## User Tag List

1. Originally Posted by wildcat
Sorry.
You were away, doing God knows what.
Get on with it.

There is a innate difference in the process applied!
Dichotomy is one process only.

Everything takes place simultaneously.
In a dichotomy.

There is no before or after.

Differentiation is another process altogether.
In other words, girls are not dolls.
Girls may have dolls, though.

Differentiation is what does not add in a dichotomy.
It is called inclusion.

This is all what I wanted to say.

Originally Posted by wildcat
1 + 2 = 3
2 + 4 = 6

Do not look at the sequence.
Look at the loci

123
246
369
Comparing posts here because I noticed a parallel.

Interesting, because the interpretation has led me to beleive that parallels are what we're speaking of here as well.

Te and Ti are almost the same- just as the equations 1+2=3 and 2+4=6 are- a number plus its double. The numbers even make a lovely little overlaping pattern if arranged, so that the same numbers cross the top and the left-hand side.

However, the numbers AREN'T the same- they are parallel equations as opposed to identical equations, just as some functions are almost identical, but in the end just run parallel to thier introverted/extroverted counterpart.

They are distinct, and in most manners they are the same. The same thing can be said about a lot of things. After all, what are dolls but minature, lifeless girls?

2. man, this is way over my head.

3. Originally Posted by whatever
Comparing posts here because I noticed a parallel.

Interesting, because the interpretation has led me to beleive that parallels are what we're speaking of here as well.

Te and Ti are almost the same- just as the equations 1+2=3 and 2+4=6 are- a number plus its double. The numbers even make a lovely little overlaping pattern if arranged, so that the same numbers cross the top and the left-hand side.

However, the numbers AREN'T the same- they are parallel equations as opposed to identical equations, just as some functions are almost identical, but in the end just run parallel to thier introverted/extroverted counterpart.

They are distinct, and in most manners they are the same. The same thing can be said about a lot of things. After all, what are dolls but minature, lifeless girls?
Yes! And exactly.

FIRST PRICE: whatever.

I say, splendid.

4. the mental puzzle was too delectable to avoid...

... and it all makes sense!

5. Ah. Brilliant deduction whatever. I didn't notice that other post.

6. ouch...this hurt my brain.

7. Originally Posted by wildcat
Interesting math, aelan and Kuranes.

Gives me something to think about in the rainy, endless nites.
Where's the math for the Matryoshka dolls, eh?

Ahh well -- it rains here too.

8. Just playing with the pattern
Code:
```  1   2   3   6  12  24
2   4   6  12  24  48
3   6   9  18  36  72
6  12  18  36  72 144
12  24  36  72 144 288
24  48  72 144 288 576```

9. Originally Posted by rhinosaur
1*9=9 --> 0+9=9
2*9=18 --> 1+8=9
3*9=27 --> 2+7=9
4*9=36 --> 3+6=9
5*9=45 --> 4+5=9
...

Meh, that only works up to 90 --> 9+0=9.
I showed an example of it going past 90 in my post, but you have to take an extra step once you get into double digits, just as doubling of the digits is itself an extra step.
Originally Posted by rhinosaur
Symmetry is more interesting than numbers.
Hmmm. Interesting claim. I think I agree with it. Of course they are not mutually exclusive. I can have "symmetry of numbers" also.

10. Originally Posted by kuranes
I showed an example of it going past 90 in my post, but you have to take an extra step once you get into double digits, just as doubling of the digits is itself an extra step.

Hmmm. Interesting claim. I think I agree with it. Of course they are not mutually exclusive. I can have "symmetry of numbers" also.
After I posted, I went back and read your post and realized it was the same thing. I think I was trying to expand on your idea but wound up with nothing original.

So does the number 5 have the same kind of symmetry as a pentagon? I don't think so... a number doesn't have to have symmetry inherently. For example, if I have five oranges I can arrange them into all kinds of patterns, whether symmetrical or not. Maybe a pentagon is the highest order symmetry you can arrange five things. *thinks*

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