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*To*: tft@brainiac.com*Subject*: Re: (TFT) Square megahexes Or at least hexes another take*From*: Christopher Fuhrman <fuhrman8or@yahoo.com>*Date*: Sat, 21 Oct 2006 14:23:43 -0700 (PDT)*Domainkey-signature*: a=rsa-sha1; q=dns; c=nofws; s=s1024; d=yahoo.com; h=Message-ID:Received:Date:From:Subject:To:In-Reply-To:MIME-Version:Content-Type:Content-Transfer-Encoding; b=IwRQPbU/lp6vAuCpFzKxaZpa4L8lbEXLCFjtEbYHSShBnPH10ISUktprmaiWNxqCyR3G4rgcKWY/2LYakKkEEpS3ozODHpxUn7Osp1I9HC8bImKqbFmrrtiWF6oVhZ6+/t+gK1k4a5YrUJkszGK5LRjZHBwZHcUYGeQanKDWXYo= ;*In-reply-to*: <20061021205433.48509.qmail@web52513.mail.yahoo.com>*Reply-to*: tft@brainiac.com*Sender*: tft-admin@brainiac.com

--- Lloyd Weber <laweber3@yahoo.com> wrote: > I particularly like the online graph paper site - especially > because it has > some information there about the geometric dimensions of a hex that > I was not > aware of, namely: > > Given length of a side x... > Tip to tip across the hex is > 2x. > Height of the hex flat side to flat side is 2x(sqrt(3/4)) or about > 1.732x. > Area of the hex is 1.5(x^2 (sqrt(3)) or about 2.56x^2. Here's another site that delves into some of these dimensional issues: http://klein.math.okstate.edu/IndrasPearls/programming/node19.html __________________________________________________ Do You Yahoo!? Tired of spam? Yahoo! Mail has the best spam protection around http://mail.yahoo.com ===== Post to the entire list by writing to tft@brainiac.com. Unsubscribe by mailing to majordomo@brainiac.com with the message body "unsubscribe tft"

**References**:**Re: (TFT) Square megahexes Or at least hexes another take***From:*Lloyd Weber <laweber3@yahoo.com>

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