modulo calculation: inverse of a number
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02-11-2016, 08:26 PM
Post: #7
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RE: modulo calculation: inverse of a number
Thank you, Tim, much more efficient for %%.
Modulo calculations go very nicely on Prime, sadly I won't enjoy them too much, 50g more convenient & I quote Stephan P "Maybe it's the bad lighting conditions in my study, but where do I find the %%?" keyboard colouration prohibits my usage. |
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Messages In This Thread |
modulo calculation: inverse of a number - StephanP - 02-11-2016, 12:32 PM
RE: modulo calculation: inverse of a number - parisse - 02-11-2016, 05:24 PM
RE: modulo calculation: inverse of a number - Gerald H - 02-11-2016, 06:21 PM
RE: modulo calculation: inverse of a number - StephanP - 02-11-2016, 07:09 PM
RE: modulo calculation: inverse of a number - Gerald H - 02-11-2016, 07:52 PM
RE: modulo calculation: inverse of a number - Tim Wessman - 02-11-2016, 08:09 PM
RE: modulo calculation: inverse of a number - Gerald H - 02-11-2016 08:26 PM
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