Fear not :-)
Now produces this :
The problem was my internal RadToDeg and DegToRad multipliers were only 16 digits accurate. So, I've now made them 520 digit accurate which will improve the math to that precision if desired.
If you wanted to increase it further, you could recalc the two multipliers (they are Global variables) to the accuracy you desire.
Otherwise, MAPM should work with number up to 2^31 digits, although I don't have enough RAM to test that :-p
SuperStrict Framework BaH.MAPM Import BRL.StandardIO Import BRL.Math Local angle:TMAPM = New TMAPM.Create("45") Local sine:TMAPM = New TMAPM Local cosine:TMAPM = New TMAPM angle.SinCos(sine, cosine, 32) Print "Sine = " + sine.ToString() Print "Cosine = " + cosine.ToString()
Now produces this :
Sine = 0.707106781186547524400844362104849 Cosine = 0.707106781186547524400844362104849
The problem was my internal RadToDeg and DegToRad multipliers were only 16 digits accurate. So, I've now made them 520 digit accurate which will improve the math to that precision if desired.
If you wanted to increase it further, you could recalc the two multipliers (they are Global variables) to the accuracy you desire.
Otherwise, MAPM should work with number up to 2^31 digits, although I don't have enough RAM to test that :-p