Re: [EuForum] Definition of insanity...
- Posted by Pete Lomax <petelomax at blueyonder.co.uk> Nov 24, 2004
- 555 views
On Tue, 23 Nov 2004 14:14:41 -0800, CoJaBo <guest at RapidEuphoria.com> wrote: >You must never have done this: >}}} <eucode> >for o=1 to rand(1000000)*100 do > --It doesnt seem to happen > --unless the program runs for a while >end for >integer g >g=time()*100 >?g >include get.e >?wait_key() ></eucode> {{{ >Run it a few times, you'll eventually get a fairly unexpected error! >This was the cause of headaches for many weeks before I figured it out... I assume you mean that: g=floor(time()*100) is occasionally (and seemingly against the docs) required? If so, and having run the above several times, I'm slightly confused. Compare this to:
if 0.1+0.2!=0.3 then puts(1,"not equal!\n") end if
Which fails (100%) because (eg) 0.1 cannot be *exactly* represented in binary floating point (a hardware thing, not a dig at RDS). What confuses me is your code does not fail very often... Try this (failed 2dp atoms shown on the right, apologies for the line wrap):
procedure t100(sequence a) integer i for j=1 to length(a) do i=a[j]*100 ?i end for end procedure t100({1.90,1.91,1.92,1.93,1.94,1.95,1.96,1.97,1.98,1.99, -- <none> 2.00,2.00,2.02,2.02,2.04,2.04,2.06,2.06,2.08,2.09, --2.01, 2.03, 2.05, 2.07 2.10,2.11,2.12,2.13,2.14,2.15,2.16,2.17,2.17,2.19, --2.18, 2.21,2.21,2.21,2.23,2.23,2.25,2.25,2.27,2.27,2.29, --2.20, 2.21, 2.24, 2.25, 2.28 2.29,2.29,2.29,2.29,2.34,2.34,2.36,2.36,2.38,2.38, --2.30, 2.31, 2.32, 2.33, 2.35, 2.37, 2.39 2.40,2.40,2.42,2.42,2.44,2.44,2.46,2.46,2.48,2.48, --2.41, 2.42, 2.45, 2.47, 2.48 2.50,2.50,2.52,2.52,2.54,2.54,2.56,2.57,2.58,2.59, --2.51, 2.53, 2.55 2.60,2.61,2.62,2.63,2.64,2.65,2.66,2.67,2.68,2.69, -- <none> 2.70,2.71,2.72,2.73,2.74,2.75,2.76,2.77,2.78,2.79}) -- <none>
I am *NOT* saying this can be fixed (apart from use of floor()), I am just exploring this in detail. It's a fairly strange spread, if anything can be read into that... Does anyone regularly using another language get the same results? Yours curiously, Pete