Large number arithmetic

Is there any way of doing large number arithmetic in VB, apart from using singles, doubles, etc? I'm thinking of some sort of set of library functions or something...I need to do some simple arithmetic (addition, multiplication, subtraction) on numbers that are larger than 32 bits, and I don't want to use singles, doubles, etc. Any ideas?
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amebaConnect With a Mentor Commented:
The most efficient math type is Double - 64-bits of precision.  That's 15-16 correct digits.
Sometimes it can be even 80-bits, if you use "Allow Unrounded Floating Point Operations" compiler option.

Here is how to use Decimal subtype of Variant, which gives 128-bits precission:

Private Sub Form_Click()
    Dim x As Double, y As Variant
    y = CDec(0) ' make variant a Decimal subtype
    x = 1.0000001000001
    y = CDec(x)
    Print "Double:  " & x * x
    Print "Decimal: " & y * y
End Sub
Anthony PerkinsCommented:
None that I know of (unless you want to use .NET), but you may want to consider using the Currency data type.  This is essentially a 8 byte integer (albeit scaled) and so does not use the floating-point processor.

toff_in_sydneyAuthor Commented:
What is .NET?
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The subnet calculator helps you design networks by taking an IP address and network mask and returning information such as network, broadcast address, and host range.

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Anthony PerkinsCommented:
Also, when you get a chance please maintain these open questions:
PaintPicture Date: 04/30/2002 05:02AM PST
BitBlt in VB Date: 04/30/2002 03:24AM PST

Anthony PerkinsCommented:
>>What is .NET? <<
As in Microsoft's Visual Studio.NET.  Surely you have hear of this, even in Australia <g>?

And yes, finalize your questions!!!

If something is not clear, ask for more info.
toff_in_sydneyAuthor Commented:
Sorry, I thought they all WERE finalized...they should be now.

ameba, the Decimal subtype is a 128 bit number? ie, it can handle numbers up to 2^128? Without rounding? How efficient are calculations using it, compared to Double?

One more thing about Decimal datatypes...they are only 96-bit entities, not 128-bits (as the selected answer states).

From the online help:
Decimal variables are stored as 96-bit (12-byte) unsigned integers scaled by a variable power of 10. The power of 10 scaling factor specifies the number of digits to the right of the decimal point, and ranges from 0 to 28. With a scale of 0 (no decimal places), the largest possible value is +/-79,228,162,514,264,337,593,543,950,335. With a 28 decimal places, the largest value is +/-7.9228162514264337593543950335 and the smallest, non-zero value is +/-0.0000000000000000000000000001.
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