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  1. #21
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    8th March 09
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    I would add that mulitply Pi to infinity divide that answer by itself and add 1..lol
    “Don’t judge each day by the harvest you reap, but by the seeds you plant.”
    – Robert Louis Stevenson

  2. #22
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    I find that the original simple formula works for me, but then I am sewing my own, so I just need to go to the cupboard and pull out material until I find something suitable in a long enough length, because naturally the stash enhancing formula of removal of one requires two to replace comes into force at once.

    S-1 -> S+2

    Anne the Pleater :ootd:

  3. #23
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    14th January 08
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    Quote Originally Posted by Woodsman View Post
    Does anyone else think about ordering your next kilt the minute you receive the last one you ordered? ...or is it just me?
    Actually, before the last kilt arrives I have of late already been ordering the next, since the wait times can be so long. This way you always have at least one or more kilts in the pipeleine, and the jones high can be maintained at a much higher yet smoother and more continuous level indefinitely.

    Right now I am down to 1 kilt jonesing, but fabric for two more waiting to be sent off, although this time two months ago I had 4 kilts on simultaneous jones.

    Intervening jones may be maintained by ordering tartan material to be made up into kilts by your favorite kiltmaker, thus achieving the two for one jones---waiting for the tartan, then waiting again for the final product kilt. Quite a satisfying and longlasting high indeed.

    Then, unexpectedly, right in the middle of all this well orchestrated jonesing, Keltoi throws in a monkey wrench, and make his 25% off Royal tartan kilts sale. Not that I particulalry ever really wanted any of the Stewarts, but they are now looking mighty fine, and have become a distinct potential. Bad boy John. Gets us hooked, then just as we start to get clean drops a bomb of a sale on us to reel us back into the addiction.

    jeff

  4. #24
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    Quote Originally Posted by ForresterModern View Post
    Actually, before the last kilt arrives I have of late already been ordering the next, since the wait times can be so long. This way you always have at least one or more kilts in the pipeleine, and the jones high can be maintained at a much higher yet smoother and more continuous level indefinitely.


    jeff

    People - this man need help - it could be too late to restore him completely, though perhaps with intensive therapy he might be brought back from the brink, however, I think this should be marked for immediate action.





    Anne the Pleater :ootd:

  5. #25
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    5th November 08
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    I think Ron's original equation is right. You people and your "New Math" have clouded the issue, which really should include how many pairs of handknit hose you need. Now THAT'S an equation
    --dbh

    When given a choice, most people will choose.

  6. #26
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    1st December 06
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    Actually, the K = n+1 is a simple axiom, i.e., it is so obvious it requires no proof. Kind of like "The shortest distance between two points is a straight line."

    However, we might want to dutchy kilted's suggestion and rewrite it as:

    lim n + 1 = ∞
    n→∞
    Last edited by thescot; 3rd May 10 at 10:42 AM.
    Jim Killman
    Writer, Philosopher, Teacher of English and Math, Soldier of Fortune, Bon Vivant, Heart Transplant Recipient, Knight of St. Andrew (among other knighthoods)
    Freedom is not free, but the US Marine Corps will pay most of your share.

  7. #27
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    Quote Originally Posted by Sir William View Post
    I thought this was a great means of calculating the number of kilts I should have, but my wife did not agree. She suggested the "+" should be changed to a "-" until K equals 1!!!

    I wonder if this formula could be used for her shoes?
    I suspect not. I have noticed in my own research that the formulae for kilts required in nothing like the formulae for shoe required.

    Ks = Number of pairs of shoes required, and
    Kx= number of kilts you can afford, and
    K $ = Number of pairs she can afford + number of kilts you can afford, then
    K s = K$ + Kx
    Jim Killman
    Writer, Philosopher, Teacher of English and Math, Soldier of Fortune, Bon Vivant, Heart Transplant Recipient, Knight of St. Andrew (among other knighthoods)
    Freedom is not free, but the US Marine Corps will pay most of your share.

  8. #28
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    29th September 06
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    Hey, forget all the formulas. Somebody posted something about "how many kilts my wife says I can afford" and that sets the limit. Period. At least it does in my house.

  9. #29
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    22nd November 07
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    Quote Originally Posted by bchunter View Post
    Hey, forget all the formulas. Somebody posted something about "how many kilts my wife says I can afford" and that sets the limit. Period. At least it does in my house.



    Sorry...
    I tried to ask my inner curmudgeon before posting, but he sprayed me with the garden hose…
    Yes, I have squirrels in my brain…

  10. #30
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    Quote Originally Posted by Brian K View Post
    Translation from Kyle to English - as many high quality kilts as one can afford
    LOL, agreed mate!

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