DistributionFormula.Invoke() * Max + Min);
}
if (DistributionValuesProbabilities != null)
{
return(TakeDrawn(rand.Next(ProbabilitiesSum)));
}
if (DistributionValues != null)
{
return(DistributionValues[rand.Next(DistributionValues.Length)]);
}
if (MinSet && MaxSet)
{
return(rand.Next(Min, Max + 1));
}
throw new InvalidOperationException("Unknown calculations");
}
public override TimeSpan Next()
{
if (DistributionFormula != null && DistributionValuesProbabilities != null)
{
return(TakeDrawn(DistributionFormula.Invoke()));
}
if (DistributionFormula != null && MinSet && MaxSet)
{
return(DistributionFormula.Invoke() * Max + Min);
}
if (DistributionValuesProbabilities != null)
{
return(TakeDrawn(rand.Next(ProbabilitiesSum)));
}
if (DistributionValues != null)
{
return(DistributionValues[rand.Next(DistributionValues.Length)]);
}
if (MinSet && MaxSet)
{
return(TimeSpan.FromMinutes(rand.Next((int)Min.TotalMinutes, (int)Max.TotalMinutes)));
}
throw new InvalidOperationException("Unknown calculations");
}
public override float Next()
{
var cent = cents ? (float)Math.Round((float)rand.NextDouble(), 2) : 0;
if (DistributionFormula != null && DistributionValuesProbabilities != null)
{
return(TakeDrawn(DistributionFormula.Invoke()) + cent);
}
if (DistributionFormula != null && MinSet && MaxSet)
{
return(DistributionFormula.Invoke() * Max + Min);
}
if (DistributionValues != null && MinSet && MaxSet)
{
var drawn = TakeDrawn(rand.Next(ProbabilitiesSum), out var index);
var min = index == 0 ? Min : DistributionValues[index - 1];
var max = index == DistributionValues.Length - 1 ? Max : DistributionValues[index + 1];
return(rand.Next((int)min, (int)max) + cent);
}
if (DistributionValuesProbabilities != null)
{
return(TakeDrawn(rand.Next(ProbabilitiesSum)));
}
if (DistributionValues != null)
{
return(DistributionValues[rand.Next(DistributionValues.Length)]);
}
if (MinSet && MaxSet)
{
return(rand.Next((int)Min, (int)Max) + cent);
}
throw new InvalidOperationException("Unknown calculations");
}
