Normally I unwork the lace all the way to the point I "think" I might have
screwed up to see if I can somehow find out where that pair is supposed to
be.  Sometimes that means unlacing an entire row or two.  For me it isn't
just getting the lace finished.  I am a process kind of person and I like
the challenge of the puzzle.
I am not a point ground expert(only working on small Bucks edging for now
and really enjoy it), but seems that if you have to throw that pair out now
and find you need it later on, you can just add it in.  Thank goodness fine
lace work is forgiving!!  I tend to knot off too.  Although I have taken a
needle to weave the ends in later.  But that can work its way out eventually
unless you know how to work the trail to secure.  So knotting off is my
preferred method.

What is this favorite knot of yours, may I ask?  I sure could use some other
kinds for my fine work I like to do in both tatting and bobbin lace.

-- 
Mark, aka Tatman
website: http://www.tat-man.net
blog: http://tat-man.net/blog
Magic Thread Shop: http://www.tat-man.net/tatterville/tatshop/tatshop.html
email: tat...@tat-man.net
Facebook:  http://www.facebook.com/tatmantats



On 6/3/11 11:23 AM, "David C COLLYER" <dccoll...@ncable.net.au> wrote:

> Dear Friends,
> 
> I was working on my Chantilly today and wondered what some of you
> might do when you find yourself in the situation I did.
> 
> This piece is very fine and sometimes the dots are virtually on top
> of each other. I was in the middle of a large open area of plain
> point ground when suddenly I realized I had an extra pair of bobbins.
> So what do I do??? They HAVE to go!
> 
> This has happened before and so what I do is this. I undo the 3
> twists on 2 neighbouring pairs, tie the middle 2 of the 4 bobbins off
> using  my favourite knot, throw them out, and then re-twist the
> remaining 2 bobbins 3 times. I realize that in courser work this may
> stick out like dogs' b**** but I find it virtually invisible with
> finer work (unless you know of course).
> 
> Just interested to know if any of you have a better way to solve this
> problem. Of course it does always leave you wondering if you are
> short a pair somewhere else - sometimes yes, and sometimes no.
> 
> David in Ballarat

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