quick&painless "dicot" question

Would 2nd root of 8:7 [a.k.a. the 116 cent scale] qualify as a "dicot" 0_o?
If not, what would it be classified as?

---|-----|--------|-------------|---------------------|
Hanuman Zhang, musical mad scientist: "Nah, I don't wanna take over the
world, just the sound spectrum to make it my home."

"...Then out to the flaming stars...
From then, eventually unshackle time,
and traverse galaxies..." - Lou Harrison

--- In tuning@yahoogroups.com, czhang23@a... wrote:
>
> Would 2nd root of 8:7 [a.k.a. the 116 cent scale] qualify as
a "dicot" 0_o?
> If not, what would it be classified as?

Most likely, miracle.

_Gung Hay Fat Choi!!!_ ... _mung xuan giap than!!!_... _tahun gerap!!!!!!_

Thanx to everyone who replied in regards to this topic/thread... I guess 2nd
root of 8:7 could be called _miracle dicot_... or, hehe, _miraculous
mandarin_! (OBTW when I first encountered the word _dicot_, I immediately had images of
Hindu thuggees and such...)

In a message dated 2004:01:23 03:25:18 AM, Wernerlinden writes:

>2nd root of 8/7 (ca. 116 cents):
>
>Where did you get that idea from ?

Besides being Chinese, I like the 8/7 interval and its beating
effect/affect in low and mid registers.

>I thought it was mine.... (See my mailings from - oops - november or so...),
>sorry at that.

What? You are presuming to lay claim to a section of the sound spectrum
0_o?
Then, of course, sometimes great (or hyper-) minds think alike... :)

---
Hanuman Zhang, _Gomi no sensei_ [Master of junk]

"To live is to scrounge, taking what you can in order to survive. So,
since living is scrounging, the result of our efforts is to amass a pile of
rubbish." - Chuang Tzu/Zhuangzi, China, 4th Century BCE

"The most beautiful order is a heap of sweepings piled up at random." -
Heraclitus, Greece, 5th Century BCE