Re^4: Finding an intersection of two sets, lean and mean


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Re^4: Finding an intersection of two sets, lean and mean

by Sinister (Friar)

on Jun 29, 2005 at 14:42 UTC ( [id://471040]=note: print w/replies, xml )

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in reply to Re^3: Finding an intersection of two sets, lean and mean
in thread Finding an intersection of two sets, lean and mean

Oh, I am sorry you spilled your drink while reading the first line of my reply and never got passed that same line.

Let me quote myself:

> I can't seem to figure out why this happens yet.
> Your example should be perfectly legal. I know.

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Re^5: Finding an intersection of two sets, lean and mean
by dragonchild (Archbishop) on Jun 29, 2005 at 14:57 UTC

> I can't seem to figure out why this happens yet.
> Your example should be perfectly legal. I know.

Want some help with that? Maybe I borked my code, but I'll never be able to tell you that until you give me the test you're using.

Note - I didn't test my code. I literally typed it in and hit the submit button. In fact, I doubt I've ever run that code in my life. So, me borking it is very probable. But, I can't fix it unless you show me the failing test!

My criteria for good software: