Hm. I wonder how many Lingo projects contain uncredited James Newton code? Probably lots.
Really, much appreciated...
Joe
On Wednesday, Apr 28, 2004, at 12:10 US/Eastern, James Newton wrote:
On 28/4/04 12:23 pm, "2702NET" <[EMAIL PROTECTED]> wrote:
Anyone have code for decimal to binary conversion you wouldn't mind posting?
Hi J,
This is about 30% faster than other leading brands :-)
Cheers
James
----------------------------------------------------------------------- -----
on DecimalToBitString(anInteger) ------------------------------------- -- INPUT: <anInteger> can be any positive or negative integer -- OUTPUT: Returns a 32-character string of 0s and 1s corresponding -- to the binary representation of <anInteger> --------------------------------------------------------------------
if anInteger < 0 then tBitString = DecimalToBitString(the maxInteger + 1 + anInteger) put "1" into char 1 of tBitString return tBitString end if
tBitString = "" tZeros = 32
repeat while anInteger put anInteger mod 2 before tBitString anInteger = anInteger / 2 tZeros = tZeros - 1 end repeat
-- Comment out the following lines to return a short string of -- 1s and 0s if you are working with positive numbers only repeat while tZeros tBitString = "0"&tBitString tZeros = tZeros - 1 end repeat --
return tBitString end DecimalToBitString
on BitStringToDecimal(aBitString) ------------------------------------- -- INPUT: <aBitString> should be a string of 1s and 0s -- OUTPUT: the integer corresponding to the binary number in -- <aBitString> --------------------------------------------------------------------
tBaseTen = 0 tBits = length (aBitString)
repeat with i = 1 to tBits tBaseTen = tBaseTen * 2 if (char i of aBitString = "1") then tBaseTen = tBaseTen + 1 end if end repeat return tBaseTen end BitStringToDecimal
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