Magical Number Nine, page 1
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reply posted on 31-10-2009 @ 04:40 AM by valhala
It's part of a Marko's Rodin math:

rodin.freelancepartnership.com....

I can see you have been study it ... your avatar is representation of Rodin's coil in 2D


reply posted on 31-10-2009 @ 04:52 AM by v01i0
reply to post by valhala


Originally posted by valhala
It's part of a Marko's Rodin math:
I can see you have been study it ... your avatar is representation of Rodin's coil in 2D


Honestly, I never heard of Rodin. And this number nine has haunted me personally from last night. But thanks for pointing out Rodin's work, I will definitely take a look of it once I have had a lunch.

Thanks! Your reply was definitely worthwhile

Sincerely,

-v

[edit] PS. I adopted the avatar - which is enneagram - from G.I. Gurdjieff's works. But now I see when skimming Rodin's works that it is there also.

[edit on 31-10-2009 by v01i0]



reply posted on 31-10-2009 @ 06:02 AM by randyvs
reply to post by v01i0
That is really something. I marvel at the simplest things like this,
that I'm sure I would have never noticed my own. Thank you for sharing that.



[edit on 31-10-2009 by randyvs]


reply posted on 31-10-2009 @ 06:27 AM by v01i0
reply to post by johnb


Originally posted by johnb
You are all kidding aren't you!!!!!!!!!!!!!!!!!!!!!!!!

In the UK we are taught this aged around 8 it's basic arithmetic or at least I was and so have my 2 boys 8 and 11.

I don't mean to flame anyone but if this is an indication of current education levels I'm appalled.

But numbers are amazing and you can have loads of 'fun' with them.

Try sequences, Fibonnaci etc

[edit on 31-10-2009 by johnb]


Unfortunately no, I am not kidding. Of course, it might be case that this have been taught on school, but I never really paid attention there. This was really a new thing for me. The fact I didn't paid attention to mathematics lessons in school must be the reason that I am so poor with maths

Nevertheless, it's good to hear that these things are taught in schools on your area. I hope that they are doing it elsewhere also.

Might be also the case, that I have heard this unconsciously in school, but that must've been like 20 years ago so I wonder where it pumped into my mind right now

-v

[edit on 31-10-2009 by v01i0]


reply posted on 31-10-2009 @ 06:37 AM by valhala
reply to post by johnb


I do agree this basic idea with number nine is prime scholl math. But what Marko Rodin has done is not. Far from it. Have a look at his ideas and tell me where is the scholl that teaches that ... I'll send my kids there



reply posted on 31-10-2009 @ 06:51 AM by v01i0
reply to post by valhala


Originally posted by valhala
He did quite interesting research there.


Indeed. I am currently examining his thoughts and I am getting the impression that he has an Pythagorean approach on numbers. Very interesting - more interesting even is the coil of his. Thank you for sharing his work with the rest of us.

I've always thought that this theosophical add as I have learned it - meaning that we break greater numbers (for example 39) in it's digital root, which are 3 and 9), is quite irrelevant in the end. And the Kabbalistic numerology uses the same method by the way. Now I might want to reconsider all this.

-v

[edit on 31-10-2009 by v01i0]


reply posted on 31-10-2009 @ 06:55 AM by v01i0
reply to post by Amanuel


Originally posted by Amanuel
9 is infinit back to self... the end technically. new numerology. lack love for 1 when your 9.


Aye, it is also interesting that number nine is the last number of our numeric system (from 0 to 9).

-v


reply posted on 31-10-2009 @ 07:00 AM by v01i0
reply to post by XHellcatX


Originally posted by XHellcatX
I was gonna say the same thing - in the UK, this is how we're taught our 9 times table


Now when I try to go back in time in remembrance of how I was taught these things, I think I recall that they used merely the learning through memorization.

By 9 times table, do you mean multiplication tables? Like 1 X 9, 2 X 9, 3 X 9 and so on?

-v


reply posted on 31-10-2009 @ 07:42 AM by Vanitas
reply to post by valhala


Why isn't this Marko Rodin's math featured in a thread of its own?
It would deserve one, in my opinion.
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