I think it's time for someone to step up to the plate and provide some
graphical proof. :)
Brian
Team A.I.
-----Original Message-----
From:
az-geocaching-bounces@listserv.azgeocaching.com
[
mailto:az-geocaching-bounces@listserv.azgeocaching.com] On Behalf Of Bill
Nolan
Sent: Tuesday, March 15, 2005 12:16 PM
To:
listserv@azgeocaching.com
Subject: RE: [Az-Geocaching] Major League Cacher and Cache Density
Actually, if you have been following this thread, you know that you can get
128 in a square mile, arranged in triangles. In fact, your circles actually
work out to triangles if you connect the centers.
Bill in Willcox
-----Original Message-----
From:
az-geocaching-bounces@listserv.azgeocaching.com
[
mailto:az-geocaching-bounces@listserv.azgeocaching.com] On Behalf Of Bob
Renner
Sent: Sunday, March 13, 2005 6:38 PM
To:
listserv@azgeocaching.com
Subject: Re: [Az-Geocaching] Major League Cacher and Cache Density
I can get 120 caches in a square mile.
A honeycomb pattern is more efficient than a
rectangular
pattern.
Bob
--- TEAM 360 <
team360usa@yahoo.com> wrote:
> Also, did you know?-
> The maximum number of caches you can fit in a square
> mile is 100? Well, that is IF GC.com actually stuck
> to their .1 "ahem"..."guideline".
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