You'd see a timelapse of me drawing it :P* I'm sure there's a
   mathematical explanation that already exists somewhere.Unlike
   the "Traveling Salesman" problem, I cross lines freely because,
   realistically, you do cross lines, repeat work, go over the same
   spots a few times.* It's the flaw of P=NP problems; they're
   trying to do a tertiary search using binary
   true/false/law-of-excluded-middle. All those $100,000 questions
   do is ignore the very source of the paradox: simply the
   "axiom/proof" model of mathematical truth. Needs the / to be
   included... the lines crossed over. But anyway, I'm sure there's
   a mathematical way of expressing this as well.* This is my
   "subjective search" pattern I use when I can't find my mother in
   the supermarket (she's fast) or when I REALLY can't find
   something in the house...* or when I want to accomplish a lot of
   tasks with the least amount of work. Go as far as you can, cover
   as much territory as you can on your way back. I can number them
   as well.* If I get a few free minutes later, I'll do a timelapse
   though; it's a GREAT idea; I'll number them as well; maybe i'll
   set it to some majestic sounding music so it sounds important; I
   like doing that.* Makes ppl think I'm smart :D I think it's
   probably similar to folding paper or a "cut in half, cut that
   half in half, cut that half in half again" type of thing.* Not
   sure; this is what my intuition tells me to do mostly but I have
   a weird intuition... and I hate doing the same motion twice...
   but I don't mind crossing over the same lines.
   ** Thank you by the way - really - 'cause I will make that later
   and... maybe I'll do some poking around the different search
   patterns that exist (or coverage algorythms) to find it.* I'm
   sure I'm not the first to find it.* I just know it works really
   well :)** But in either case, I love making little animations
   and short video things and especially when someone says, "I like
   what you did there." and gets specific about why.* When you
   said, "ive never seen a binary search diagramed in 2d like this
   before. id like to see it in timelapse" I got all smiley-happy
   and immediately thought of a bunch of little projects I can do
   with *Kenneth Udut's Search Pattern".* Inspiration; I live for
   it :)[1]search_pattern

References

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